Dinamica_da_particula_Ex01.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Dinâmica da Partícula - Exemplo 01\n",
    "## Professor Paulo Victor"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Obtenha as equações de movimento da partícula $P$, conforme mostrado na figura a seguir. Para a simulação considere os seguintes parâmetros: \n",
    "\\\n",
    "Ângulo inicial: $\\theta = \\dfrac{\\pi}{3} rad$ \n",
    "\\\n",
    "Velocidade angular inicial: $\\dot{\\theta} = 0 rad/s$ \n",
    "\\\n",
    "Velocidade angular do tubo: $\\omega = 10 rad/s$ \n",
    "\\\n",
    "Raio de curvatura do tubo: $r = 0.5m$ \n",
    "\\\n",
    "Gravidade: $g = 9.8 m/s^2$\n",
    "\\ \n",
    "Massa da partícula: $m = 1kg$ \n",
    "\\"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/svg+xml": [
       "<svg xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\" xmlns:svg=\"http://www.w3.org/2000/svg\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:sodipodi=\"http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd\" xmlns:inkscape=\"http://www.inkscape.org/namespaces/inkscape\" width=\"102.47662mm\" height=\"120.54956mm\" viewBox=\"0 0 102.47662 120.54956\" version=\"1.1\" id=\"svg8\" sodipodi:docname=\"cinetica01.svg\" inkscape:version=\"1.0.1 (0767f8302a, 2020-10-17)\">\n",
       "  <defs id=\"defs2\">\n",
       "    <marker style=\"overflow:visible\" id=\"marker1977\" refX=\"0\" refY=\"0\" orient=\"auto\" inkscape:stockid=\"Arrow1Lend\" inkscape:isstock=\"true\">\n",
       "      <path transform=\"matrix(-0.8,0,0,-0.8,-10,0)\" style=\"fill:#ff0000;fill-opacity:1;fill-rule:evenodd;stroke:#ff0000;stroke-width:1pt;stroke-opacity:1\" d=\"M 0,0 5,-5 -12.5,0 5,5 Z\" id=\"path1975\"/>\n",
       "    </marker>\n",
       "    <marker style=\"overflow:visible\" id=\"marker1967\" refX=\"0\" refY=\"0\" orient=\"auto\" inkscape:stockid=\"Arrow1Lstart\" inkscape:isstock=\"true\">\n",
       "      <path transform=\"matrix(0.8,0,0,0.8,10,0)\" style=\"fill:#ff0000;fill-opacity:1;fill-rule:evenodd;stroke:#ff0000;stroke-width:1pt;stroke-opacity:1\" d=\"M 0,0 5,-5 -12.5,0 5,5 Z\" id=\"path1965\"/>\n",
       "    </marker>\n",
       "    <marker style=\"overflow:visible\" id=\"marker1255\" refX=\"0\" refY=\"0\" orient=\"auto\" inkscape:stockid=\"Arrow1Lend\" inkscape:isstock=\"true\">\n",
       "      <path transform=\"matrix(-0.8,0,0,-0.8,-10,0)\" style=\"fill:#000000;fill-opacity:1;fill-rule:evenodd;stroke:#000000;stroke-width:1pt;stroke-opacity:1\" d=\"M 0,0 5,-5 -12.5,0 5,5 Z\" id=\"path1253\"/>\n",
       "    </marker>\n",
       "    <marker style=\"overflow:visible\" id=\"Arrow1Lstart\" refX=\"0\" refY=\"0\" orient=\"auto\" inkscape:stockid=\"Arrow1Lstart\" inkscape:isstock=\"true\" inkscape:collect=\"always\">\n",
       "      <path transform=\"matrix(0.8,0,0,0.8,10,0)\" style=\"fill:#0000ff;fill-opacity:1;fill-rule:evenodd;stroke:#0000ff;stroke-width:1pt;stroke-opacity:1\" d=\"M 0,0 5,-5 -12.5,0 5,5 Z\" id=\"path925\"/>\n",
       "    </marker>\n",
       "    <marker style=\"overflow:visible\" id=\"Arrow1Lend\" refX=\"0\" refY=\"0\" orient=\"auto\" inkscape:stockid=\"Arrow1Lend\" inkscape:isstock=\"true\" inkscape:collect=\"always\">\n",
       "      <path transform=\"matrix(-0.8,0,0,-0.8,-10,0)\" style=\"fill:#0000ff;fill-opacity:1;fill-rule:evenodd;stroke:#0000ff;stroke-width:1pt;stroke-opacity:1\" d=\"M 0,0 5,-5 -12.5,0 5,5 Z\" id=\"path928\"/>\n",
       "    </marker>\n",
       "  </defs>\n",
       "  <sodipodi:namedview id=\"base\" pagecolor=\"#ffffff\" bordercolor=\"#666666\" borderopacity=\"1.0\" inkscape:pageopacity=\"0.0\" inkscape:pageshadow=\"2\" inkscape:zoom=\"1.4\" inkscape:cx=\"115.15319\" inkscape:cy=\"256.6943\" inkscape:document-units=\"mm\" inkscape:current-layer=\"layer1\" inkscape:document-rotation=\"0\" showgrid=\"false\" showguides=\"true\" inkscape:guide-bbox=\"true\" showborder=\"false\" inkscape:window-width=\"1920\" inkscape:window-height=\"1016\" inkscape:window-x=\"0\" inkscape:window-y=\"27\" inkscape:window-maximized=\"1\">\n",
       "    <sodipodi:guide position=\"58.106262,72.153935\" orientation=\"1,0\" id=\"guide841\"/>\n",
       "    <sodipodi:guide position=\"58.106262,72.153945\" orientation=\"0,-1\" id=\"guide843\"/>\n",
       "  </sodipodi:namedview>\n",
       "  <metadata id=\"metadata5\">\n",
       "    <rdf:RDF>\n",
       "      <cc:Work rdf:about=\"\">\n",
       "        <dc:format>image/svg+xml</dc:format>\n",
       "        <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n",
       "        <dc:title/>\n",
       "      </cc:Work>\n",
       "    </rdf:RDF>\n",
       "  </metadata>\n",
       "  <g inkscape:label=\"Layer 1\" inkscape:groupmode=\"layer\" id=\"layer1\" transform=\"translate(-47.999735,-47.286868)\">\n",
       "    <rect style=\"fill:#ffffff;stroke:none;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"rect2983\" width=\"101.77662\" height=\"119.84956\" x=\"48.349735\" y=\"47.636868\"/>\n",
       "    <path id=\"path847\" style=\"fill:#ffffff;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" d=\"M 106.0049,54.389961 A 41.292592,41.292592 0 0 0 64.813613,95.682532 41.292592,41.292592 0 0 0 106.10618,136.9751 V 54.389961 a 41.292592,41.292592 0 0 0 -0.10128,0 z\"/>\n",
       "    <path id=\"path849\" style=\"fill:#ffffff;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" d=\"M 106.07156,61.880977 A 33.801269,33.801269 0 0 0 72.304629,95.682532 33.801269,33.801269 0 0 0 106.10618,129.48357 V 61.880977 a 33.801269,33.801269 0 0 0 -0.0346,0 z\"/>\n",
       "    <circle style=\"fill:#ffffff;stroke:none;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path877\" cx=\"108.58739\" cy=\"95.635269\" r=\"33.534904\"/>\n",
       "    <rect style=\"fill:#ffffff;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"rect889\" width=\"7.0241175\" height=\"19.420881\" x=\"102.59394\" y=\"136.78543\"/>\n",
       "    <g id=\"g909\" transform=\"translate(55.445834,-12.430846)\" style=\"stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\">\n",
       "      <path style=\"fill:none;stroke:#000000;stroke-width:0.7;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1\" d=\"m 37.407228,168.347 c 0.749056,-0.0147 24.321412,0 24.321412,0\" id=\"path891\"/>\n",
       "      <path style=\"fill:none;stroke:#000000;stroke-width:0.7;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1\" d=\"m 40.413881,168.63716 3.680955,6.3756\" id=\"path893\"/>\n",
       "      <path style=\"fill:none;stroke:#000000;stroke-width:0.7;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1\" d=\"m 45.705551,168.63716 3.680955,6.3756\" id=\"path895\"/>\n",
       "      <path style=\"fill:none;stroke:#000000;stroke-width:0.7;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1\" d=\"m 50.468054,168.63716 3.680955,6.3756\" id=\"path897\"/>\n",
       "      <path style=\"fill:none;stroke:#000000;stroke-width:0.7;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1\" d=\"m 54.172223,168.63716 3.680955,6.3756\" id=\"path899\"/>\n",
       "      <path style=\"fill:none;stroke:#000000;stroke-width:0.7;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1\" d=\"m 58.405559,168.63716 3.680955,6.3756\" id=\"path901\"/>\n",
       "    </g>\n",
       "    <rect style=\"fill:#ffffff;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"rect911\" width=\"10.188842\" height=\"12.259392\" x=\"101.01158\" y=\"143.81641\"/>\n",
       "    <circle style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path913\" cx=\"71.62294\" cy=\"111.5125\" r=\"2.8949738\"/>\n",
       "    <path style=\"fill:#000000;stroke:#000000;stroke-width:0.264583px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;marker-end:url(#marker1255)\" d=\"M 106.106,95.682479 71.630685,111.79818\" id=\"path1251\"/>\n",
       "    <path style=\"fill:none;stroke:#000000;stroke-width:0.264583;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:2.11667, 2.11667;stroke-dashoffset:0;stroke-opacity:1\" d=\"M 106.106,95.682479 H 68.845737\" id=\"path1335\"/>\n",
       "    <path style=\"fill:none;stroke:#ff0000;stroke-width:0.264583px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;marker-start:url(#marker1967);marker-end:url(#marker1977)\" d=\"m 88.247277,95.682481 17.825053,-0.02113 0.0337,-16.904\" id=\"path1963\" sodipodi:nodetypes=\"ccc\" inkscape:transform-center-x=\"8.8165596\" inkscape:transform-center-y=\"-7.9935108\"/>\n",
       "    <path style=\"fill:none;stroke:#0000ff;stroke-width:0.264583px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;marker-start:url(#Arrow1Lstart);marker-end:url(#Arrow1Lend)\" d=\"M 90.248706,103.19164 106.106,95.682479 99.580957,80.088564\" id=\"path923\" sodipodi:nodetypes=\"ccc\"/>\n",
       "    <path style=\"fill:none;stroke:#000000;stroke-width:0.264583px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\" d=\"m 95.614208,100.55673 c -1.26138,-1.203647 -1.604262,-2.872305 -1.288825,-4.874251\" id=\"path1337\" sodipodi:nodetypes=\"cc\"/>\n",
