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z+#-w6ZSvE@wTZ27=F|Qr9mOO!rYES|*s-h2Fbl%ear@eo`xfqfw%S`c$S}kwyCH&Q zyWH$Ho{K>HTh#0N$MphHw#X;p__3RE(d?522$tLF!}W={BV23C$%PV=k0?u`Ju|A! zbdyVY604V3`{i#s`K<2wI3X|B$?6kpSeeU#W@RTtw_&7YzD^@uZ>h<8(p>qOdz?iv zoULo09VqY{%khITvAAB7HLS_yfYX_XRrir+cCv-lpcOQEi^=MA*> zR?v8GS_vomX`fE12TQ-M;c!mPCti+!e4$T?IGbP0;ZXZBv_6WAoBrfE438m_N<8bm z5WPe9t&_)QUo Date: Wed, 20 Feb 2019 10:03:18 -0700 Subject: [PATCH 02/16] fixed harris response --- harris_response.py | 20 +++++++++++++------- 1 file changed, 13 insertions(+), 7 deletions(-) diff --git a/harris_response.py b/harris_response.py index 66f45df..cbcefe2 100644 --- a/harris_response.py +++ b/harris_response.py @@ -79,8 +79,7 @@ def harris_response(I): for x in range(X): for y in range(Y): - if d[x][y] == 0: - d[x][y] = 1 + d[x][y] += 1e-10 H = np.divide(c, d) @@ -111,11 +110,17 @@ def local_maxima(H, j, k): suppressed = adaptive_suppression(maxima) suppressed.sort(key=lambda x: x[2]) # sort by distance suppressed.reverse() - + amt = 100 + #amt = len(maxima) + #suppressed = maxima + # take the top n from the adaptive suppression - x = [suppressed[i][0] for i in range(70)] - y = [suppressed[i][1] for i in range(70)] - + x = [suppressed[i][0] for i in range(amt)] + y = [suppressed[i][1] for i in range(amt)] + d = [suppressed[i][2] for i in range(amt)] + + for i in d: + print(i) return ([x, y]) @@ -136,12 +141,13 @@ def adaptive_suppression(maxima): # for each point that has a higher harris response (px, py) = (point[0], point[1]) dist = point_distance(x, y, px, py) + if dist < closest_dist: closest_dist = dist closest_x = px closest_y = py - suppressed.append([closest_x, closest_y, dist]) + suppressed.append([x, y, closest_dist]) return (suppressed) From 667fd6cff7f8b158f064c559d3d30632ec3d57bb Mon Sep 17 00:00:00 2001 From: Nicholas Thiros Date: Wed, 20 Feb 2019 10:39:13 -0700 Subject: [PATCH 03/16] added pic of mountains --- cham.jpg | Bin 0 -> 2286580 bytes 1 file changed, 0 insertions(+), 0 deletions(-) create mode 100644 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      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import skimage.transform as skt\n", + "\n", + "X = np.array([[0,0,1],\n", + " [1,0,1],\n", + " [1,1,1],\n", + " [0,1,1],\n", + " [0,0,1]])\n", + "\n", + "H = np.random.rand(3,3)\n", + "#H/= H[2,2]\n", + "\n", + "Xprime = (H @ X.T).T\n", + "Xprime/=Xprime[:,2][:,np.newaxis]\n", + "\n", + "plt.plot(X[:,0],X[:,1],'g-')\n", + "plt.plot(Xprime[:,0],Xprime[:,1],'b-')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "How do we solve for this thing given our point correspondences? We need an equation for the eight unknowns in the matrix $H$. By doing some algebra, we find that we can generate a linear system of equations for the coefficients of $H$:\n", + "$$\n", + "A \\vec{h} = 0,\n", + "$$\n", + "where\n", + "$$\n", + "\\vec{h} = \\begin{bmatrix} h_{11}, h_{12}, \\ldots, h_{32}, h_{33} \\end{bmatrix}\n", + "$$\n", + "and \n", + "$$\n", + "A = \\begin{bmatrix} 0 & 0 & 0 & -u_1 & -v_1 & -1 & v_1' u_1 & v'_1 v_1& v'_1 \\\\\n", + " u_1 & v_1 & 1 & 0 & 0 & 0 & -u'_1 u_1 & -u'_1 v_1 & -u'_1 \\\\\n", + " \\vdots & \\ddots & & & & & & & \\vdots \\\\\n", + " 0 & 0 & 0 & -u_n & -v_n & -1 & v_n' u_n & v'_n v_n& v'_n \\\\\n", + " u_n & v_n & 1 & 0 & 0 & 0 & -u'_n u_n & -u'_n v_n & -u'_n \\end{bmatrix}\n", + "$$ " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Note that for this matrix problem to be well-posed, $n$ (the number of correspondences) must equal 4. Even still, this system is singular: this is because $h$ is only really defined up to a constant. Thus, the entries of $h$ are in the nullspace of $A$. Fortunately, finding this nullspace is easy: take the singular value decomposition of $A$, i.e.\n", + "$$\n", + "SVD(A) = U \\Sigma V^T.\n", + "$$\n", + "If the singular values (the entries in $\\Sigma$) are in descending order (as they usually are), then the nullspace of $A$ is given by the corresponding vector in $V$, or the bottom row in $V^T$. \n", + "\n", + "As it turns out this SVD-based method for finding the nullspace is also applicable when $n>4$, e.g. we have more correspondences than the requisite 4. In the case of this overdetermined system, there won'd be a nullspace, but the optimal solution for the homography matrix is still given by the column in $V$ that corresponds to the smallest singular valuem, and there is no change to the routine (except that $A$ has more rows). \n", + "\n", + "**Your assignment is to generate code that takes a set of point correspondences $\\{(u_i,v_i, u'_i,v'_i)\\}$ for $i$ in $n$, and solves for the homography matrix between them. You can directly apply this to the matches that you've found via your stitching code so far, but you will find that this procedure is extremely sensitive to outliers. To determine if your code is working properly, use the synthetic correspondences generated in the homography demo above to recover the matrix $H$ from $X$ and $X'$.**" + ] + }, + { + "cell_type": "code", + "execution_count": 127, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import image_stitching_utils as ims\n", + "\n", + "# Sobel kernal\n", + "sobel = np.array([[-1,0,1],\n", + " [-2,0,2],\n", + " [-1,0,1]])\n", + "\n", + "# Gaussian Kernal\n", + "gauss = ims.gauss_kernal(5,5,2)\n", + "\n", + "# Import Images\n", + "img_color1 = plt.imread('trex1.jpg')\n", + "img_color2 = plt.imread('trex2.jpg')\n", + "\n", + "\n", + "im1 = img_color1.mean(axis=2)[1500:2300, 500:-500]\n", + "im2 = img_color2.mean(axis=2)[1500:2300, 0:-1000]\n", + "\n", + "# Get Harris Response\n", + "H1 = ims.harris_response(im1, sobel, gauss)\n", + "H2 = ims.harris_response(im2, sobel, gauss)\n", + "\n", + "# Extract all local max\n", + "local_pts1 = ims.extract_pts(H1)\n", + "local_pts2 = ims.extract_pts(H2)\n", + "\n", + "# Extract only top N points\n", + "max_pts1 = ims.nonmax_suppression(local_pts1, 1000)\n", + "max_pts2 = ims.nonmax_suppression(local_pts2, 1000)\n", + "\n", + "# Run Adaptive Supression\n", + "corners1 = ims.adaptive_supression(max_pts1, n=100)\n", + "corners2 = ims.adaptive_supression(max_pts2, n=100)\n", + "\n", + "# Get Matching Points\n", + "mtch, mtch1, mtch2 = ims.image_match_ths(im1, im2, corners1, corners2, bnd=21, r=0.6)" + ] + }, + { + "cell_type": "code", + "execution_count": 128, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def match_plot(im1, im2, pts_im1, pts_im2, corners1, corners2, w, h):\n", + "\n", + " m,n = im1.shape\n", + "\n", + " #Clip two fingures together\n", + " clip_together = np.column_stack((im1, im2))\n", + "\n", + " #Plots\n", + " fig, ax = plt.subplots(1,1, figsize=(w,h))\n", + " ax.imshow(clip_together, cmap='gray')\n", + " \n", + " #Plot corresponding points\n", + " for i in range(len(pts_im1)):\n", + " ax.plot([pts_im1[:,0], pts_im2[:,0]+n], [pts_im1[:,1], pts_im2[:,1]])\n", + "\n", + " # Plot the original corners\n", + " #ax.plot(corners1[:,0], corners1[:,1], 'ro')\n", + " #ax.plot(corners2[:,0]+n, corners2[:,1], 'bo')\n", + " \n", + " ax.vlines(n, m, 0, color='r', linestyle='--')\n", + " plt.show()\n", + " \n", + " return\n", + "\n", + "match_plot(im1, im2, mtch1, mtch2, corners1, corners2, 12,8)" + ] + }, + { + "cell_type": "code", + "execution_count": 295, + "metadata": {}, + "outputs": [], + "source": [ + "# Coordinates of Left image\n", + "u = mtch1[:,0]\n", + "v = mtch1[:,1]\n", + "\n", + "# Matching Cordinates in right image\n", + "u2 = mtch2[:,0]\n", + "v2 = mtch2[:,1]\n", + "\n", + "# Append the two together\n", + "matches_coords = np.column_stack((mtch1, mtch2))" + ] + }, + { + "cell_type": "code", + "execution_count": 296, + "metadata": {}, + "outputs": [], + "source": [ + "def homography(p1,p2):\n", + "\n", + " u, v = p1[:,0], p1[:,1]\n", + " up, vp = p2[:,0], p2[:,1]\n", + " \n", + " A = np.zeros((2*len(u), 9))\n", + "\n", + " for i in range(len(u)):\n", + " A[2*i, :] = [0, 0, 0, -u[i], -v[i], -1, vp[i]*u[i], vp[i]*v[i], vp[i]]\n", + " A[2*i+1, :] = [u[i], v[i], 1, 0, 0, 0, -up[i]*u[i], -up[i]*v[i], -up[i]]\n", + "\n", + " U,Sigma,Vt = np.linalg.svd(A)\n", + "\n", + " homog = Vt[-1,:].reshape(3,3)\n", + "\n", + " return homog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 297, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[0.17940401 0.28039382 0.99538943]\n", + " [0.53753049 0.59259694 0.7020713 ]\n", + " [0.89542924 0.30064669 0.34260544]]\n", + "\n", + "\n", + "[[-0.09960464 -0.15567393 -0.55263764]\n", + " [-0.29843554 -0.32900829 -0.38978818]\n", + " [-0.49714 -0.16691827 -0.19021366]]\n", + "\n", + "\n", + "[[-1.80116111 -1.80116111 -1.80116111]\n", + " [-1.80116111 -1.80116111 -1.80116111]\n", + " [-1.80116111 -1.80116111 -1.80116111]]\n" + ] + } + ], + "source": [ + "# Test the homography function\n", + "X = np.array([[0,0,1],\n", + " [1,0,1],\n", + " [1,1,1],\n", + " [0,1,1],\n", + " [0,0,1]])\n", + "\n", + "H = np.random.rand(3,3)\n", + "print (H)\n", + "\n", + "Xprime = (H @ X.T).T\n", + "Xprime/=Xprime[:,2][:,np.newaxis]\n", + "\n", + "H_test = homography(X, Xprime)\n", + "\n", + "print ('\\n')\n", + "print (H_test)\n", + "\n", + "print ('\\n')\n", + "print (H/H_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 298, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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jCn2bzYZQKISbbroJb7zxBp5//nmp9ygrK5Mq9MHBQdjtdsyePVv4w2pAMMBPIc74k17fzPjRckLLlVQqBa/Xi66uLtTV1QEY5aPjjz9eeMvhcKCurg61tbWYNGkSZs+ejfXr16O+vh5VVVXYvXu31BVUVlYCAHbt2oVoNIrLL79cxneo9IkU/lYhaxXqAHIKPStZ8d9cdCCBuD/Klec+XhzDej9aCsCY8D8Q7GX1Wmh1awGY61m1EszlZVifKdd3tOqZOeHxeDB//nzJmLGmvGqMnt/b7XbMnTtXgnF+vx/BYFCyGvSzaU+N9+fz8fpcnPw9b948dHd3Y2hoCKZpoqmpCYYxWpkcDodl0Xs8HikyowehPQGXy4VwOIyCggLk5eWhvb0951xN0MdHDOQCwIoVK7BgwQL87Gc/w9q1a5FOpxGNRrNSdvv6+hAOhyV2M2vWLESj0axYEoUpjQhgLFbEdh86LkcrXyeQ0LMkn7S1tck5jY2NWLBgAbZv346bb74ZQ0ND+OMf/4g333wTqVQKVVVVmD59Ok499VTY7XYUFhbC4XDgueeeQ1VVFeLxOFpaWhAMBhEMBg87tfiIFP4fJrVzPBrPSv4wlEvYjucJWIO4uehAmL8WwqxoZc8QUjqdlkImK+kgFIWxFR7K5RVoKGg86Irn6eyWZDIJr9eLYDCIsrIyBAIBsZKJ5TOlTV+DwXKr9RQMBjF58mRMnjwZ27ZtQ0VFBWKxGMLhsLjHvLYOIFuVntfrhcPhwJQpU/DlL38Z0WgU0WgUwWAQADAyMgKn0wmfz4eSkhJ0d3fjr3/9K3bu3CkWIj0MYvqJRAI2mw2JREKC0T09PfB6veO+7wn66ImWfiaTwW233QaXy4Vnn30Wd911F+bOnYtMJoM1a9ZgxowZ4nm2traKkZFMJlFVVSWCn54i4RzyP4sGeZxeh1bEQMcHWQTGe7NCPZPJoKqqCt/85jdxzTXX4Ic//CHy8/MRi8VESW3btk0qdiORiIyNXvHll1+OY445BmvWrME777wDt9t9WHN5xAj/j0Lg56LDsdz3B3FYlcB4EJL1ucZTRjoFTAt9WuMaTmFRifW6/NGZLFZ4KBdOz7+1pasDq3wmlrcXFxejqKgIHo9HStvJ5HSRrXMWj8ezAl/sA2S327F582b87W9/Q0NDg1jiU6dOFbc4Ho+jq6srC77Ryk0vzmg0ir6+Phx33HG47LLLJIPI5XJheHgYxcXFyMvLk0U1PDwMl8uFiy66CLFYDA8//DBsNhvi8bjk+xMLZmO6cDiMeDwu95qgj5+OPvroLO/rxBNPxC9/+UtMmTIF77//vlSEt7S0oKamRgSqrvlgHclxxx2X5VXrWBStea4Dt9sta1MbaLkSIHSGGDC2XqLRKPLz8wEAK1euhMfjEeOCfXxsNpvEkWy2sV5Xdrsdw8PD6O/vx9///ndEo1E0NjaipqbmsOHGI0b4f5JI48fAvmmH/Exj8VooW4UzGYs/1hQyKgNdJczrWC3f8bJ5aCXTa9BpcBo64Y/NZoPX64XP50N5eTkKCwvFRc5kRlsb6GwDjflTIeh7O51O5OXlwWazYe3atfjzn/+M4eFhgYgcDgf8fr9U8hIr9Xq9KCwsRHt7u7jSeu6s1bd03d977z0MDQ3BbrejqKhI5oceC3FewzDws5/9DLNnz8bq1atx55134t5778VFF12EXbt2Yf369fB4PIjH46Jc0um0QEPhcPhwWGmCDkCLFy+W90slT56dNWsW1q1bB4fDgUWLFiEWi6G7uxuFhYWy/riWWIBlmiYKCwslqJ9rvWpok1APPUAgG2Lk8fxcf8cstsbGRixcuBDJZBJvvvkmqqqq0NfXh7y8PPT394siiMViUsBF75bJCE6nEz09PRgeHkZZWdm4XvqHoX9I4X8gbPyjIm1J60IPbfnqvH26grkwc6aG8XgNW+keIvoeGqoZL95B0tWpejHpcbrdblRUVKC8vDwrgyWVSkl7ZX1dPksqlZLxEDKhoI5Go3j22WfxwgsviNDkc9IasmZJ0LLu7OyEYRgoLy9HPB7Hzp075f5WWEuPwWazIRwOw+fzZQXFuJh6enpw9913Y+HChTjllFNw11134cEHH8SVV16JtrY2LF++HIlEAosXL8Ypp5wC0zTx+OOP44033kAmk5HKz8N1uydofKqtrUVxcbG8T9M0JdV26dKlCAaDki45c+ZMmKaJ5uZmlJeXS1dYNvcDxgT2jBkzEIlExOom//Ie9BCsBh0NF23wcN3puIFeW/w+mUzCZrPht7/9Lc4++2yk02ls2rRJMncIP3GtezweGIYhjQ9LSkokYcLr9cr1DtfwOCKEvw6qWaGK8Y7n71wQw4HoUJWCVWBqAUxIg1jheAJa96bRgtwwDEQiEWntarXmrdfURSj8WyshK+lrsEo1GAyipKRkH8slHo9nKTEdOOa1iYVqWMjr9aKvrw/PP/883n77bSlmcblc8Pv98uxMnaSioxXOQK3X68XkyZNx6qmnor6+Hm63G4WFhZJq53Q6EY1GZdFqS43PmEqlsHv3bsyYMQPJZFLc99/97nfo6elBIBDAkiVL4PV6sW3bNsydO1d4z+l0orKyUha7aY6W3p933nmYNGkSXnnlFfT39+NHP/rRIfHRBI1Ps2fPRiKRQH5+/j6CNJPJYOXKlfjpT38KAOju7obb7Ybb7cbg4CA8Hk+WkKagdjqdUrx13HHHZfEuvQHynoY8yUfxeBwFBQX7HAOMyQBt5GmD0DAMNDY24rvf/W6W18xxEQJiLImGXiwWk9qX6dOnI5VK4ZhjjpExxONxlJQc0h4uQkeE8NcCXwuuXMFJ0njZKNaMkPHul+ve+rrj4fLj3Z8WhO5vr7+z4oFWwU9LhGXcrG61jpuKRo+TUBFzjsnMhF9sttFugIWFhfD7/YItEqe3wlf6urxOPB7Pig2wMrKlpQW/+c1v0NfXJ4LT6XTC7/dnvT/93LrFAzN9Jk2ahG9961vw+XwYHh4W5RCLxdDU1CS9Uvh+vV6v9P/J5SnZ7Xa8//77IkyoKD7/+c+jp6cHfr9/H6iM43C73YjH4xK8Jnbc39+PsrIyPP/887jvvvtw++235+SvCfrwNHv2bIkN5efn75NMYbfb8cUvfhGXXnqpNEmz2WxYsGABUqkUOjo6UF5ejmg0mgVpAhBMvby8HLFYLKsw0ArH0jghD7HCnFlrms9I5A9eQ1vxNpsNCxcuxOzZs1FWVoaHH35YMnkoM7gHBmFLm80mwd5QKAS/34