       "    <path style=\"fill:#000000;stroke:#000000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:2.11666, 2.11666;stroke-dashoffset:0\" id=\"path1347\" d=\"m 68.886879,107.44512 c 0.03331,-0.29609 0.05456,-0.59352 0.06128,-0.89138 -0.0021,-0.24828 -0.01521,-0.49627 -0.0227,-0.74442 -0.01945,-0.19459 0.0093,-0.38062 0.05788,-0.56817 0.0416,-0.15028 0.08841,-0.29931 0.122852,-0.45147 0.0073,-0.0191 0.01617,-0.12801 0.01513,-0.10992 0.05204,-0.19358 -0.221729,-0.26717 -0.273765,-0.0736 v 0 c -0.0084,0.0403 -0.01162,0.0807 -0.01797,0.12142 -0.03318,0.14942 -0.08094,0.29523 -0.120785,0.4429 -0.05456,0.21321 -0.0871,0.42654 -0.0667,0.64739 0.0074,0.24321 0.01995,0.48627 0.02265,0.72959 -0.0062,0.28861 -0.0273,0.57677 -0.05931,0.86367 -0.02402,0.199 0.257411,0.23298 0.28144,0.034 z\"/>\n",
       "    <path style=\"fill:#000000;stroke:#000000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1349\" d=\"m 67.612521,103.91777 c 0.482859,-0.0939 0.971645,-0.14397 1.461632,-0.18092 0.513541,-0.0448 1.027293,-0.0402 1.537711,0.0303 0.300003,0.0447 0.512215,0.10691 0.672722,0.37501 0.120158,0.2526 0.07786,0.41575 -0.05429,0.64811 -0.154834,0.23409 -0.362667,0.42254 -0.599093,0.57078 -0.273704,0.14889 -0.564716,0.26231 -0.859848,0.36043 -0.408329,0.12189 -0.832811,0.1768 -1.253969,0.23421 -0.164542,0.0204 -0.329115,0.0425 -0.494956,0.0481 -0.0385,0.001 -0.07702,0.001 -0.115531,7.9e-4 -0.200437,-0.002 -0.203737,0.28113 -0.0033,0.28346 v 0 c 0.04287,5.3e-4 0.08576,2.7e-4 0.128619,-7.9e-4 0.175374,-0.006 0.349486,-0.0284 0.523463,-0.0505 0.438578,-0.0598 0.880483,-0.11771 1.305308,-0.24615 0.316701,-0.10581 0.629354,-0.22746 0.921893,-0.38988 0.275265,-0.1758 0.518367,-0.39543 0.695344,-0.67282 0.186936,-0.34395 0.221144,-0.57717 0.04545,-0.93788 -0.23689,-0.35728 -0.459828,-0.43659 -0.873226,-0.50354 -0.530355,-0.0725 -1.06408,-0.079 -1.597641,-0.0321 -0.500253,0.0378 -0.999292,0.0891 -1.492279,0.18492 -0.197054,0.0368 -0.145056,0.31544 0.052,0.27868 z\"/>\n",
       "    <path style=\"fill:#000000;stroke:#000000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1355\" d=\"m 82.008,91.281871 c 0.418663,-0.08567 0.812967,-0.283867 1.111655,-0.59386 0.06874,-0.07134 0.125701,-0.153138 0.188552,-0.229709 0.255567,-0.360791 0.399627,-0.767141 0.38118,-1.208921 -0.01508,-0.173286 -0.06131,-0.340704 -0.116866,-0.504732 -0.05314,-0.136673 -7.94e-4,-0.04652 -0.02188,0.0016 -0.05664,0.129998 -0.163052,0.08367 0.0065,0.114295 0.498173,0.09132 0.992857,0.200612 1.488569,0.304273 0.150167,0.03122 0.300276,0.06273 0.450541,0.09348 0.09272,0.01847 0.08978,0.02652 -0.0771,-0.221398 -0.0016,-0.0021 -0.03055,0.02167 -0.09752,0.07524 -0.169426,0.132773 -0.300661,0.295052 -0.409268,0.479433 -0.148873,0.265908 -0.188087,0.547923 -0.139782,0.845322 0.102055,0.393843 0.440952,0.559319 0.783712,0.715912 0.216276,0.08896 0.43539,0.176755 0.663231,0.231892 0.05282,0.01116 0.1065,0.02053 0.160597,0.01654 -0.02294,-0.0026 -0.04591,-0.0052 -0.06886,-0.0078 0.171927,0.103063 0.31768,-0.140078 0.145754,-0.243141 v 0 c -0.03579,-0.01029 -0.07157,-0.02059 -0.10736,-0.03089 0.02858,-1.69e-4 -0.06285,-0.0045 -0.06444,-0.01048 -0.210458,-0.04907 -0.411573,-0.134295 -0.611537,-0.214164 -0.252997,-0.114552 -0.532363,-0.219594 -0.621863,-0.506767 -0.04437,-0.229585 -0.0071,-0.447062 0.105351,-0.653484 0.08978,-0.155432 0.199779,-0.289954 0.341972,-0.401349 0.07097,-0.05726 0.373467,-0.271225 0.05394,-0.352597 -0.149868,-0.03066 -0.299574,-0.0621 -0.449345,-0.09323 -0.502118,-0.104999 -1.003162,-0.215982 -1.507939,-0.307625 -0.05276,-0.006 -0.10709,-0.03191 -0.15829,-0.01783 -0.185835,0.05106 -0.183676,0.144827 -0.133413,0.27378 0.04728,0.139097 0.08774,0.280784 0.102182,0.427612 0.02191,0.370628 -0.109294,0.712411 -0.318254,1.016447 -0.05241,0.06562 -0.09964,0.135731 -0.157237,0.19685 -0.255013,0.27061 -0.593955,0.444002 -0.954185,0.523499 -0.199216,0.02223 -0.167791,0.303956 0.03143,0.281736 z\"/>\n",
       "    <path style=\"fill:#000000;stroke:#000000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1359\" d=\"m 88.991423,97.136197 c -0.29663,0.241705 -0.530741,0.542796 -0.73651,0.862582 -0.212286,0.319484 -0.318299,0.670409 -0.338296,1.050335 0.02898,0.479647 0.28126,0.76336 0.647705,1.040606 0.436597,0.27812 0.917935,0.46706 1.424241,0.56713 0.404062,0.0457 0.824365,0.0137 1.189826,-0.18019 0.0722,-0.0383 0.137787,-0.0879 0.206682,-0.13191 0.404773,-0.2979 0.550368,-0.740498 0.635363,-1.214134 0.04897,-0.342074 0.014,-0.705204 -0.173855,-1.00443 -0.04005,-0.0638 -0.09124,-0.119882 -0.136859,-0.179824 -0.276756,-0.310642 -0.64163,-0.493265 -1.026837,-0.630311 -0.372173,-0.125429 -0.761037,-0.174554 -1.151959,-0.18205 -0.261913,0.0066 -0.525282,0.0266 -0.77384,0.11316 -0.122004,0.04258 -0.186592,0.136332 -0.252722,0.239792 -0.103203,0.171844 0.139822,0.317794 0.243025,0.145949 v 0 c 0.02951,-0.05608 0.04185,-0.09412 0.104696,-0.118649 0.214947,-0.07866 0.447177,-0.08681 0.673822,-0.09681 0.360421,0.0058 0.718992,0.05129 1.062363,0.165838 0.334322,0.11774 0.654061,0.271743 0.897951,0.537467 0.240646,0.298532 0.309639,0.57907 0.255093,0.960353 -0.06921,0.395208 -0.17567,0.771921 -0.51067,1.025919 -0.379955,0.25223 -0.73352,0.32289 -1.187704,0.27161 -0.465008,-0.0897 -0.906068,-0.26506 -1.308896,-0.515971 -0.276993,-0.20405 -0.50827,-0.438542 -0.534252,-0.800294 0.0131,-0.330448 0.110283,-0.632962 0.29369,-0.910457 0.188071,-0.293809 0.402069,-0.570548 0.673505,-0.793131 0.157384,-0.12414 -0.01818,-0.346718 -0.175562,-0.222576 z\"/>\n",
       "    <path style=\"fill:#000000;stroke:#000000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1361\" d=\"m 88.09325,98.950321 c 0.564785,0 1.12957,0 1.694355,0 0.51957,0 1.03914,0 1.55871,0 0.132731,0 0.265462,0 0.398193,0 0.0436,-0.0037 0.02948,-0.01207 0.04895,0.0052 0.196485,0.03968 0.252598,-0.238199 0.05611,-0.277876 v 0 c -0.09852,-0.01307 -0.06372,-0.01839 -0.105063,-0.01082 -0.132731,0 -0.265462,0 -0.398193,0 -0.51957,0 -1.03914,0 -1.55871,0 -0.564785,0 -1.12957,0 -1.694355,0 -0.200454,0 -0.200454,0.283482 0,0.283482 z\"/>\n",
       "    <g id=\"g2128\" style=\"fill:#0000ff;stroke:#0000ff\">\n",
       "      <path style=\"fill:#0000ff;stroke:#0000ff;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1365\" d=\"m 92.201068,105.20079 c -0.02955,0.36331 -0.06635,0.72597 -0.09662,1.08922 -0.01865,0.25231 -0.04827,0.50318 -0.09202,0.7523 -0.02037,0.11185 -0.04787,0.22205 -0.07743,0.33175 -0.02336,0.0734 -0.03191,0.14726 -0.02627,0.22367 0.09606,0.21169 0.341448,0.27444 0.549717,0.32822 0.28784,0.0662 0.583383,0.0631 0.874549,0.0255 0.27388,-0.043 0.498972,-0.17592 0.669597,-0.39116 0.118456,-0.19313 0.10429,-0.39073 0.0091,-0.58746 -0.09163,-0.17345 -0.254027,-0.26208 -0.42576,-0.34008 -0.159485,-0.0707 -0.327702,-0.1101 -0.499779,-0.13321 -0.262869,-0.0254 -0.526622,-0.0364 -0.773785,0.0651 -0.138864,0.15807 -0.09825,0.0641 -0.110685,0.28646 0.03098,0.19804 0.311057,0.15423 0.280077,-0.0438 v 0 c -0.03816,0.0309 -0.02008,0.0327 -0.05228,0.0155 0.182814,-0.10106 0.420457,-0.045 0.619636,-0.0422 0.144785,0.0187 0.286014,0.0517 0.420317,0.11059 0.111935,0.05 0.225975,0.0979 0.289192,0.20939 0.05106,0.0939 0.06999,0.18565 0.01979,0.28621 -0.119113,0.15974 -0.285485,0.25081 -0.482563,0.28362 -0.255328,0.0346 -0.515128,0.0369 -0.767943,-0.0193 -0.09319,-0.0229 -0.179342,-0.0485 -0.266279,-0.0896 -0.03141,-0.0148 -0.0727,-0.0404 -0.07541,-0.0363 -0.0062,0.009 0.0021,0.0222 0.0033,0.0334 -5.29e-4,-0.005 0.006,-0.0824 0.01921,-0.11083 0.03176,-0.11786 0.06109,-0.23633 0.08293,-0.35652 0.04517,-0.25755 0.07598,-0.51692 0.0953,-0.77776 0.03032,-0.36402 0.06726,-0.72745 0.0968,-1.09154 0.015,-0.19989 -0.267682,-0.22111 -0.282686,-0.0212 z\"/>\n",
       "      <path style=\"fill:#0000ff;stroke:#0000ff;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1369\" d=\"m 94.557089,105.95978 c -0.09484,0.2492 -0.227901,0.497 -0.253843,0.76687 -0.0057,0.0592 -5.3e-4,0.11896 -7.94e-4,0.17845 0.0557,0.40137 0.283128,0.61028 0.64013,0.76276 0.311991,0.0758 0.691433,0.13597 0.983126,-0.0452 0.05637,-0.035 0.101219,-0.0858 0.151828,-0.12875 0.188624,-0.2356 0.222946,-0.50971 0.142126,-0.79246 -0.06198,-0.16626 -0.143499,-0.24519 -0.329313,-0.0756 -0.02893,0.0264 -0.02426,0.21936 -0.02461,0.23887 0.04998,0.48954 0.258811,0.94464 0.344774,1.42732 0.02106,0.11831 0.02868,0.23862 0.04301,0.35794 -0.0024,0.11103 0.0059,0.22285 -0.0075,0.3331 -0.02543,0.20986 -0.154977,0.66336 -0.407258,0.71999 -0.02741,0.006 -0.0557,-0.007 -0.08355,-0.0111 -0.06486,-0.0627 -0.142597,-0.15005 -0.113136,-0.25146 0.06422,-0.22105 0.454197,-0.56433 0.592487,-0.7016 0.60167,-0.54911 1.224859,-1.07656 1.889892,-1.54751 0.163539,-0.11591 -2.64e-4,-0.34719 -0.163925,-0.23128 v 0 c -0.677593,0.48066 -1.313688,1.01736 -1.926241,1.57817 -0.271878,0.27281 -0.847989,0.72091 -0.610473,1.18207 0.03311,0.0643 0.08232,0.12246 0.140684,0.16518 0.06069,0.0444 0.138102,0.0596 0.207153,0.0894 0.07072,-0.009 0.145505,-0.003 0.212148,-0.0283 0.355637,-0.1359 0.508072,-0.62146 0.545651,-0.95839 0.01378,-0.1235 0.0036,-0.24851 0.0054,-0.37277 -0.01617,-0.12959 -0.02548,-0.26023 -0.04853,-0.38877 -0.08264,-0.46069 -0.274656,-0.89573 -0.337148,-1.36021 -7.94e-4,-0.0797 -0.0011,-0.12108 -0.0019,-0.12105 -0.05985,0.003 -0.115493,0.0427 -0.175329,0.0396 -0.04524,-0.002 -0.06124,-0.1003 -0.02421,-0.003 0.05439,0.17461 0.04501,0.34712 -0.06126,0.50252 -0.02556,0.0265 -0.04651,0.0584 -0.07665,0.0795 -0.216593,0.15188 -0.521666,0.0894 -0.759021,0.042 -0.235087,-0.0929 -0.423439,-0.23875 -0.464984,-0.50376 -0.0095,-0.29557 0.119973,-0.56334 0.231976,-0.83119 0.0786,-0.1844 -0.182184,-0.29555 -0.260781,-0.11115 z\"/>\n",
       "      <path style=\"fill:#0000ff;stroke:#0000ff;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1371\" d=\"m 92.949881,104.51434 c 0.297042,-0.23036 0.574815,-0.48421 0.845642,-0.7445 0.06485,-0.0631 0.129181,-0.12679 0.1923,-0.19165 0.01606,-0.0165 0.07007,-0.0555 0.04768,-0.05 -0.0426,0.0103 -0.08231,0.0301 -0.123473,0.0452 -2.65e-4,0.009 -0.0061,0.0197 -7.94e-4,0.0271 0.02439,0.0349 0.251624,0.28375 0.256101,0.28859 0.168849,0.18256 0.343112,0.35994 0.517255,0.53742 0.108273,0.13372 0.239911,0.22145 0.390493,0.29805 0.180502,0.0872 0.303798,-0.16807 0.123299,-0.25526 v 0 c -0.12541,-0.0554 -0.222552,-0.13441 -0.311454,-0.24134 -0.171466,-0.17473 -0.343072,-0.34936 -0.509374,-0.52906 -0.08786,-0.0949 -0.166118,-0.19879 -0.257611,-0.29024 -0.03826,-0.0382 -0.08204,-0.0705 -0.123055,-0.10578 -0.05598,0.0104 -0.112885,0.0167 -0.167942,0.0313 -0.04324,0.0114 -0.184068,0.22957 -0.229753,0.23134 -0.260864,0.2508 -0.528379,0.49535 -0.813861,0.71812 -0.163164,0.11644 0.0016,0.34719 0.164674,0.23075 z\"/>\n",
       "    </g>\n",
       "    <g id=\"g2123\">\n",
       "      <path style=\"fill:#0000ff;stroke:#0000ff;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1373\" d=\"m 93.760361,78.819968 c 0.0711,-0.495167 0.0813,-0.99536 0.071,-1.494583 -0.0124,-0.353394 -0.0419,-0.706131 -0.0851,-1.057064 -0.0202,-0.121917 -0.015,-0.187367 -0.29466,0.02135 -0.0398,0.02971 -0.003,0.09929 -0.004,0.148953 -0.004,0.245782 -0.003,0.491603 -8e-4,0.737393 0.008,0.437275 0.047,0.87312 0.063,1.310032 0.029,0.117104 -0.0436,0.356716 0.001,0.464717 0.0202,0.04912 0.054,0.09155 0.0809,0.137324 0.32167,0.231971 0.72596,0.288345 1.11282,0.294671 0.48928,-0.04329 0.82945,-0.212071 1.15276,-0.578029 0.16997,-0.236271 0.26607,-0.540335 0.0695,-0.794624 -0.0362,-0.04687 -0.0853,-0.0822 -0.12797,-0.123298 -0.35346,-0.240146 -0.7856,-0.277807 -1.20115,-0.257932 -0.0605,0.01 -0.12094,0.02 -0.18141,0.02998 -0.1976,0.03373 -0.1499,0.313169 0.0477,0.279442 v 0 c 0.0495,-0.0088 0.099,-0.01754 0.14849,-0.02633 0.3394,-0.01945 0.698,0.0059 0.99606,0.184925 0.21502,0.174358 0.1769,0.296889 0.0344,0.52232 -0.24164,0.286853 -0.55857,0.448429 -0.9349,0.480081 -0.31081,-0.0024 -0.61813,-0.04994 -0.89856,-0.192699 -0.005,0.0069 -0.0107,0.0277 -0.0162,0.0208 -0.0326,-0.04138 0.0199,-0.390228 -1.5e-4,-0.451762 -0.016,-0.434182 -0.0545,-0.867323 -0.0628,-1.301846 -0.002,-0.242586 -0.003,-0.485097 7.9e-4,-0.727678 5.3e-4,-0.04248 0.0385,-0.104177 0.003,-0.127423 -0.31242,-0.204237 -0.28724,-0.122881 -0.26869,-0.01577 0.042,0.341394 0.0707,0.684561 0.083,1.028345 0.0102,0.482653 5.3e-4,0.966229 -0.0677,1.44503 -0.0309,0.198059 0.24923,0.241723 0.2801,0.04366 z\"/>\n",
       "      <path style=\"fill:#0000ff;stroke:#0000ff;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1375\" d=\"m 96.585051,79.31199 c 0.23122,0.371189 0.49949,0.717889 0.77046,1.060598 0.11836,0.144415 0.22013,0.301707 0.37868,0.404059 0.17173,0.103391 0.31795,-0.139473 0.14621,-0.242864 v 0 c -0.1355,-0.06627 -0.19397,-0.240305 -0.30252,-0.337026 -0.2617,-0.33092 -0.52073,-0.665613 -0.74542,-1.023149 -0.0978,-0.174945 -0.34526,-0.03656 -0.24741,0.138382 z\"/>\n",
       "      <path style=\"fill:#0000ff;stroke:#0000ff;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1377\" d=\"m 98.339991,79.523106 c -0.56664,0.250804 -1.0945,0.580769 -1.62309,0.902097 -0.16202,0.08333 -0.29397,0.181586 -0.40621,0.322313 -0.11809,0.161973 0.11097,0.32898 0.22907,0.167005 v 0 c 0.0688,-0.119798 0.21658,-0.172074 0.32439,-0.247084 0.51559,-0.313446 1.03029,-0.635603 1.58233,-0.88161 0.18577,-0.0753 0.0793,-0.338021 -0.10649,-0.262721 z\"/>\n",
       "      <path style=\"fill:#0000ff;stroke:#0000ff;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1379\" d=\"m 93.481741,74.914586 c 0.18193,-0.215135 0.3686,-0.426577 0.54465,-0.646594 0.0816,-0.104733 0.16078,-0.211222 0.23691,-0.319961 -0.007,0.04678 -0.0818,0.01786 -0.0956,0.05129 -0.008,0.02053 0.0322,0.03061 0.0494,0.04469 0.15776,0.12923 0.32193,0.251275 0.48327,0.375965 0.20527,0.156869 0.41618,0.306081 0.62112,0.463362 0.15904,0.122018 0.3316,-0.102896 0.17256,-0.224914 v 0 c -0.20472,-0.15702 -0.41519,-0.306261 -0.62033,-0.462749 -0.0924,-0.07139 -0.53077,-0.440962 -0.61978,-0.466386 -0.1365,-0.03899 -0.14484,-0.0093 -0.22289,0.05617 -0.0727,0.103835 -0.14831,0.205493 -0.22612,0.305543 -0.17267,0.216297 -0.35656,0.423548 -0.53495,0.635103 -0.13328,0.149725 0.0785,0.338209 0.21174,0.188484 z\"/>\n",
       "    </g>\n",
       "    <path style=\"fill:#ff0000;stroke:#ff0000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1385\" d=\"m 100.90961,146.87513 c -0.53811,0.0244 -1.057647,0.14751 -1.569703,0.3068 -0.587325,0.18949 -1.138209,0.46626 -1.656842,0.79786 -0.295222,0.21621 -0.63287,0.43512 -0.807199,0.77082 -0.03262,0.0628 -0.05242,0.13147 -0.07863,0.19721 -0.07734,0.31809 -0.06964,0.65602 0.133175,0.92773 0.04363,0.0584 0.09793,0.10812 0.146897,0.16217 0.4635,0.41678 1.044165,0.65152 1.619432,0.86853 0.784728,0.28811 1.59698,0.4772 2.41904,0.61931 0.95863,0.15147 1.92211,0.26871 2.88818,0.36028 0.9166,0.0799 1.83703,0.095 2.75633,0.11828 0.8349,0.0279 1.66993,0.0207 2.50438,-0.0144 0.68039,-0.0207 1.35636,-0.0969 2.02968,-0.19253 0.50357,-0.074 1.00258,-0.17499 1.49874,-0.28771 0.42503,-0.0942 0.84164,-0.22156 1.24677,-0.38032 0.35643,-0.13989 0.66505,-0.35864 0.94687,-0.61375 0.2273,-0.21139 0.32702,-0.47824 0.36613,-0.77856 0.0316,-0.28341 -0.0844,-0.52892 -0.23607,-0.75893 -0.20075,-0.26603 -0.47716,-0.45407 -0.75758,-0.6266 -0.31699,-0.18721 -0.66361,-0.31479 -1.00996,-0.43551 -0.37209,-0.12809 -0.75469,-0.2196 -1.13811,-0.30604 -0.2767,-0.0604 -0.55382,-0.11887 -0.83244,-0.16973 -0.10254,-0.0274 -0.13987,-0.007 -0.24402,0.0334 -0.16543,0.1132 -0.005,0.34715 0.16008,0.23396 v 0 c -0.13683,7.9e-4 0.0192,-0.001 0.033,0.0115 0.2748,0.0501 0.5481,0.10788 0.821,0.1674 0.37296,0.0841 0.74521,0.17273 1.1072,0.29721 0.32716,0.11389 0.655,0.23348 0.9549,0.40939 0.24576,0.15051 0.49006,0.31285 0.66997,0.54219 0.1155,0.17122 0.21274,0.35313 0.19069,0.56659 -0.0277,0.23357 -0.0986,0.43867 -0.27539,0.60383 -0.25563,0.23285 -0.53576,0.43218 -0.85989,0.55976 -0.3917,0.15402 -0.79498,0.27647 -1.20601,0.36776 -0.48856,0.11106 -0.97995,0.21057 -1.47581,0.28349 -0.66403,0.0944 -1.33068,0.1697 -2.00172,0.18995 -0.82808,0.0349 -1.65674,0.042 -2.48528,0.0143 -0.91276,-0.0231 -1.82666,-0.038 -2.73676,-0.11711 -0.95887,-0.0908 -1.91516,-0.20724 -2.86667,-0.3574 -0.80449,-0.1388 -1.599327,-0.3236 -2.367343,-0.60525 -0.534353,-0.20106 -1.075076,-0.41606 -1.511292,-0.79576 -0.258043,-0.27135 -0.292256,-0.42244 -0.223295,-0.79635 0.01714,-0.0479 0.02893,-0.0981 0.05145,-0.14376 0.14927,-0.30257 0.463339,-0.49168 0.722361,-0.68656 0.496945,-0.3186 1.025368,-0.5837 1.588341,-0.76597 0.492038,-0.15366 0.991138,-0.27201 1.508468,-0.2949 0.19979,-0.0163 0.17668,-0.29888 -0.0231,-0.28254 z\"/>\n",
       "    <path style=\"fill:#ffffff;stroke:#ff0000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1389\" d=\"m 112.95911,148.24636 c -0.004,-0.20962 -0.0104,-0.41917 -0.0168,-0.62872 -0.002,-0.0589 2.7e-4,-0.11772 -0.0137,-0.17533 -0.0104,-0.0446 -0.008,-0.0908 -0.007,-0.13626 0.006,-0.0685 0.0157,-0.13667 0.0286,-0.20421 0.0127,-0.0779 0.0747,0.0388 -0.23969,-0.15595 -0.23535,0.13254 -0.4994,0.20073 -0.75712,0.27523 -0.22929,0.0618 -0.45624,0.13192 -0.68522,0.19478 -0.0235,0.005 -0.26562,0.0678 -0.26508,0.0774 0.005,0.0967 0.0448,0.18848 0.0672,0.28272 0.25988,0.0971 0.53092,0.16098 0.79722,0.23809 0.2437,0.0717 0.48249,0.1592 0.71667,0.25742 0.13153,0.0578 0.26407,0.1132 0.38946,0.1836 0.22678,0.14039 0.27329,-0.0609 0.27189,-0.23565 -0.0148,-0.17386 -0.0492,-0.3454 -0.0858,-0.51578 -0.0142,-0.089 -0.0316,-0.10409 -0.0952,-0.18283 -0.0486,-0.0362 -0.0919,-0.0778 -0.14196,-0.11207 -0.16558,-0.06 -0.3482,-0.0531 -0.52251,-0.058 -0.16935,-0.003 -0.16072,-0.0112 -0.11193,0.29085 0.002,0.0149 0.11626,0.0454 0.13556,0.0519 0.0123,-0.0976 0.0489,-0.19515 0.0371,-0.29284 -0.003,-0.0276 -0.0518,-0.0205 -0.0764,-0.0335 -0.008,-0.004 -0.0216,-0.0275 -0.0215,-0.0181 0.003,0.25616 -0.0124,0.22922 0.17117,0.22428 0.0387,-0.005 0.0773,-0.009 0.11601,-0.0137 0.19896,-0.0244 0.16442,-0.3058 -0.0345,-0.28137 v 0 c -0.03,0.004 -0.0601,0.008 -0.0901,0.0117 -0.0336,0.001 -0.25183,0.003 -0.27057,0.0296 -0.13706,0.19626 -0.10442,0.24255 0.0158,0.30726 0.15547,0.0837 0.0894,0.014 0.24368,-0.20198 -0.01,-0.003 -0.0961,-0.0353 -0.0962,-0.0352 -0.15116,0.2788 -0.16117,0.24112 -0.0261,0.24441 0.12584,0.004 0.26002,0.0127 0.38091,0.0155 0.0388,0.0286 0.0811,0.0712 0.12468,0.10045 -0.0671,-0.12575 -0.0167,-0.0285 -0.015,0.0133 0.0328,0.15218 0.0633,0.30527 0.0795,0.4602 5.3e-4,0.0252 -0.0206,0.0834 0.003,0.0754 0.23928,-0.0804 0.20091,-0.0542 0.14679,-0.0911 -0.13492,-0.0754 -0.2768,-0.13616 -0.41843,-0.19771 -0.24427,-0.10225 -0.49319,-0.19365 -0.74738,-0.26826 -0.25062,-0.0726 -0.50474,-0.13458 -0.75124,-0.22033 -0.0192,0.0738 -0.0339,0.14898 -0.0577,0.22147 -0.002,0.005 -0.0214,0.005 -0.0161,0.004 0.0738,-0.0199 0.14857,-0.036 0.22197,-0.0574 0.2302,-0.0633 0.45841,-0.13358 0.68891,-0.19582 0.27916,-0.0808 0.56422,-0.15651 0.81859,-0.30119 -0.17588,-0.19997 -0.15281,-0.26514 -0.17907,-0.14318 -0.0155,0.0823 -0.0275,0.16532 -0.0334,0.24889 -0.002,0.0712 -0.003,0.14323 0.015,0.21285 0.008,0.0376 0.002,0.077 0.005,0.11541 0.006,0.2067 0.013,0.41338 0.0167,0.62014 