+5c+ciLy9P+DgYDAr/HyodEcI/lwXPz/VvYPzUzYP9bLz75zp+POUx3vH6+1xj1p+T4XRBFq1uXTikLVsKOQazrB1FqRhcLheCwSDy8/MRDAbFso7H4zAMQwJgVCI6HZRYvu5Aqu+5YcMGPPfcc5J+GQgEpCiLx1Fg6pQ4PgMt/FAohGuvvRalpaXo6+tDIpEQuMftdsu5NTU16OzsRDKZxNFHH40333wzS4FoeIqL0OfzIZlMYuPGjbjwwgulcRzhJgp+awymtrYWwBjOq7OqUqkUOjs7UV9fj+7ubpxyyin7Y6kJOkiqrq6WHdJSqRRCoRCAbOuZUNsf//hH2O12SXEk7Nba2or8/HzJn6dhpVOKHQ4H5syZg2g0Kh4ohTmFPo/TXrXuJguMwafWwkySVaHQUFm+fDlOP/10fOlLX8L3vvc9dHZ2orq6Wta8FuQ6uJxKpaT40OfziVHFDWAOh44I4Q+Mn6Of6/9cwVYr7U/wa2t7f8d92AwkK/SQi6zFXtqyBiDZPtqaZ8CJYyJ2T0vb4/GgoKBAAptkGgpza5xBB24zmYxYQ1oZsHPhypUrsXnzZgwPD0u2hMvlEmGvoSAN59CCoQfjdrtx5ZVXYurUqbLdYzKZRFdXF+x2e9b+u1RSRUVFCAQCSCaTeOONN1BRUYHS0lIpzOIi0DEPek12ux27d+9GY2OjdGikctAL0263IxAIyDsg3spunuSV2267TbyCkpKSw+qpMkHAtGnTsoyOTCaD/Pz8fTxnWtK9vb2ShutwOJCXl4eBgQGp0tWwi9WyN4zR2o1Zs2ZhZGRErqkhGK0AtEfI+9GjzgWtaujVWl3P9cS9AKZOnYqlS5fioYceQnd3t6QN08vUBlIqlRJotqioCAUFBRgZGclqKX04dMQI/4Ox3LV7n8sqPxhL/2Dw/lzX+bD3Ha9fjtXyt8JUmvGsWL/L5UJhYSGKi4ulapEWqg7KWpVLLqbSgp4xgD179uCRRx5BU1OTeBAM3hYVFWVdSwfFCFdRcBNKuuSSS7B06VL09fXJotu9e7cc7/V6xVIbGRmBx+MRy4+UTqcxZcoUNDc3S1YQFYW23rR1phd3d3c3qqurs96TjhHU1tZiZGQE3d3dogx01pDL5cLdd98tKaLDw8OIxWL7Z6AJGpemTZsGYCyDjXzJSlZg38ybu+++G1/96lflHdMa5365hEasVj951OVyYdasWRgaGpJ9pYGx3bX0mtbeoM1mQyQSEUOAY7MaU9aECx6nvXuv14u9e/eisrISb7zxBlKpFAYHByXLjW0gAEj2D1Na3W43ksmk1KfQqLLKmA9LR4zwt9J4GL8VTrH+fbBQz3j3zHV9DV1YPQYyqmbYXM+gr61bD+jjyLRk7KKiIpSWlqKqqkosbAo7BoYosHhdjkUHrojt05sg/LF582a8+OKL2LZtGwzDkG3n2NSK3oO2anS2EIUoc/jPP/98nHHGGQiHwwiHwxJ0ZdUvc/sTiYSkaBYUFEi9gC74IsXjcdhsNsyZMwd/+MMfZIN4wlc8Vz83g8HpdBpr167FBRdcIAE0LqpAICDeAGEmtsjVrv/999+PoqIiDAwMYM+ePejo6DjsRffPRitWrMC2bdvg8/kkjqXbZ/j9/iyIRgvgs88+G3/9619x2WWX4cEHH0RxcTFGRkYQi8UQj8clwKsDuLTU6SHH43HJ/ec9taKgsaQ36iGP07Ci0tFehR6nzoTT/+tEj1gshp/+9KfYsmULCgsLJaidyWTg8XgQi8XEA4jFYigtLUUwGBRYlVAnr6v3xj4UOqKEv8bFPyzk8mFzXsdTErngJy20c2UlWa33/V1LM4zG8f1+PwoKClBZWYm8vDzJK2ZFK4U4BbgOyGoPgUFnjpM9wD0eD15//XW8+uqr2LVrF0zTFOHHlEvr8+rnZCDX6XQiHA4jnU7jpJNOwrnnnpuVfdPW1iautNfrzcIvR0ZG4PV6UVpaKvOpF5qODVCY8xkrKipw4oknCiT10EMPycKJRCLydzKZRHl5uTTo2rJlC84//3wp8nr00UdRU1ODW2+9Fc3NzXJvYquMW/z617+WVNXdu3dLCt7UqVPx5ptvfihe+2el3//+97jkkkvw9ttvo7i4OMtooBAuLi4WT4rBVZ3a6XQ6sX79eoTDYQSDQUyaNAm7du2SrT4JiVLoM2MGgAjVqqoqhEIhEeZcL9asHWDMMKOiII9qb9nqoWuDMBcUw/Xd0NCAr33ta3jppZfQ1dUlSoprmbt8kYLBINra2lBdXS0GHzPXCBcdDh0xwl/DIFbaH75PAavTHccjazDmwxIZl8JXjztX/MDqSQBjuwAFAgGUlpYiFApJZ0Fa2gCkupRKzTTHNoxmcExX1hKKcblc8Pl86OjowKuvvooXX3xRMHSHwwGv1ysVrlYvhhaKbp7GwpNUKoV58+bhwgsvlEybWCyGoaEhGQcVjS5USSaTKC4uls6Ges50IFsrQhJd91gshubmZkyaNAkvvviitHuIRCJwOp1yT6/Xi/LycgwMDEjrhXQ6Lfh8JpNBMBhEd3e3VP3SK3G73SgoKMBdd90lgqqtrQ1Op1PS/OhlTND+6c4778Tvfvc7fPWrX4Xf70dVVZVAktq6LygoEGGnPVj+/4Mf/AB33nmneMIOh0P4jUaEtqyBsYAsAEkNnjRpUhZOTj7UHiMwZuxoiEcLeWtMT8OrNHByySjyjsfjgdfrxVlnnYV7771XWknrwkVtxDLeUFFRkaXktHdyOHTECH+rYNCfayF6IFjHanlrrP5QvAldvKUtcY1JagVkTcMkzFJeXo7i4mIJ/GiIh9kL+uVz7Fr4U5hFVj9pAAAgAElEQVRS0THYGwgEUF9fjzVr1mDNmjWS2klhT3dRKw9eUyszPiMx1fnz5+Oiiy5CcXExEokEhoeHJSuHzE9vgBAUm2eVlZXtA3vp9wnsux2jzrCJxWLo7OwUAW4Yo20f5s2bh5deekl2XmL+PhVVc3OzQDkXXHAB+vr6xJ2uq6uTeEY4HJZNt03TxN///ncYhoGamhps3LhRoCEG/UzTnMD6D0Bbt27F1Vdfjd/97ndoaGiAz+fD/PnzBbqjco9EIujs7ERBQUEW9AJABPS1116Le+65B6lUClOmTEE8HofP50