0,0.20045 0.28348,0.20045 0.28348,0 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#ff0000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path1395\" d=\"m 118.12004,148.6629 c -0.25695,0.16533 -0.4939,0.35253 -0.70417,0.57407 -0.17195,0.18406 -0.29311,0.39472 -0.36876,0.63358 -0.0696,0.21004 -0.0562,0.40612 0.0234,0.60976 0.0736,0.18459 0.2014,0.30131 0.37565,0.38772 0.21921,0.099 0.45089,0.16131 0.68503,0.21275 0.24676,0.0667 0.46955,0.0429 0.69717,-0.0681 0.16728,-0.0965 0.29591,-0.2378 0.39989,-0.39809 0.0667,-0.11998 0.14799,-0.21255 -0.19828,-0.0756 -0.0206,0.008 0.0199,0.0396 0.0298,0.0594 0.14744,0.20988 0.3703,0.34563 0.59226,0.46483 0.20829,0.10621 0.44037,0.14872 0.66999,0.18007 0.27792,0.0182 0.48301,-0.14763 0.65924,-0.342 0.179,-0.24432 0.23188,-0.54196 0.25736,-0.8369 0.0176,-0.28878 -0.0816,-0.53269 -0.26762,-0.74733 -0.16841,-0.14321 -0.36436,-0.29891 -0.58893,-0.3335 -0.20045,-0.001 -0.2018,0.28252 -0.001,0.28348 v 0 c -0.0111,-0.004 -0.0437,-0.0179 -0.0332,-0.0124 0.11214,0.059 0.22568,0.10515 0.32844,0.18196 0.0289,0.0216 0.0556,0.0461 0.0835,0.0691 0.13973,0.15023 0.20726,0.32716 0.19671,0.53496 -0.0189,0.23322 -0.0549,0.47277 -0.1864,0.67187 -0.10813,0.12386 -0.2338,0.25114 -0.40977,0.24979 -0.19614,-0.0261 -0.39548,-0.0604 -0.5742,-0.1491 -0.17282,-0.0921 -0.3451,-0.19459 -0.47414,-0.34498 -0.0623,-0.11477 -0.28371,-0.13944 -0.32172,-0.007 -0.0755,0.11828 -0.16797,0.22437 -0.28894,0.29836 -0.16738,0.088 -0.32538,0.0945 -0.50914,0.0445 -0.21278,-0.0465 -0.42339,-0.10231 -0.62297,-0.19136 -0.11353,-0.0518 -0.18852,-0.11963 -0.23584,-0.2391 -0.061,-0.14082 -0.0638,-0.2712 -0.0154,-0.41836 0.0608,-0.19817 0.16233,-0.37061 0.30414,-0.52331 0.1958,-0.20796 0.41915,-0.38042 0.65903,-0.53539 0.16506,-0.11374 0.004,-0.34717 -0.16084,-0.23344 z\"/>\n",
       "    <path style=\"fill:none;stroke:#000000;stroke-width:0.264583px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\" d=\"m 95.656456,98.898195 -0.04225,1.658535 -1.699704,-0.558114\" id=\"path1913\"/>\n",
       "    <g id=\"g2169\">\n",
       "      <path style=\"fill:#ff0000;stroke:#ff0000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path2148\" d=\"m 91.753178,91.354959 c -0.257225,-0.0032 -0.506719,0.04601 -0.749305,0.127627 -0.240583,0.09683 -0.372996,0.187008 -0.477822,0.427802 -0.07826,0.266425 0.0627,0.406686 0.266187,0.553376 0.260736,0.161629 0.562464,0.224468 0.863073,0.259768 0.223367,0.0062 0.492914,0.0026 0.66706,-0.16379 0.03149,-0.03008 0.05295,-0.06915 0.07943,-0.103727 0.110916,-0.235561 0.03101,-0.468657 -0.07115,-0.690277 -0.04785,-0.0946 -0.09983,-0.187629 -0.162679,-0.273177 -0.03579,-0.04981 -0.07402,-0.09782 -0.112167,-0.145844 -0.07685,-0.06797 -0.14496,-0.0091 -0.143076,0.0808 7.93e-4,0.03641 0.02763,0.118769 0.04125,0.147849 0.01635,0.03489 0.03779,0.06715 0.05669,0.10073 0.169151,0.25832 0.422833,0.426249 0.68798,0.572442 0.132252,0.08086 0.27994,0.1242 0.424032,0.176591 0.09427,0.03405 0.142415,-0.09926 0.04815,-0.133311 v 0 c -0.137367,-0.04934 -0.277858,-0.09062 -0.403828,-0.167452 -0.242528,-0.133286 -0.47661,-0.284297 -0.633498,-0.518991 -0.01537,-0.02593 -0.03275,-0.05075 -0.04608,-0.07778 -0.0098,-0.01982 -0.01619,-0.04117 -0.02294,-0.06222 -0.0043,-0.01331 -0.0021,-0.02918 -0.01005,-0.04073 -0.0028,-0.004 -0.0067,0.008 -0.01154,0.0091 -0.08761,0.01984 -0.06876,0.03431 -0.09809,0.0011 0.03709,0.04669 0.0743,0.09336 0.109085,0.141814 0.05753,0.07761 0.104026,0.162867 0.148124,0.248595 0.08028,0.172577 0.157197,0.358888 0.08477,0.547867 -0.01548,0.02365 -0.02678,0.05068 -0.04646,0.07099 -0.142692,0.147267 -0.382008,0.141009 -0.568656,0.138596 -0.276881,-0.03188 -0.555736,-0.08814 -0.797226,-0.234426 -0.152379,-0.106979 -0.266372,-0.180829 -0.217853,-0.382749 0.07968,-0.196281 0.198953,-0.270835 0.39262,-0.348691 0.228309,-0.07746 0.463222,-0.123336 0.705499,-0.120182 0.100221,-0.0011 0.09866,-0.14283 -0.0016,-0.141732 z\"/>\n",
       "      <path style=\"fill:#ff0000;stroke:#ff0000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path2154\" d=\"m 93.668031,91.784161 c -0.06636,0.163674 -0.105238,0.352025 -0.02315,0.518456 0.0168,0.03405 0.04216,0.06314 0.06325,0.09471 0.03155,0.02548 0.05996,0.05545 0.09465,0.07646 0.14705,0.08905 0.332867,0.08348 0.487545,0.01799 0.03603,-0.01524 0.06859,-0.03766 0.102883,-0.05649 0.16333,-0.114361 0.224512,-0.254889 0.190365,-0.448746 -0.02471,-0.08605 -0.07723,-0.164579 -0.173164,-0.05733 -0.02484,0.02778 0.0064,0.137197 0.01003,0.155356 0.08466,0.274402 0.170268,0.549544 0.216766,0.833662 0.01352,0.0826 0.02133,0.166039 0.032,0.249058 0.0093,0.288218 0.05095,0.64608 -0.09326,0.911907 -0.01315,0.02424 -0.03157,0.04523 -0.04735,0.06785 -0.02511,0.01744 -0.0678,0.07765 -0.106976,0.07421 -0.0013,-1.24e-4 0.02111,-0.01968 0.02109,-0.0199 -0.0024,-0.01574 -0.01193,-0.02951 -0.01789,-0.04426 -0.04161,-0.132082 -0.111826,-0.272573 -0.09196,-0.415229 0.0052,-0.03733 0.01826,-0.07313 0.02738,-0.109693 0.02035,-0.04608 0.03672,-0.09415 0.06108,-0.138248 0.200255,-0.362484 0.517091,-0.657172 0.815607,-0.937347 0.04715,-0.04089 0.09431,-0.08178 0.14146,-0.122666 0.0757,-0.06569 -0.0172,-0.172744 -0.09289,-0.107061 v 0 c -0.04853,0.04214 -0.09706,0.08427 -0.145595,0.126402 -0.311941,0.293068 -0.643948,0.602469 -0.848664,0.984385 -0.02782,0.05189 -0.04606,0.108376 -0.06909,0.162565 -0.01035,0.04752 -0.02572,0.09422 -0.03102,0.14256 -0.01802,0.164097 0.05427,0.324072 0.10573,0.475282 0.01341,0.02595 0.02185,0.05518 0.04028,0.07787 0.102457,0.126251 0.229428,0.01736 0.30894,-0.06956 0.02008,-0.03048 0.04342,-0.05905 0.06022,-0.09145 0.154538,-0.298051 0.116208,-0.664157 0.1035,-0.98579 -0.01122,-0.08633 -0.01953,-0.173088 -0.03364,-0.258987 -0.04688,-0.285015 -0.131556,-0.561579 -0.217406,-0.836661 -0.02783,-0.104822 0.005,-0.03758 -0.103388,-0.04508 -0.02439,-0.0016 -0.03123,-0.05466 -0.01103,0.0046 0.02617,0.123558 -0.01392,0.226277 -0.120819,0.298876 -0.168227,0.09854 -0.334822,0.132194 -0.499189,0.0043 -0.0154,-0.02064 -0.03374,-0.0394 -0.04622,-0.06194 -0.07167,-0.129456 -0.03191,-0.281821 0.01863,-0.410605 0.04202,-0.09099 -0.08666,-0.150421 -0.12868,-0.05943 z\"/>\n",
       "      <path style=\"fill:#ff0000;stroke:#ff0000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path2156\" d=\"m 91.632986,90.250554 c 0.26733,-0.131606 0.510736,-0.304292 0.74658,-0.484952 0.05598,-0.04385 0.111331,-0.08852 0.165261,-0.134872 0.01394,-0.01198 0.05948,-0.0345 0.04122,-0.03667 -0.0083,-0.0011 -0.01379,0.0094 -0.02069,0.01413 -0.01807,-0.0011 -0.04347,-0.01746 -0.05422,-0.0029 -0.0099,0.01339 0.0158,0.02932 0.024,0.04381 0.0159,0.02809 0.03174,0.05624 0.04836,0.08392 0.08228,0.13708 0.171058,0.269591 0.260869,0.401793 0.0876,0.130273 0.178985,0.256919 0.285588,0.372197 0.06821,0.07344 0.172064,-0.02302 0.103857,-0.09646 v 0 C 93.13156,90.301 93.045732,90.179037 92.961602,90.055151 92.873742,89.925871 92.7868,89.79631 92.706306,89.662248 c -0.01646,-0.02741 -0.03188,-0.05543 -0.04789,-0.08311 -0.01177,-0.02035 -0.01775,-0.04551 -0.03547,-0.06098 -0.02551,-0.02228 -0.05963,-0.03206 -0.08944,-0.04809 -0.09227,0.04136 -0.155223,0.128456 -0.240141,0.183031 -0.22656,0.173667 -0.46019,0.339831 -0.716521,0.467318 -0.09203,0.0397 -0.03588,0.169849 0.05615,0.130143 z\"/>\n",
       "    </g>\n",
       "    <g id=\"g2164\">\n",
       "      <path style=\"fill:#ff0000;stroke:#ff0000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path2132\" d=\"m 108.92177,78.982098 c -0.29078,0.02037 -0.57283,0.08482 -0.84578,0.185031 -0.22311,0.09833 -0.45158,0.223962 -0.58592,0.435928 -0.0226,0.03559 -0.0389,0.07474 -0.0584,0.112117 -0.0778,0.194646 -0.0699,0.397049 0.0768,0.557744 0.0288,0.03151 0.0641,0.05643 0.0961,0.08465 0.29831,0.173048 0.64709,0.188687 0.98295,0.166811 0.25782,-0.02958 0.51275,-0.110802 0.70619,-0.290636 0.0301,-0.02797 0.0559,-0.06024 0.0838,-0.09036 0.14608,-0.199204 0.16296,-0.383447 0.0827,-0.611423 -0.0452,-0.09962 -0.10492,-0.192137 -0.17625,-0.274933 -10e-4,-0.0087 -0.0533,-0.04436 -0.0344,-0.03363 -0.0283,-0.03954 -0.0583,-0.07771 -0.0891,-0.115324 -0.0415,-0.04981 -0.0584,-0.08464 -0.13678,0.06806 -0.0117,0.02275 0.0222,0.04604 0.0333,0.06906 0.10822,0.177027 0.24206,0.335208 0.38768,0.482184 0.1384,0.126373 0.28693,0.243166 0.46314,0.310153 0.0966,0.02962 0.1962,0.04812 0.29628,0.06101 -0.004,2.9e-5 -0.009,6e-5 -0.0131,8.9e-5 0.0834,0.05552 0.16196,-0.06249 0.0785,-0.118009 v 0 c -0.0158,-0.0076 -0.0316,-0.01511 -0.0473,-0.02267 -0.0894,-0.01143 -0.17836,-0.02786 -0.2649,-0.05327 -0.15775,-0.057 -0.2875,-0.167481 -0.41195,-0.277148 -0.136,-0.136816 -0.26059,-0.284144 -0.36284,-0.448313 -0.007,-0.01093 -0.007,-0.03249 -0.0202,-0.03275 -0.17505,-0.0035 -0.14955,0.0048 -0.11152,0.05137 0.0305,0.03729 0.0602,0.07526 0.0883,0.114376 0.0369,0.03832 0.0142,0.01315 0.0377,0.03753 0.0604,0.06948 0.11058,0.147603 0.15024,0.230642 0.0657,0.17367 0.0554,0.31179 -0.0539,0.467162 -0.19812,0.218826 -0.40261,0.299844 -0.69507,0.335396 -0.29884,0.02061 -0.61027,0.0093 -0.88117,-0.132953 -0.17414,-0.144349 -0.2152,-0.250515 -0.13905,-0.470281 0.0391,-0.0782 0.0502,-0.112914 0.10939,-0.179827 0.12233,-0.138353 0.29214,-0.225845 0.4578,-0.299773 0.26123,-0.0968 0.53174,-0.157202 0.81023,-0.176921 0.0998,-0.0095 0.0863,-0.150635 -0.0135,-0.141097 z\"/>\n",