NXV5fcj9kuFOza+mfSQSqVwuzZsyWpQXveGmrSXrzOBgKyN0ziby2kuY5zGTC8Ho2NpqYmLFq0SBI4aLCRnE5nVo5/RUVFVoyL1eYjIyPiQR8qHRHCX1vjuaxlq+D/MLh+Lkx+vOCMVUBZx6SVibb+ScxCKC0tFUHvdrvlWjrgqq9pDRjxO+L6ZG632y1ZDu+++y6efvpp2fuW2CchHC4iLgKNQ3Ls2nuJx+NYsGABLrjgAoRCIcEd0+k0Ojs7Zcy0kqkk6HUUFRVJkBUYs4S00s3ldXFhmKYpOyxRabrdbqTTafzP//wPvv/97wvmunfvXhiGAa/XKztoMWZx9tlnZ/VIyc/PRygUgmmaaGxshMPhwMjICDo6OjBz5kxcc801KCoqQigUwptvvolkMinBdMJosVgMoVAIDocDa9euPWje+2ehdHp0/+LPfvazGBoaQmNjI0zTlE3GgdFGZVTue/fulfx8TYRXqqursXnzZkSjUUyfPl3WQ09PD1wuF4qKitDT04OmpibU1dVlpRmT30xzNE2zoqIiqx5EQ6T6vlr4k29p0GjEgGMhBMtztEGTyWSy2kTzfLZzmDx5smTu0KNhzyhSUVERysvLUV1dLW1PmPIcCoUwd+7cf5yunuMJ/Q8r8MeDjcbLpNH/A/vf+lFfm15BeXk5qqqqUF5eLkKTwSRgrJBK452a2UjEq/WxzNdvbm7GG2+8gaeffho2mw1ut1vwdAp7Mr1WJtZuncQymZFTVVWFc845B/PmzZOqwkwmI33tqTx04Rk9lVAoJJk5WnlR6GvcVZPOtEmn02hoaMjC9plls2DBAtx1113Ytm1bVrwgEAhg7ty5ePvtt6W/Tk9PD6ZPn46lS5ciHA6jq6tL0jaZQ87uiT09PYjFYvjNb34D0zQxd+5cNDQ0YNOmTeju7sYxxxwjMQSbzYbOzk4JMk5QNukEgxUrVmB4eBi7du2CYRhYvHix1JYQtkkmkwiHw5g3bx6AMWFvhW7KysrQ3NyMRYsWoaurCwUFBQgEAnj33XcRiUTQ29srmV8FBQX7GG1akM+YMWOfylxrYNm6rnk8jQ3Ns/r4XLGpXOPguvR4POjo6BAvdmRkBIZhYGRkBHl5eaiqqpJ2zQCwaNEiFBUVSYykqqoKJSUlGBgYwObNmzE4OHhY7++IEv5WskI4uV7Aga6phbvOgNGk8431efwuGo0iHo/LZiSTJ0/O6hzIbBcKT7qLZGbCI5qswVm9QXNjYyNWr16NdevWCaxCKIdQBwNjFJbamic0pZk9kUigtLQU55xzjuxvGg6HkUgk0N/fL8drKIfZNyMjI7DZbCgtLRWrOtf7sL4THVPg4rDb7dixY4eUs1PJ8Rge/9RTTyGTyeDrX/+6lLHTmnvnnXdw2mmn4aWXXhLB0tjYiKVLl8pC83q9MIzRPu67du3CwMAA8vLyUFxcjMrKSgQCAQwPD+OVV16Bw+EQ5c086r6+PrjdbvEaJrD+MXryySdx1llnwTAMrFu3DjfeeCOGh4fR1NSEVCqF448/HolEQrxW8kUymURlZWXW+qNRQq/gzjvvxLPPPouOjg6YpomZM2fiiSeekLoQ8j8AzJkzB0A2L1JpZzIZFBUVoba2Vhr8Md4Wi8WyxqUFN3le9/YHxvpYjYdCWDPOrM0ceW0aX/PmzcOaNWuyYKFMZjRFeWBgAEuWLMHs2bMxODgIm82GoqIitLW1oaGhAatWrcLu3bsP+z0eMcJ/f4HaXKSDhfp8Da/oTBh9nBViseYHs0rU5/OhtrYWM2fOhN/vh9vtRiKRkNxfq5XPl6/TsXTKGM9h8IbZCn19fbj33nuxfft2weC9Xi+Kiookk0YHe2y2sfavWsHpIHAikUAoFMKZZ56JE044QdLskslklmUPjOayM/+Zc0DrvrCwUO7DBWF9XqslpPFQzs/OnTuzPB96LppY4RmNRvHiiy/i1FNPRXFxMQDgpptuwooVKwAAp59+OkKhECorK9HS0gK/34++vj6sWbMGJ510Evr6+vD+++9jYGAApaWlItzz8/MxadIkyQJi8RnhNQYUAYhXk0ql4PP5YLPZDmvLvH8E+tSnPiUKFhh939dffz0ikQhaWlqQTCZx7LHHyvaEmi8ymQxKSkpkfVhhz1QqhRtuuAH33nsvMpmMBGlXrlwpwpi4OTDa4tma4qwbtHGNEz8nrzNTjetdF2XpGN94a9sKEVuNRv7WykJ75W63GwMDA5gxYwZeffVV6TDqcDgQCoXg9Xpx8sknY86cORgeHkZhYSEaGxuxcuVKkQ+EgQ+3vYNxIAvaMIxqAL8HUA4gA+DXpmn+3DCMQgB/AlALoBnABaZp9hujs/5zAGcDiAC41DTNd/Z3j+LiYvOcc84BcHCtEzSswM844dYXZj3XCvtkMhlpXVxTU4Np06YhGAzmxAGpGIAxhiPzWhmHVo+26j0eDwYHB7Fx40asXLlSFghTMYlfl5aW4sQTT8TcuXNRUVEBv9+P1tZW1NfX45VXXpH9Z7mZCjdNCQaDOP300/GpT30KwWBQhD09AQaquU2h1SsCIC62rrS0MrueTwuvCMSSSCTQ0tIiC4xBZ+12W70C5vx7PB7Mnj0b5557LmpqajB58uSsCmjTHE1THRoawurVq2V3Jt3yIZMZ7YtSW1srgtzr9aK5uRn9/f3weDzSUpoZRQwQMk2UrnkqlRJI45+R7rnnHjz88MO47bbb4HQ6UV5ejsHBQfzbv/0bRkZG0NbWhnA4jAULFkjgXSdFAKO5/NbeOOQfp9OJSZMmwefzoa+vD9/97nfR1taGrVu34umnn5bMNwpPtnmmsNepm/w/GAzirLPOysog0sFlbemTB/W6ME0TnZ2diEQi8Pl8qKqqEuscyE4g0bE0AOKRW71jt9uNcDiM999/H08++STsdjvOPfdcAJDkjOrqaknj7O3txdNPP43t27djYGAA0WgUbrdb1mUikcCOHTveNk1z8aG814Ox/FMAvmOa5juGYQQAvG0YxvMALgXwommaPzYM43sAvgfguwDOAjD9g5/jAfzqg9/7JWt+LF+ANdDCl27F6oHsJmdWZcDzmR1TUVGB6dOno7CwMMsiBca8B2u0H4C8VF3hmkwmEY1GhbnpXjqdTkQiETz++ON