       "      <path style=\"fill:#ff0000;stroke:#ff0000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path2134\" d=\"m 111.14529,79.69832 c 0.16772,0.189584 0.35992,0.354756 0.5576,0.511953 0.13108,0.09494 0.25754,0.197339 0.39398,0.284678 0.011,0.0061 0.022,0.01225 0.033,0.01836 0.0877,0.04841 0.15622,-0.0757 0.0685,-0.124108 v 0 c -0.008,-0.0046 -0.0169,-0.0092 -0.0253,-0.01378 -0.13265,-0.08409 -0.25441,-0.184774 -0.38195,-0.276111 -0.1912,-0.151887 -0.37716,-0.311441 -0.53942,-0.494652 -0.0662,-0.07522 -0.17261,0.01844 -0.10638,0.09366 z\"/>\n",
       "      <path style=\"fill:#ff0000;stroke:#ff0000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path2136\" d=\"m 112.22816,79.686247 c -0.31675,0.166669 -0.60884,0.375817 -0.90236,0.57962 -0.12949,0.0887 -0.068,0.0471 -0.1842,0.12501 -0.0832,0.05583 -0.004,0.173546 0.079,0.117713 v 0 c 0.11755,-0.07885 0.0555,-0.03682 0.18609,-0.126298 0.28762,-0.199716 0.57374,-0.404797 0.8838,-0.56872 0.09,-0.04404 0.0277,-0.171365 -0.0623,-0.127325 z\"/>\n",
       "      <path style=\"fill:#ff0000;stroke:#ff0000;stroke-width:0.264583;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0\" id=\"path2158\" d=\"m 109.04257,78.190044 c 0.14936,-0.168137 0.31357,-0.322284 0.47665,-0.476893 0.005,0.01394 0.0774,-0.09155 0.0871,-0.07222 0.002,0.0042 -0.007,0.0098 -0.004,0.01355 0.01,0.01254 0.0251,0.019 0.0369,0.0294 0.0307,0.02714 0.0604,0.05546 0.0906,0.0832 0.23389,0.233259 0.46979,0.464505 0.70417,0.697267 0.0711,0.07062 0.17099,-0.02995 0.0999,-0.100576 v 0 c -0.23595,-0.234297 -0.4733,-0.467175 -0.70894,-0.701784 -0.1676,-0.149849 -0.23019,-0.229481 -0.40296,-0.05169 -0.16589,0.157279 -0.33284,0.314174 -0.48475,0.485232 -0.0668,0.07469 0.0388,0.169209 0.10562,0.09452 z\"/>\n",
       "    </g>\n",
       "  </g>\n",
       "</svg>"
      ],
      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.core.display import SVG\n",
    "SVG(\"cinetica01.svg\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/svg+xml": [
       "<svg xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\" xmlns:svg=\"http://www.w3.org/2000/svg\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:sodipodi=\"http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd\" xmlns:inkscape=\"http://www.inkscape.org/namespaces/inkscape\" width=\"44.08593mm\" height=\"58.578156mm\" viewBox=\"0 0 44.08593 58.578156\" version=\"1.1\" id=\"svg2202\" inkscape:version=\"1.0.1 (0767f8302a, 2020-10-17)\" sodipodi:docname=\"cinetica02.svg\">\n",
       "  <defs id=\"defs2196\">\n",
       "    <marker style=\"overflow:visible\" id=\"marker2813\" refX=\"0\" refY=\"0\" orient=\"auto\" inkscape:stockid=\"Arrow1Lstart\" inkscape:isstock=\"true\">\n",
       "      <path transform=\"matrix(0.8,0,0,0.8,10,0)\" style=\"fill:#000000;fill-opacity:1;fill-rule:evenodd;stroke:#000000;stroke-width:1pt;stroke-opacity:1\" d=\"M 0,0 5,-5 -12.5,0 5,5 Z\" id=\"path2811\"/>\n",
       "    </marker>\n",
       "    <marker style=\"overflow:visible\" id=\"Arrow1Lend\" refX=\"0\" refY=\"0\" orient=\"auto\" inkscape:stockid=\"Arrow1Lend\" inkscape:isstock=\"true\">\n",
       "      <path transform=\"matrix(-0.8,0,0,-0.8,-10,0)\" style=\"fill:#000000;fill-opacity:1;fill-rule:evenodd;stroke:#000000;stroke-width:1pt;stroke-opacity:1\" d=\"M 0,0 5,-5 -12.5,0 5,5 Z\" id=\"path928\"/>\n",
       "    </marker>\n",
       "    <marker style=\"overflow:visible\" id=\"Arrow1Lstart\" refX=\"0\" refY=\"0\" orient=\"auto\" inkscape:stockid=\"Arrow1Lstart\" inkscape:isstock=\"true\" inkscape:collect=\"always\">\n",
       "      <path transform=\"matrix(0.8,0,0,0.8,10,0)\" style=\"fill:#000000;fill-opacity:1;fill-rule:evenodd;stroke:#000000;stroke-width:1pt;stroke-opacity:1\" d=\"M 0,0 5,-5 -12.5,0 5,5 Z\" id=\"path925\"/>\n",
       "    </marker>\n",
       "  </defs>\n",
       "  <sodipodi:namedview id=\"base\" pagecolor=\"#ffffff\" bordercolor=\"#666666\" borderopacity=\"1.0\" inkscape:pageopacity=\"0.0\" inkscape:pageshadow=\"2\" inkscape:zoom=\"1.979899\" inkscape:cx=\"71.267702\" inkscape:cy=\"76.665993\" inkscape:document-units=\"mm\" inkscape:current-layer=\"layer1\" inkscape:document-rotation=\"0\" showgrid=\"false\" showborder=\"false\" inkscape:window-width=\"1920\" inkscape:window-height=\"1016\" inkscape:window-x=\"0\" inkscape:window-y=\"27\" inkscape:window-maximized=\"1\"/>\n",
       "  <metadata id=\"metadata2199\">\n",
       "    <rdf:RDF>\n",
       "      <cc:Work rdf:about=\"\">\n",
       "        <dc:format>image/svg+xml</dc:format>\n",
       "        <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n",
       "        <dc:title/>\n",
       "      </cc:Work>\n",
       "    </rdf:RDF>\n",
       "  </metadata>\n",
       "  <g inkscape:label=\"Layer 1\" inkscape:groupmode=\"layer\" id=\"layer1\" transform=\"translate(-49.539331,-86.416633)\">\n",
       "    <circle style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2765\" cx=\"80.4655\" cy=\"127.09251\" r=\"5.8895173\"/>\n",
       "    <path style=\"fill:none;stroke:#000000;stroke-width:0.264583px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;marker-start:url(#Arrow1Lstart)\" d=\"M 75.67945,121.82916 66.394602,105.74733\" id=\"path2767\"/>\n",
       "    <path style=\"fill:none;stroke:#000000;stroke-width:0.264583px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;marker-start:url(#marker2813)\" d=\"m 75.73819,131.91792 -14.715376,9.4612\" id=\"path2783\"/>\n",
       "    <path style=\"fill:none;stroke:#000000;stroke-width:0.264583px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;marker-end:url(#Arrow1Lend)\" d=\"m 80.181568,133.73812 v 10.01551\" id=\"path2845\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2855\" d=\"m 80.837028,119.5598 c -5.29e-4,-0.2798 0.03975,-0.55744 0.06736,-0.83532 0.04696,-0.4734 0.05033,-0.94923 0.05164,-1.42445 -0.0036,-0.46957 -7.94e-4,-0.93906 0.0051,-1.40859 0.005,-0.37739 0.0079,-0.7548 0.0093,-1.13221 -0.0029,-0.31507 0.01209,-0.62992 0.009,-0.94495 -0.0059,-0.17908 -0.01138,-0.35834 -0.02426,-0.53709 -0.0072,-0.1 -0.148596,-0.0898 -0.141373,0.0102 v 0 c 0.01275,0.17582 0.01791,0.35215 0.02389,0.52829 0.0032,0.31439 -0.01207,0.6286 -0.009,0.94302 -0.0013,0.37699 -0.0043,0.75397 -0.0093,1.13093 -0.006,0.47 -0.0087,0.93996 -0.0051,1.41 -0.0013,0.47067 -0.0045,0.94196 -0.05095,1.41082 -0.0282,0.28396 -0.06934,0.56768 -0.06799,0.85362 0.003,0.10018 0.144701,0.0959 0.141677,-0.004 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2857\" d=\"m 77.524339,111.97538 c 0.502764,-0.0786 1.013119,-0.10091 1.520672,-0.12974 0.899898,-0.0364 1.799098,0.0378 2.691897,0.14394 0.596776,0.0829 1.191879,0.19363 1.768628,0.37079 0.332079,0.102 0.403839,0.13908 0.717685,0.26711 0.318871,0.15246 0.667163,0.31477 0.876057,0.61508 0.104071,0.14963 0.102195,0.19793 0.149849,0.36917 -2.14e-4,0.0714 0.0074,0.14325 -5.29e-4,0.2142 -0.04338,0.38383 -0.303392,0.71119 -0.577255,0.96593 -0.09214,0.0857 -0.194026,0.16031 -0.291041,0.24046 -0.808779,0.58945 -1.734394,0.88836 -2.683772,1.16406 -0.619763,0.16553 -1.248534,0.30098 -1.887416,0.36559 -0.332909,0.0337 -0.396491,0.03 -0.717502,0.039 -0.302226,0.006 -0.602652,-0.0177 -0.898292,-0.0794 -0.09812,-0.0204 -0.127011,0.11834 -0.02889,0.13877 v 0 c 0.306517,0.0636 0.617892,0.0884 0.93119,0.0823 0.326612,-0.009 0.392491,-0.006 0.73075,-0.04 0.646409,-0.0656 1.282647,-0.2025 1.909702,-0.37016 0.404757,-0.11762 0.64298,-0.17961 1.040011,-0.3242 0.597289,-0.21752 1.180256,-0.49028 1.694659,-0.86683 0.101327,-0.0842 0.207817,-0.16256 0.303977,-0.25263 0.299217,-0.28024 0.576392,-0.6425 0.615614,-1.06419 0.0078,-0.0837 -0.0033,-0.16809 -0.0049,-0.25214 -0.05863,-0.19782 -0.05679,-0.25123 -0.179075,-0.42292 -0.225287,-0.31629 -0.589066,-0.49265 -0.929545,-0.65336 -0.321474,-0.13089 -0.393501,-0.16819 -0.733427,-0.27247 -0.583645,-0.17906 -1.185789,-0.29113 -1.789652,-0.37492 -0.901026,-0.10702 -1.808494,-0.1818 -2.716665,-0.14471 -0.514742,0.0292 -1.032405,0.0518 -1.54214,0.13262 -0.09803,0.0209 -0.06852,0.1595 0.02951,0.13864 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2861\" d=\"m 83.331321,138.95126 c 0.214284,0.24034 0.30861,0.54306 0.388438,0.8481 0.111628,0.53759 0.136631,1.08828 0.141377,1.63585 -5.29e-4,0.0587 -2.09e-4,0.1986 -0.0053,0.26659 -0.0013,0.0163 -0.02402,0.0497 -0.0078,0.0484 0.01963,-0.002 0.01373,-0.0409 0.03105,-0.0503 0.0876,-0.0475 0.08514,0.0627 0.05454,-0.0803 -0.04889,-0.28636 -0.03325,-0.58316 0.03388,-0.86553 0.0164,-0.069 0.03902,-0.13645 0.05853,-0.20468 0.103367,-0.26895 0.239948,-0.54344 0.465029,-0.73298 0.02906,-0.0245 0.06263,-0.043 0.09394,-0.0645 0.03188,-0.0102 0.06253,-0.0256 0.09563,-0.0305 0.183052,-0.0268 0.372666,0.10295 0.48863,0.2303 0.04378,0.0481 0.07863,0.10357 0.117943,0.15536 0.03201,0.062 0.07039,0.12116 0.09603,0.18608 0.132622,0.33589 0.123954,0.71009 0.104224,1.06375 0.03567,0.068 -0.03716,0.12547 -0.03228,0.1893 0.0011,0.0146 0.0071,-0.0312 0.01918,-0.0394 0.01902,-0.0129 0.05756,0.002 0.06645,-0.0188 0.01249,-0.0299 -0.0158,-0.0631 -0.01868,-0.0953 -0.0047,-0.0525 -0.0026,-0.10545 -0.0039,-0.15818 0.02058,-0.3781 0.159038,-0.75372 0.433731,-1.02239 0.05265,-0.0515 0.113707,-0.0936 0.170558,-0.14045 0.230011,-0.132 0.539459,-0.24981 0.78146,-0.0721 0.03517,0.0258 0.06174,0.0617 0.09261,0.0925 0.06183,0.0987 0.09428,0.13264 0.12133,0.24922 0.04063,0.17509 0.01246,0.36238 0.003,0.53868 -0.0038,0.0719 -0.0062,0.14393 -0.0092,0.21589 -0.007,0.2348 0.04161,0.46062 0.187111,0.65151 0.163214,0.21413 0.39457,0.34002 0.625266,0.46502 0.06651,0.0291 0.133027,0.0582 0.199543,0.0874 0.09186,0.0401 0.148559,-0.0898 0.0567,-0.12991 v 0 c -0.06299,-0.0274 -0.125982,-0.0548 -0.188971,-0.0822 -0.333502,-0.1789 -0.665626,-0.37218 -0.730515,-0.78166 -0.01066,-0.0672 -0.005,-0.13605 -0.0075,-0.20407 0.0105,-0.24652 0.05778,-0.57293 -0.0028,-0.81072 -0.03646,-0.14305 -0.0764,-0.18142 -0.156192,-0.30178 -0.112286,-0.10306 -0.130495,-0.14261 -0.279646,-0.18963 -0.274611,-0.0866 -0.548846,0.0227 -0.782746,0.1629 -0.165256,0.13849 -0.226708,0.17213 -0.35366,0.35252 -0.190069,0.27008 -0.287399,0.5967 -0.301702,0.92386 0.0016,0.0412 -0.0019,0.25349 0.03578,0.30882 0.170733,0.25182 0.211643,-0.076 0.216662,-0.1831 0.02529,-0.46102 0.01894,-0.93763 -0.229454,-1.34412 -0.04553,-0.0584 -0.08575,-0.12141 -0.136589,-0.17528 -0.155532,-0.1648 -0.393636,-0.30419 -0.628951,-0.25776 -0.04545,0.009 -0.08689,0.0322 -0.130334,0.0483 -0.03757,0.0268 -0.0776,0.0504 -0.112707,0.0803 -0.242345,0.20656 -0.390687,0.50262 -0.501243,0.79453 -0.02048,0.0724 -0.04428,0.14391 -0.06148,0.21715 -0.07086,0.3018 -0.08632,0.6186 -0.0326,0.9242 0.0086,0.0344 0.0045,0.0748 0.02574,0.10314 0.06997,0.0936 0.117146,0.10891 0.166827,0.0163 0.03446,-0.0642 -0.003,-0.27347 0.01461,-0.33734 -0.0049,-0.55928 -0.03084,-1.12176 -0.146026,-1.67064 -0.08829,-0.33448 -0.186208,-0.64186 -0.419394,-0.90602 -0.06643,-0.075 -0.172563,0.0189 -0.106129,0.094 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2865\" d=\"m 90.215952,139.66935 c -0.345607,0.0884 -0.670738,0.25698 -0.920139,0.51601 -0.06763,0.0702 -0.122902,0.15141 -0.184354,0.22711 -0.04001,0.0793 -0.09623,0.15227 -0.120044,0.23782 -0.07816,0.28079 0.0472,0.50855 0.300389,0.63619 0.216416,0.10909 0.349243,0.0882 0.583354,0.0968 0.298214,-0.0635 0.540705,-0.14557 0.659659,-0.45534 0.08889,-0.2315 0.0294,-0.46955 -0.02754,-0.69722 -0.05172,-0.11443 -0.07614,-0.27031 -0.171585,-0.36294 -0.01696,-0.0165 -0.05469,-0.0572 -0.06192,-0.0346 -0.08735,0.27208 0.06384,0.40551 0.189227,0.64523 0.297302,0.56661 0.596604,1.13536 0.819954,1.73648 0.144376,0.38857 0.247645,0.70936 0.266685,1.12364 0.0069,0.15076 -0.02138,0.30108 -0.03207,0.45162 -0.04353,0.11495 -0.06699,0.23968 -0.130593,0.34487 -0.134424,0.22232 -0.425122,0.406 -0.692806,0.36399 -0.06565,-0.0103 -0.135133,-0.034 -0.182179,-0.081 -0.04724,-0.0471 -0.05467,-0.12173 -0.082,-0.1826 0.02809,-0.12039 0.04079,-0.24543 0.08425,-0.36115 0.169132,-0.45034 0.40921,-0.80939 0.686192,-1.20491 0.289951,-0.41404 0.711657,-0.94661 1.048906,-1.32526 0.169584,-0.1904 0.35206,-0.36893 0.52809,-0.55339 0.157241,-0.14668 0.314481,-0.29336 0.47172,-0.44004 0.07328,-0.0684 -0.02342,-0.17201 -0.09671,-0.10363 v 0 c -0.159192,0.14861 -0.318384,0.29722 -0.477576,0.44584 -0.178101,0.18678 -0.362704,0.36757 -0.534307,0.56035 -0.338863,0.38066 -0.768303,0.92274 -1.059096,1.33908 -0.24529,0.35118 -0.568764,0.83132 -0.70653,1.25579 -0.04742,0.14611 -0.0461,0.30375 -0.06915,0.45562 0.05122,0.082 0.0796,0.18383 0.153673,0.24595 0.06731,0.0564 0.160205,0.0808 0.247515,0.0905 0.324096,0.0359 0.655217,-0.18478 0.812945,-0.45601 0.06851,-0.11781 0.09271,-0.25632 0.139068,-0.38448 0.01029,-0.16056 0.03891,-0.32099 0.0309,-0.48168 -0.02125,-0.4261 -0.127751,-0.75884 -0.276198,-1.15788 -0.224994,-0.60481 -0.525886,-1.17728 -0.825109,-1.74744 -0.06557,-0.1252 -0.108182,-0.26542 -0.196712,-0.37558 -0.0364,-0.0453 -0.108466,-0.0422 -0.16024,-0.0686 -0.0066,-0.003 -0.01635,-0.0249 -0.01177,-0.019 0.07281,0.0936 0.112708,0.20468 0.150072,0.31622 0.04955,0.19123 0.105751,0.39363 0.04236,0.59105 -0.08033,0.25018 -0.29718,0.33309 -0.532981,0.38489 -0.214231,-0.004 -0.305756,0.0152 -0.505238,-0.0705 -0.189201,-0.0813 -0.311081,-0.24356 -0.255704,-0.45767 0.01968,-0.0761 0.06897,-0.14129 0.103463,-0.21194 0.056,-0.07 0.106291,-0.14494 0.167986,-0.20996 0.231008,-0.24346 0.534689,-0.40057 0.85688,-0.48374 0.09784,-0.0217 0.06712,-0.16009 -0.03072,-0.13837 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2867\" d=\"m 67.690078,105.03776 c 0.122547,-0.47044 0.181134,-0.95499 0.239112,-1.43678 0.05948,-0.61774 0.11402,-1.23592 0.174628,-1.85356 0.0409,-0.39067 0.06621,-0.78265 0.08142,-1.17509 0.0029,-0.0991 0.0066,-0.19819 0.0058,-0.29732 0.0039,-0.0511 -0.05211,0.0662 -0.03054,0.0889 0.02771,0.0292 0.08049,-0.002 0.120721,-0.003 0.280165,-0.01 0.558142,-0.036 0.837195,-0.0622 0.713364,-0.0725 1.42177,-0.1847 2.126755,-0.314214 0.16945,-0.02958 0.336489,-0.07086 0.504672,-0.106434 0.04412,-0.0093 0.09344,-0.01577 0.04049,-0.0085 0.138515,0.03007 0.181041,-0.16582 0.04253,-0.19589 v 0 c -0.209942,-0.01598 -0.415118,0.104122 -0.623917,0.11366 -0.699185,0.128484 -1.401762,0.239788 -2.109253,0.311788 -0.247227,0.0232 -0.388824,0.0388 -0.630174,0.0534 -0.06447,0.004 -0.129061,0.006 -0.193611,0.008 -0.04262,0.002 -0.08809,-0.0118 -0.127895,0.003 -0.05915,0.0228 -0.105055,0.0709 -0.157583,0.10635 5.6e-5,0.002 1.09e-4,0.004 1.64e-4,0.007 7.94e-4,0.096 -0.0029,0.19189 -0.0056,0.28777 -0.01505,0.3885 -0.04011,0.77654 -0.08062,1.16328 -0.06046,0.61618 -0.114954,1.2329 -0.174151,1.8492 -0.05659,0.47067 -0.113591,0.94405 -0.232313,1.40386 -0.04021,0.13592 0.152012,0.19278 0.192218,0.0569 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2869\" d=\"m 68.089988,102.51957 c 0.587558,-0.0501 1.170631,-0.13773 1.7525,-0.23151 0.737809,-0.12365 1.472356,-0.26557 2.205619,-0.41353 0.04978,-0.007 0.09955,-0.0141 0.149334,-0.0212 0.140311,-0.0201 0.111903,-0.21851 -0.02841,-0.19843 v 0 c -0.05352,0.008 -0.10705,0.0154 -0.160576,0.0232 -0.730692,0.14744 -1.462656,0.28888 -2.197872,0.41212 -0.576932,0.093 -1.155052,0.18003 -1.73763,0.22969 -0.141229,0.012 -0.124198,0.21177 0.01704,0.19973 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2873\" d=\"m 69.168171,104.93823 c 0.39906,-0.0884 0.806762,-0.11869 1.214485,-0.12013 0.351554,0.0345 0.758237,0.0741 1.019291,0.34446 0.03531,0.0366 0.06058,0.0816 0.09088,0.12243 0.121251,0.25881 0.04278,0.40598 -0.190235,0.54058 -0.144635,0.0929 -0.32807,0.0788 -0.477891,0.14967 0.0085,0.0625 -0.0021,0.13062 0.0254,0.1874 0.01516,0.0314 0.06119,0.0337 0.09047,0.0527 0.0945,0.0613 0.196855,0.13683 0.274963,0.21689 0.152921,0.15675 0.18737,0.23094 0.308959,0.41772 0.03974,0.0864 0.09017,0.16864 0.119226,0.25919 0.133049,0.41467 0.04779,0.85393 -0.127394,1.24085 -0.04556,0.10063 -0.104275,0.19476 -0.156411,0.29214 -0.203295,0.28269 -0.498324,0.66656 -0.869093,0.7341 -0.03211,0.006 -0.06526,-0.001 -0.0979,-0.002 -0.01617,-0.011 -0.04238,-0.0145 -0.04847,-0.0331 -0.0051,-0.0156 0.01744,-0.0279 0.02355,-0.043 0.0149,-0.0369 0.02307,-0.0764 0.03935,-0.11268 0.136332,-0.3038 0.353685,-0.53888 0.568966,-0.78871 0.876615,-0.88273 2.025065,-1.37392 3.113873,-1.93163 0.126151,-0.0646 0.03476,-0.24303 -0.09139,-0.1784 v 0 c -1.111843,0.56962 -2.283164,1.07337 -3.174479,1.97935 -0.179689,0.20946 -0.88927,0.93418 -0.562975,1.25752 0.03451,0.0342 0.091,0.0341 0.136501,0.0511 0.05238,-0.003 0.105783,0.002 0.157133,-0.008 0.428771,-0.0893 0.745244,-0.49666 0.981885,-0.82985 0.05576,-0.10544 0.118824,-0.20733 0.167291,-0.31632 0.195532,-0.43971 0.275796,-0.9289 0.121346,-1.39525 -0.03294,-0.0995 -0.08891,-0.18975 -0.133361,-0.28462 -0.156596,-0.23755 -0.28706,-0.42646 -0.51336,-0.60304 -0.04433,-0.0346 -0.0916,-0.0653 -0.138838,-0.0958 -0.02167,-0.014 -0.04911,-0.0555 -0.06767,-0.0376 -0.03454,0.0333 -0.025,0.0927 -0.0375,0.13903 -0.08464,0.0104 0.11203,-0.0207 0.123148,-0.0233 0.07498,-0.0173 0.144835,-0.0368 0.216857,-0.0649 0.04484,-0.0175 0.08819,-0.0386 0.132289,-0.058 0.04435,-0.0282 0.09236,-0.0512 0.133057,-0.0845 0.252367,-0.20603 0.253505,-0.47842 0.111426,-0.74958 -0.04135,-0.0521 -0.07683,-0.10943 -0.124042,-0.15627 -0.299979,-0.29759 -0.746357,-0.35416 -1.145712,-0.38867 -0.424084,0.002 -0.848262,0.0334 -1.263157,0.12635 -0.137348,0.035 -0.08782,0.22925 0.04952,0.19423 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2875\" d=\"m 54.916392,139.3448 c 0.169212,-0.62051 0.274881,-1.25543 0.381728,-1.88889 0.08975,-0.53446 0.161782,-1.07264 0.165243,-1.61543 0.0016,-0.24848 -0.0092,-0.37939 -0.02283,-0.62244 -0.02204,-0.30777 -0.05102,-0.61498 -0.08147,-0.92201 -0.0088,-0.0618 -0.01027,-0.12389 -0.0105,-0.18617 -0.0011,-0.1301 0.01177,-0.25976 0.01955,-0.38952 -0.0084,-0.008 0.02812,-0.3105 0.0011,-0.17448 -0.0029,0.008 -0.01683,0.0221 -0.0086,0.0235 0.0471,0.008 0.526172,-0.0563 0.553974,-0.0592 0.427429,-0.0439 0.336897,-0.0348 0.78736,-0.0841 0.756396,-0.0835 1.511943,-0.17457 2.264527,-0.2876 0.0021,-0.009 0.511865,-0.0809 0.51195,-0.0816 0.0028,-0.021 -0.04203,-0.005 -0.06305,-0.008 0.100108,0.10035 0.242017,-0.0412 0.141907,-0.14157 v 0 c -0.03497,-0.0165 -0.06717,-0.0411 -0.104908,-0.0496 -0.024,-0.005 -0.04886,0.006 -0.07317,0.01 -0.147667,0.023 -0.294365,0.0524 -0.442513,0.0724 -0.749935,0.11265 -1.502839,0.20335 -2.256573,0.28657 -0.44972,0.0493 -0.358793,0.0401 -0.785725,0.0839 -0.09748,0.01 -0.359839,0.0357 -0.474641,0.0494 -0.03726,0.004 -0.07556,0.005 -0.111469,0.0157 -0.03471,0.0105 -0.0652,0.0317 -0.0978,0.0476 -0.01111,0.0247 -0.02432,0.0486 -0.03336,0.0741 -0.02236,0.0632 0.01199,0.14668 -0.0091,0.21075 -0.008,0.13401 -0.02127,0.26794 -0.01992,0.40232 2.65e-4,0.0686 0.0021,0.13705 0.01148,0.20516 0.03016,0.30418 0.05888,0.60855 0.0808,0.91346 0.01326,0.23535 0.02394,0.36495 0.0226,0.60523 -0.003,0.53363 -0.0744,1.06264 -0.162542,1.58808 -0.106209,0.62981 -0.211243,1.26105 -0.379569,1.87796 -0.0313,0.13825 0.164209,0.18251 0.195504,0.0443 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2879\" d=\"m 55.928212,136.09831 c 0.661479,-0.0728 1.322096,-0.15353 1.982949,-0.23184 0.345535,-0.0413 0.690909,-0.0839 1.036182,-0.12736 0.254008,-0.0319 0.138599,-0.0284 0.338992,-0.0232 0.141719,0.003 0.145322,-0.19787 0.0036,-0.20042 v 0 c -0.46982,-0.005 -0.934145,0.12358 -1.402365,0.15192 -0.658673,0.0781 -1.317117,0.15846 -1.976393,0.23118 -0.141229,0.012 -0.124195,0.21177 0.01704,0.19973 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2881\" d=\"m 56.029947,138.46271 c -0.16083,0.18876 -0.296217,0.44682 -0.291328,0.70278 0.0011,0.0494 0.01495,0.0977 0.02244,0.14651 0.03303,0.0484 0.05712,0.10436 0.0991,0.14527 0.222454,0.21678 0.599146,0.2142 0.8807,0.16267 0.0982,-0.018 0.192963,-0.0513 0.289444,-0.0769 0.468693,-0.18238 0.764315,-0.36546 0.841637,-0.88493 0.0046,-0.0282 -0.0045,-0.28889 -0.05315,-0.29176 -0.211794,-0.0125 -0.178493,0.0216 -0.197017,0.1611 0.04932,0.56287 0.205497,1.11058 0.251619,1.67464 0.01307,0.15998 0.01244,0.32079 0.01865,0.48118 -0.01415,0.8226 -0.27545,1.54947 -0.73738,2.22169 -0.06413,0.0617 -0.20179,0.22023 -0.31794,0.14356 -0.0991,-0.0654 -0.12682,-0.34673 -0.139684,-0.4286 0.0065,-0.2719 -0.0076,-0.41194 0.07986,-0.68397 0.256255,-0.79745 0.862021,-1.41482 1.416217,-2.01301 0.651423,-0.62932 0.32743,-0.3344 0.968687,-0.88834 0.107241,-0.0927 -0.02384,-0.24434 -0.131072,-0.15166 v 0 c -0.652221,0.56398 -0.322889,0.2639 -0.984715,0.90383 -0.580724,0.62784 -1.204262,1.2732 -1.466022,2.11164 -0.09457,0.30292 -0.0765,0.45297 -0.08039,0.75617 0.03476,0.18246 0.03357,0.33511 0.160827,0.48077 0.140348,0.16065 0.33609,0.15154 0.499914,0.0357 0.06016,-0.0426 0.106482,-0.10189 0.159721,-0.15283 0.05188,-0.0761 0.107853,-0.14948 0.155634,-0.22817 0.388001,-0.639 0.606917,-1.36649 0.616635,-2.11467 -0.0067,-0.16623 -0.0065,-0.3329 -0.02011,-0.49871 -0.04536,-0.55105 -0.191855,-1.08693 -0.250458,-1.63563 -0.01124,-0.10122 0.01214,-0.0202 -0.161009,-0.0513 -0.0071,-0.001 -0.0072,-0.0278 -0.0052,-0.0209 0.0092,0.0313 0.01426,0.0531 0.01659,0.0873 0.0016,0.0249 7.94e-4,0.0498 0.0013,0.0747 -0.05178,0.42255 -0.319611,0.57197 -0.695391,0.71876 -0.326054,0.0899 -0.746323,0.19631 -1.019606,-0.0729 -0.0067,-0.0305 -0.01871,-0.0603 -0.02024,-0.0915 -0.01008,-0.20499 0.10195,-0.417 0.224489,-0.57213 0.106267,-0.0938 -0.02638,-0.24408 -0.132649,-0.15028 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2883\" d=\"m 55.273154,91.94738 c 0.293909,-0.482172 0.295777,-1.068004 0.322921,-1.614964 0.03536,-0.729215 -0.09532,-1.446665 -0.26148,-2.15278 -0.06551,-0.255087 -0.02757,-0.138176 -0.108437,-0.35243 -0.05059,-0.132405 -0.237839,-0.06086 -0.187248,0.07155 v 0 c 0.07406,0.191103 0.03791,0.08301 0.100568,0.326824 0.162031,0.687811 0.29064,1.38653 0.256387,2.09696 -0.0249,0.507019 -0.02127,1.053402 -0.283623,1.50531 -0.08452,0.113782 0.07639,0.233315 0.160912,0.119534 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2885\" d=\"m 50.034586,87.41756 c 0.937602,-0.292 1.927839,-0.367938 2.901757,-0.437931 1.588712,-0.0558 3.21442,0.06097 4.714036,0.630042 0.277784,0.105413 0.541769,0.24411 0.812652,0.366162 0.454769,0.293706 0.833043,0.444712 1.095912,0.942639 0.08708,0.164957 0.177469,0.364281 0.129233,0.544465 -0.05901,0.22044 -0.242945,0.396555 -0.419766,0.540814 -0.623626,0.508791 -1.386724,0.736518 -2.118323,1.026728 -1.698059,0.48541 -0.857602,0.273458 -2.519958,0.641443 -0.138388,0.03066 -0.09503,0.226364 0.04335,0.19571 v 0 c 1.680652,-0.372555 0.829895,-0.157618 2.550726,-0.650907 0.692409,-0.276424 1.632405,-0.568568 2.208604,-1.098285 0.205243,-0.188685 0.392284,-0.432451 0.449532,-0.705303 0.0443,-0.211143 -0.06694,-0.435107 -0.170547,-0.624342 -0.287452,-0.52505 -0.68316,-0.685472 -1.166559,-0.995781 -0.27818,-0.124836 -0.549341,-0.266674 -0.834546,-0.374507 -1.523952,-0.576194 -3.174738,-0.69637 -4.788752,-0.638813 -0.995309,0.07189 -2.008272,0.149381 -2.965079,0.453097 -0.130652,0.05496 -0.05292,0.239731 0.07773,0.184769 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2887\" d=\"m 60.445324,91.862456 c -0.106648,0.05253 -0.05915,0.01749 -0.141745,0.106167 -0.08553,0.113027 0.07432,0.233984 0.159845,0.120954 v 0 c -0.0075,-0.02458 -0.0066,-0.009 0.03287,-0.03326 0.137083,-0.03604 0.08611,-0.229907 -0.05097,-0.193863 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2889\" d=\"m 67.156149,87.640532 c -0.583147,0.02995 -1.166402,0.104661 -1.734645,0.241438 -0.169429,0.04078 -0.336222,0.09182 -0.50433,0.137723 -0.514726,0.157218 -1.018384,0.35492 -1.493549,0.60892 -0.285023,0.15236 -0.525741,0.297961 -0.760172,0.521724 -0.09617,0.0918 -0.173874,0.201165 -0.260808,0.301747 -0.05511,0.105788 -0.128997,0.20375 -0.165322,0.317365 -0.116792,0.365326 -0.01617,0.737857 0.254209,1.00625 0.277204,0.275172 0.512553,0.334349 0.867989,0.489228 1.255731,0.354528 2.570509,0.292785 3.855898,0.17994 0.417343,-0.05081 0.228319,-0.02349 0.567671,-0.0777 0.139959,-0.02241 0.108283,-0.220334 -0.03168,-0.197935 v 0 c -0.329705,0.05288 -0.145394,0.02612 -0.553543,0.07595 -1.252511,0.110199 -2.53356,0.172405 -3.75907,-0.16437 -0.327671,-0.139282 -0.526031,-0.186179 -0.786183,-0.424418 -0.221943,-0.203247 -0.324318,-0.501062 -0.236802,-0.795726 0.02951,-0.09936 0.09269,-0.185436 0.139036,-0.278154 0.07813,-0.09203 0.147505,-0.192273 0.234376,-0.276098 0.222694,-0.214889 0.449651,-0.351599 0.722164,-0.497591 0.463968,-0.248555 0.955911,-0.441939 1.458661,-0.595784 0.163978,-0.04492 0.326655,-0.09488 0.491932,-0.134752 0.557189,-0.134435 1.12917,-0.207888 1.701033,-0.237426 0.141658,-0.0049 0.134789,-0.205193 -0.0069,-0.200335 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2891\" d=\"m 70.338618,90.980621 c 0.02516,0.04247 0.04292,0.09033 0.07552,0.127395 0.111808,0.127095 0.294627,0.199601 0.461584,0.20066 0.0497,2.64e-4 0.103198,-5.3e-4 0.147198,-0.02371 0.04391,-0.02307 0.06853,-0.07172 0.102796,-0.107577 -0.0024,-0.190495 -0.0836,-0.254191 -0.230425,-0.347517 -0.122105,-0.07198 -0.223901,0.1007 -0.101796,0.17268 v 0 c 0.02199,0.01122 0.0458,0.01942 0.06593,0.03369 0.07931,0.05626 0.02193,0.06171 0.09396,0.03876 0.01035,0.0044 0.04039,0.0071 0.03101,0.01326 -0.05005,0.03303 -0.155908,0.02207 -0.203478,0.0104 -0.08627,-0.02117 -0.135329,-0.05459 -0.203081,-0.106331 -0.01442,-0.01101 -0.02687,-0.02434 -0.04031,-0.03651 -0.01754,-0.14065 -0.21645,-0.115846 -0.198911,0.02479 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2893\" d=\"m 75.110156,87.221673 c -0.01154,0.752951 -0.10555,1.500224 -0.230372,2.241719 -0.104164,0.516491 -0.213318,1.040762 -0.434507,1.522156 -0.03326,0.07351 -0.167873,0.203279 -0.07641,0.294 0.06325,0.06273 0.340702,0.04379 0.393886,0.04378 1.036142,-0.01024 2.072473,-0.01484 3.108285,-0.04469 0.105227,-0.0054 0.210452,-0.01074 0.31568,-0.01611 0.141554,-0.0072 0.131326,-0.207423 -0.01024,-0.200192 v 0 c -0.10374,0.0053 -0.207483,0.01061 -0.311227,0.01593 -1.033967,0.02984 -2.068454,0.03434 -3.102752,0.04461 -0.100259,2.33e-4 -0.300175,-0.05066 -0.249674,0.134853 0.01265,0.0465 0.105812,-0.22533 0.114744,-0.188828 0.226801,-0.498184 0.344279,-1.037746 0.449884,-1.572263 0.126297,-0.751453 0.221554,-1.508733 0.233125,-2.271768 0.0024,-0.141721 -0.198163,-0.144925 -0.200427,-0.0032 z\"/>\n",
       "    <path style=\"fill:#ff0000;stroke:#000000;stroke-width:0.7;stroke-miterlimit:4;stroke-dasharray:none\" id=\"path2895\" d=\"m 80.068191,90.593404 c -0.129333,0.113318 -0.227091,0.331779 -0.0724,0.476549 0.112856,0.105616 0.190397,0.07574 0.327282,0.07128 0.138507,-0.05214 0.530233,-0.198231 0.382386,-0.429969 -0.0333,-0.0522 -0.106021,-0.06398 -0.159033,-0.09597 -0.131535,-0.05282 -0.206227,0.133201 -0.07469,0.186015 v 0 c 0.0163,-0.0042 0.03396,-0.0047 0.04889,-0.01249 0.01709,-0.0089 0.05,-0.0549 0.04499,-0.03629 -0.02402,0.08917 -0.189113,0.150463 -0.259845,0.189002 -0.01881,0.0037 -0.112151,0.02722 -0.143057,0.01744 -0.106918,-0.03388 -0.02209,-0.173056 0.0305,-0.208862 0.110797,-0.0884 -0.01421,-0.245091 -0.125016,-0.156691 z\"/>\n",
       "  </g>\n",
       "</svg>"
      ],
      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.core.display import SVG\n",
    "SVG(\"cinetica02.svg\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import sympy as sy\n",
    "import sympy.physics.mechanics as me"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "omega,r,m,g,F_y,F_z = sy.symbols('omega r m g F_y F_z')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "alpha,theta = me.dynamicsymbols('alpha theta')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Cinemática"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "N = me.ReferenceFrame('N')\n",
    "A = me.ReferenceFrame('A')\n",
    "B = me.ReferenceFrame('B')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "A.orient(N,'Axis',[alpha,N.x])\n",
    "A.set_ang_vel(N,omega*A.x)\n",
    "B.orient(A,'Axis',[theta,A.z])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\omega\\mathbf{\\hat{a}_x} + \\dot{\\theta}\\mathbf{\\hat{a}_z}$"
      ],
      "text/plain": [
       "omega*A.x + theta'*A.z"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "B.ang_vel_in(N)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle -  \\omega \\dot{\\theta}\\mathbf{\\hat{a}_y} + \\ddot{\\theta}\\mathbf{\\hat{a}_z}$"
      ],
      "text/plain": [
       "- omega*theta'*A.y + theta''*A.z"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "B.ang_acc_in(N)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "O = me.Point('O')\n",
    "O.set_vel(N,0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "P = me.Point('P')\n",
    "P.set_pos(O,r*B.y)\n",
    "P.set_vel(N,(r*B.y).dt(N))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle -  r \\dot{\\theta}\\mathbf{\\hat{b}_x} + \\omega r \\operatorname{cos}\\left(\\theta\\right)\\mathbf{\\hat{b}_z}$"
      ],
      "text/plain": [
       "- r*theta'*B.x + omega*r*cos(theta)*B.z"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "P.vel(N)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle (- \\omega^{2} r \\operatorname{sin}\\left(\\theta\\right) \\operatorname{cos}\\left(\\theta\\right) - r \\ddot{\\theta})\\mathbf{\\hat{b}_x} + (- \\omega^{2} r \\operatorname{cos}^{2}\\left(\\theta\\right) - r \\dot{\\theta}^{2})\\mathbf{\\hat{b}_y} -  2 \\omega r \\operatorname{sin}\\left(\\theta\\right) \\dot{\\theta}\\mathbf{\\hat{b}_z}$"
      ],
      "text/plain": [
       "(-omega**2*r*sin(theta)*cos(theta) - r*theta'')*B.x + (-omega**2*r*cos(theta)**2 - r*theta'**2)*B.y - 2*omega*r*sin(theta)*theta'*B.z"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "P.acc(N)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Cinética"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "Par = me.Particle('Par',P,m)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle -  m r \\dot{\\theta}\\mathbf{\\hat{b}_x} + m \\omega r \\operatorname{cos}\\left(\\theta\\right)\\mathbf{\\hat{b}_z}$"
      ],
      "text/plain": [
       "- m*r*theta'*B.x + m*omega*r*cos(theta)*B.z"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "G = Par.linear_momentum(N)\n",
    "G"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle (- m \\omega^{2} r \\operatorname{sin}\\left(\\theta\\right) \\operatorname{cos}\\left(\\theta\\right) - m r \\ddot{\\theta})\\mathbf{\\hat{b}_x} + (- m \\omega^{2} r \\operatorname{cos}^{2}\\left(\\theta\\right) - m r \\dot{\\theta}^{2})\\mathbf{\\hat{b}_y} -  2 m \\omega r \\operatorname{sin}\\left(\\theta\\right) \\dot{\\theta}\\mathbf{\\hat{b}_z}$"
      ],
      "text/plain": [
       "(-m*omega**2*r*sin(theta)*cos(theta) - m*r*theta'')*B.x + (-m*omega**2*r*cos(theta)**2 - m*r*theta'**2)*B.y - 2*m*omega*r*sin(theta)*theta'*B.z"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Gponto = G.dt(N)\n",
    "Gponto"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle F_{y}\\mathbf{\\hat{b}_y} + F_{z}\\mathbf{\\hat{b}_z} -  g m\\mathbf{\\hat{n}_x}$"
      ],
      "text/plain": [
       "- g*m*N.x + F_y*B.y + F_z*B.z"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "R = F_y*B.y + F_z*B.z - m*g*N.x\n",
    "R"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle (- m \\omega^{2} r \\operatorname{sin}\\left(\\theta\\right) \\operatorname{cos}\\left(\\theta\\right) - m r \\ddot{\\theta})\\mathbf{\\hat{b}_x} + (- F_{y} - m \\omega^{2} r \\operatorname{cos}^{2}\\left(\\theta\\right) - m r \\dot{\\theta}^{2})\\mathbf{\\hat{b}_y} + (- F_{z} - 2 m \\omega r \\operatorname{sin}\\left(\\theta\\right) \\dot{\\theta})\\mathbf{\\hat{b}_z} + g m\\mathbf{\\hat{n}_x}$"
      ],
      "text/plain": [
       "g*m*N.x + (-m*omega**2*r*sin(theta)*cos(theta) - m*r*theta'')*B.x + (-F_y - m*omega**2*r*cos(theta)**2 - m*r*theta'**2)*B.y + (-F_z - 2*m*omega*r*sin(theta)*theta')*B.z"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Eq_Mov = Gponto - R\n",
    "Eq_Mov"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle g m \\cos{\\left(\\theta{\\left(t \\right)} \\right)} - m \\omega^{2} r \\sin{\\left(\\theta{\\left(t \\right)} \\right)} \\cos{\\left(\\theta{\\left(t \\right)} \\right)} - m r \\frac{d^{2}}{d t^{2}} \\theta{\\left(t \\right)}$"
      ],
      "text/plain": [
       "g*m*cos(theta(t)) - m*omega**2*r*sin(theta(t))*cos(theta(t)) - m*r*Derivative(theta(t), (t, 2))"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Eq_Mov_bx = Eq_Mov.dot(B.x)\n",
    "Eq_Mov_bx"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle - F_{y} - g m \\sin{\\left(\\theta{\\left(t \\right)} \\right)} - m \\omega^{2} r \\cos^{2}{\\left(\\theta{\\left(t \\right)} \\right)} - m r \\left(\\frac{d}{d t} \\theta{\\left(t \\right)}\\right)^{2}$"
      ],
      "text/plain": [
       "-F_y - g*m*sin(theta(t)) - m*omega**2*r*cos(theta(t))**2 - m*r*Derivative(theta(t), t)**2"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Eq_Mov_by = Eq_Mov.dot(B.y)\n",
    "Eq_Mov_by"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle - F_{z} - 2 m \\omega r \\sin{\\left(\\theta{\\left(t \\right)} \\right)} \\frac{d}{d t} \\theta{\\left(t \\right)}$"
      ],
      "text/plain": [
       "-F_z - 2*m*omega*r*sin(theta(t))*Derivative(theta(t), t)"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Eq_Mov_bz = Eq_Mov.dot(B.z)\n",
    "Eq_Mov_bz"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle - m \\left(g \\sin{\\left(\\theta{\\left(t \\right)} \\right)} + \\omega^{2} r \\cos^{2}{\\left(\\theta{\\left(t \\right)} \\right)} + r \\left(\\frac{d}{d t} \\theta{\\left(t \\right)}\\right)^{2}\\right)$"
      ],
      "text/plain": [
       "-m*(g*sin(theta(t)) + omega**2*r*cos(theta(t))**2 + r*Derivative(theta(t), t)**2)"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Fy_sol = sy.solve(Eq_Mov_by,F_y)[0]\n",
    "Fy_sol"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle - 2 m \\omega r \\sin{\\left(\\theta{\\left(t \\right)} \\right)} \\frac{d}{d t} \\theta{\\left(t \\right)}$"
      ],
      "text/plain": [
       "-2*m*omega*r*sin(theta(t))*Derivative(theta(t), t)"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Fz_sol = sy.solve(Eq_Mov_bz,F_z)[0]\n",
    "Fz_sol"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "t = me.dynamicsymbols._t"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\frac{d^{2}}{d t^{2}} \\theta{\\left(t \\right)}$"
      ],
      "text/plain": [
       "Derivative(theta(t), (t, 2))"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "theta.diff(t,2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\frac{\\left(g - \\omega^{2} r \\sin{\\left(\\theta{\\left(t \\right)} \\right)}\\right) \\cos{\\left(\\theta{\\left(t \\right)} \\right)}}{r}$"
      ],
      "text/plain": [
       "(g - omega**2*r*sin(theta(t)))*cos(theta(t))/r"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "theta_pp = sy.solve(Eq_Mov_bx,theta.diff(t,2))[0]\n",
    "theta_pp"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Simulação"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "tn = np.linspace(0,10,1000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [],
   "source": [
    "X0 = [np.pi/3,0] # condições iniciais(theta, theta ponto)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "parametros = {omega:10,r:0.5,m:1,g:9.8}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 2.0 \\left(9.8 - 50.0 \\sin{\\left(\\theta{\\left(t \\right)} \\right)}\\right) \\cos{\\left(\\theta{\\left(t \\right)} \\right)}$"
      ],
      "text/plain": [
       "2.0*(9.8 - 50.0*sin(theta(t)))*cos(theta(t))"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "theta_pp_num = theta_pp.subs(parametros)\n",
    "theta_pp_num"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "def Modelo(X,tn):\n",
    "    return [X[1],theta_pp_num.subs({theta:X[0],theta.diff(t):X[1]})]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [],
   "source": [
    "from scipy.integrate import odeint"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "X = odeint(Modelo,X0,tn)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualização de Resultados"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 900x600 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6,4),dpi=150)\n",
    "plt.plot(tn,X[:,0])\n",
    "plt.xlabel('t[s]')\n",
    "plt.ylabel(chr(952)+'[rad]')\n",
    "plt.title('Deslocamento angular')\n",
    "plt.grid(True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 900x600 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6,4),dpi=150)\n",
    "plt.plot(tn,(180/np.pi)*X[:,0])\n",
    "plt.xlabel('t[s]')\n",
    "plt.ylabel(chr(952)+'[Graus]')\n",
    "plt.title('Deslocamento angular')\n",
    "plt.grid(True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 900x600 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6,4),dpi=150)\n",
    "plt.plot(tn,X)\n",
    "plt.xlabel('t[s]')\n",
    "plt.ylabel('theta e theta_pontp')\n",
    "plt.title('Deslocamento angular')\n",
    "plt.legend(['theta','theta_ponto'])\n",
    "plt.grid(True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 900x600 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6,4),dpi=150)\n",
    "plt.plot(tn,X[:,1])\n",
    "plt.xlabel('t[s]')\n",
    "plt.ylabel('theta_ponto [rad/s]')\n",
    "plt.title('Deslocamento angular')\n",
    "plt.grid(True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 900x600 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6,4),dpi=150)\n",
    "plt.plot(X[:,0],X[:,1])\n",
    "plt.xlabel('theta[rad]')\n",
    "plt.ylabel('theta_ponto [rad/s]')\n",
    "plt.title('Espaço de Fase')\n",
    "plt.grid(True)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}