4/fXXEY1GRQnQ8iWcQHwxLy8P1dXV8Pl8SKVS2L59O9577z1s2LBBWsACkCyiU045BaeffjoKCwtlw3MAGBwcFGVFZmSWEZ8vFovB7XZL1gCtMq3Y9Pzq+AG/p5JIp9PSQ4dzQ0ye70Zfg+f4/X7xatLpNHbt2oWmpiY8/vjjAk8x3ZTXcDgciEQiKCwsxNy5c9Ha2oqenh6Bqhgk5EJKp9Po7e3F4OAgXC4XSkpKpIEYn4+KQ2/M3t/fL/GRf8Z9ehcvXox58+bhwQcfxPnnn48TTjgB6fRo5fepp56KoaEh7N27F4lEAosWLZK4kTXjjQ3JrIYDecjtdmPKlCk48cQTcffdd+Oaa65BKpUSI4RWf1FREWpqarIgOM3jmlKpFPLy8rJakVuhIa4BzVc6I4gyQHfqzZXHr59JyxpCSLw+a0kymQxmz56NUCiE3bt3o76+HrNmzcJpp50G0zTR0dGBnp4ebNq0CR0dHVmoAcfLos3DoQMKf9M02wG0f/D3sGEY2wFUAlgB4JQPDvsdgJcxKvxXAPi9OTrT6wzDCBmGUfHBdca7h7QRJg7OF6xdQ21l04LVGTw6VZGbb+Tn56OyshK1tbUoLS3dRxjxhdKy1MEgrRA0fmeao2mXPIddLGkdrlq1Cnv37pUUN1r+rNajdcTxc7F4vV5kMhls2rQJW7dulQZsFHyhUAgnn3wyzjjjDBQXF0u+ezqdRnt7uzwLe+nr7oJaERYWFkogdDwMU1v8+jMtqE3TRHd3t5Sp0+LiGPRc6sBZQUEBAMjC7uzsxBtvvIFQKLQPU2u3mUr9+eefl+MCgQBCoZAozKlTp6K9vR3z5s3DwMAAurq6RCGynoLN8+ilUJFS0TDoDYwW2lRUVGD16tX7XSf/SPS3v/0Nd9xxB4466ig0NTXhueeeE14Kh8M4++yzMTAwgJaWFtlIhcYLhSP5nCm5+jMt+FOpFP7jP/4D1113HZ555hmBhpxOpyQzAKN8MGXKFABjlrbOuNFyIJ1OY/r06VnpndZ0Zr1ZCq/P72hA6gSEXIKfz0Pi+tKxOA3T2Gw2bNiwAY888giqq6vR0NCAaDSKb3/727DZbBgYGJB05VWrVol3SyiSdQvaez4c+lCYv2EYtQAWAVgPoIwC3TTNdsMwmHRaCaBFndb6wWfjCv94PI5du3aJpU3rmTmwzDjRxRcUJBTchFfY/rSurk5KqPVi5/kaHuJvHXDk5JJ5aAECEGjCMAxs3LgRjzzyCIaGhoQZvV6v9Ba34pu0BHRnTo4JGMv7ZdzhqKOOwvnnn4+KigoJPLOSluNjgRWLRiicCT/5/X4UFhZmtU+wWvQa09Suqk7ZBEb3v+3s7BSYhdlHmUxGArhasXJR0bug0O7v78eLL74oG6Ow8Myq5KnMN27cKAuJC8AwDHR0dGDWrFmy8cfIyAjKysrQ09MjWT9cjFy82rggn0UiEZimiauuugq33347BgcHUVJSgosvvhgPPfTQeKz7D0Xf/va30dbWhi1btiAQCKClpQV//etf8fbbb2PDhg245pprsGLFCnR3dwvGf/zxx0vKIT1GUjAYzIJ6+D2NAwC44YYbcPXVV+Oqq67Czp078fzzz8tmLHv37oXL5UIsFsOMGTNEiGoPVCsA8pvdbsexxx6LkZERiVVR4NNwA7Lxer1DmMvlEn6g8Wb1WqzrhNfjvfTf5OWGhgb8+c9/RiwWQ2NjI84991xMnz4dhjHaLXfPnj3o7u5GfX09/H4/mpqahH91GjWvebh00MLfMAw/gL8A+LZpmkP7CdDm+mIfAN8wjK8D+DowugDZNVJraL1AtQCihnY4Rvd4nTZtGiZNmoSKigoAkEyDRCIhRSF8AUC2N6EFPzDm6rGwx/ggLcvr9cLr9eLJJ5/Ea6+9hoGBAbEodNUsx6ufQccGSJpRP5gP2Gw2VFVV4YwzzsBxxx0nVbR8DjKbDtRqKEcrwYKCgiyrS5+nmVZ7NByH3vzCNE3B77VFzwXBH911lPNWVFQk/6dSKYyMjODZZ58Vr4OQj7a6yAOEzh577LEsq5/PnclksHjxYhQVFaG3txfhcFgsxu7ubgwMDOzTjZEeIe+Xl5eHeDyOwcFBXH311YK1XnnllXA4HHj44Yfx5JNPihfwj0pf+cpXcOmll+K+++7Dscceiz//+c/4/Oc/j+uvvx5PPfUUli9fjpNOOglLly5Fe3s7BgYGkEgksGTJEplPXb9CwaehHt2Fkmt88uTJuPnmm/Gf//mf2L59O1avXi0eGHP6yVdUJFrwA9nrFhiDmQiPUNlQsGuYBxiTBRy/w+EQL4ZZOJr3eI5V8GuiQqLBEYvFEAwGUVtbi5KSEuTl5eHLX/6yGKV/+ctfEI/HMWPGDASDQTQ0NEj7B4/HkxVnsMqtw6GDEv6GYTgxKvgfMk3zsQ8+7iScYxhGBQCW3rUCqFanVwFos17TNM1fA/g1APh8PpNFSmQMCgxa7KlUCnV1dZg6dSoqKyulvS7xMKbn8aXwWjr6b4U5tOeg08gY8Nu7dy9WrVqFXbt2YXh4WKxcLew1vsdMBH7GMXwwh8J03EnI7XajuroaZ5xxBo4++mhhUmKp9AzI2EzBBMZSz+iZMKedyoAutTX4rRUgP6eAZBsHZvvs2bNHmJgxA8182gPj38wO4jvx+Xx4+OGHReCzFoLX0fOn59Dv9+Ppp5+W3c34/tiXvba2VnB8Kufu7m5J42MeOOssBgcHEQqFEIlExNsYHBzE17/+dVECO3fuRG1tLZ566ik4HA6BHRobGw9mmXziKBKJ4IorrsAtt9yCr3zlK7jgggvw6KOPYvny5bjxxhsBAMuXL4dpmjj55JPR0dGB/v5+DA8PY8mSJZLUoLNOqGS52Y9OgqByB0YNpClTpmDhwoVYt24d1qxZI4Kf3qppmohGo5g5c6YIYx3UzZVVZ5qmZCTxvjTEtPLgWHUyAz1u3oewqzZE9brRZIVNdWySBs6OHTswODiIBQsWoLe3F8lkEs888wz6+/sZvBXYkZmAGuHIleRyOHRA4W+MPuV9ALabpvlf6qsnAFwC4Mcf/F6lPr/KMIyVGA30Du4P7wcgliQFmmEYKC0tlQq3yZMnIxQKZQkzWvbAGDSjYRTt0mlcj8FZTiT70zudTmzcuBFr1qxBS0uL4GwulytLEPBl6BdDhsp1P744phJOnjwZX/rSl3DMMcdINg4A9PX1ZdUhcB4Ie2nrmFhkXl6ewE+a6XhvLdg5P1ZIi4vVMAx0d3dLPxu2XOZ1tCLltfjDDV3I8D6fD3/6058EY/d4PEgkElk4KudPt5ygZebxeGQ3Lb/fL0p3xowZqK6ulhxnpvBFo1Hx8HQaX3d3tyh0XicYDCIWi+HCCy+UvP5t27Zh2rRp2LRpE7Zs2SJ1FB+Ve32k0a233oo333wTV1xxBb7xjW/gwgsvxJw5c/D4449jxYoVuO666+S9A8CSJUswODi4j+Dnj/akI5EIiouLRVhqfuScAqP9f5588km89957aGxsxOmnn47XXntNvFdCmay21sqf16Yi4Hfk04KCgqwd6qxZgCTyioYYqZyAbOWQK9CbS/haIVMAIthffvllTJ06FR6PB01NTejt7UV3dzcAiNFj3b1PX88KTx8uHYzlfxKAiwFsNQyDic7fx6jQf8QwjMsB7AFw/gff/R2jaZ4NGE31/OqBbsAMjaqqKtTV1aG8vHyfY3QOus5GAfZtiERmyGQyWTg53Sifz4doNIqXX34ZGzduREtLi7ioXPjBYDALu9PX1oEjbeHzpfB+wGi14imnnIKlS5fCbreL4hkeHpZr8AcYU0YA5Bq0rOhxcDHkUnAAshSR9oS0u8g5a2trQ2dnp+wlSgud5+i51dYbBT7n2efz4be//a30Vff5fAJBaSyfFg2ALCyVSpuQDi2wuro62Gw2zJ8/X8Y+a9YsaQPBmgu9KQdhGipGwl/HHnssKisrZavI7du3Y8GCBXjiiSewbdu2rI6SfK/r1q07EPt+Yuimm27ClVdeiVtuuQV+vx9f/OIXcdlll2H27Nmor6/HzJkzcf3112eds2TJEnR3d0uPJG3xk/gO2QZDw7X02hlvstvtuOGGG/CrX/0Ke/bsQSKRwLJly/D6668DQFaGnc1mQ3FxsQh8K9bPdUjKZDKora3N4l/+ZktlbVxpb5exNnrWep9fAFnKkOfmsv4J+fDeLpcLL7zwAjo6OqRupqurC319fQiHw+LpcLN53RZC8zXhUK4TPbZDpQPm+f9v0PTp083//u//zrJedREVX1IuC1drfmK6hBzcbrdkvezatQsvvfQSGhsb0d4+6ogQV6Yw5YvTucH6hevfWjDqSsZQKIQTTjgBZ555JgKBgGD2QLZVqq0la6yDFjSbi/l8PhmPHodWgLm8D+vYOa+7du3CyMiIbAunPS7rj15c7PNP5g8EArjvvvv2abJmJQbsrf9r19Wa4bNlyxYpsiMsA4wKBwp8wzAwODgoe7RywxjTHEszTaVS+NznPge32438/Hy0tLSgsrISDz74oGRh6fsyfkEF8tprr43Lt58E+tGPfoSlS5di1apV+P73v49rrrkGw8PD8Hq9mDt3LlatWgWbzYbXXnsNIyMjSCQSKCoqwpIlS5BMJtHT0yM7Zh1zzDFi2OgGg7SMQ6FQVlCSQlsbD6wRME0TJSUlcDqd2L17t8RuuFZSqRSOOuoo2fBHQ40UfMxASqVSEq+58MILhe/1vTlm8jTXL72XvLw8aenN1OBIJIJYLIaqqiq4XK6s9anJau0T0vX5fHj22Wfx8ssvIz8/Xxokdnd3C+9GIpGs3lss3uJvLf+0AUdebW5u/ljz/D92Mk1TAnb6xdD6ojDUGpUWts7CIVzhcrmwefNmrFu3Dk1NTejq6pJsFAoBvmRek8ykx6TdPR6n8UAKmQULFmD58uWoqKgQnDKVSklQWDMLI/d8mbRy+ZLdbjcKCwvFYtZj0QKaFqr+nte3zm0ymZTMAVrerJzVipWkLSO/359VSenxeLBy5UqxUqiYGByzemGMF+j0N96X4yUumk6nUV9fD6fTibKyMtTU1GQJdFbjMrhtXdianE4nTjjhBGnb0NzcjNLSUqxevVoMAg1DGMZo75Xe3l4Ao421Fi1a9IkW/j/4wQ8AAC0tLbjuuutw+eWXY2BgAMPDw1ixYgUee+wxnHrqqXA6nfjxj3+MoaEhbN68WfZUjsVi0j9GC342JANG3188HkdRUVFWcoMOoNKQcbvdqKiokOrxvLw8hMNhHH300diwYUNWwFj3rLcGOLk29JadXFeUCWzvwZgeeUwrEBp/zMzT0Kr2QHTGnl4bVkMJGFtPmUwGf/nLX9Dd3S1NF9mNk2uEUDINRK5Vzh2ArHnWsuSjgCSPGOGvX4rujaMnn5NE/JgVefF4HOvXr8fWrVvR3NwsLhshFG5BCCALY84lKK0wCV1XumBsDXzGGWdgxowZcLvdYon29/dnXUfHIThWCkkqEMMYzd9n+2CNMZLB9PW00NfjtjJpPB5HfX29CE0drLXCZVoAsphGvxeXy4UnnnhCevzwfKv7zHnju6MnQGxeB991RoTNZsP7778PYLTCuKKiQsZGZW4YBvr7+9HX1yfjZYW0w+GQ6uhAIADTNLF8+XL89re/xec+9zmUlJRg7dq1WL9+vUBBGuN1uVxSD5Cfny9ZLB9FRsX/Ni1fvhz/+q//iu3btyM/Px/5+fnYunUrNm7cCGBUEVx++eXo6urC5z//eekds2bNGnR1dQmk4vP5ZMvNGTNmiJHV29srwVhazjqIr7F38rPNNlpQdffdd+P73/++ZO4EAgG43W40NzeLsKN1XVdXJ5kuWgHQ6OD+EIODg7Iujz76aACQQj1dsEXlwA3cuWbo6Vk9b8ohDSHrv63JJCTDMDAwMIBXX31VOpk6nU7pWEv5pY1cHavUc6D5j8/NedLHHyodEcIf2BebTiaTIuw52bQ0Ozo6sG7dOuzcuROtra3yYrxer7Q9ZsCH1gMnUm9nCGQXIOlsE1rvLpcLNTU1OO200zB79mzZbi2VGm31yx7vZFK+VFqWZHwAYjnl5eWhoKAgS/BaLVcdbOL/OuXMCpPQVW1ubhYPx+12ZwlrQi9WZgVGU+l0haPb7caLL76IpqamrD5C2uLQTEoLX6eCagbVDbN4zy1btkggtqioCEVFRVJwxepj9jcnP2QyGYEG7HY7ent7JQOLWTyM9dxyyy247777sGHDBpkLPX6fz4eenh4Ao0rnhBNOyAqo/7//9/8+BAf/31N9fT02b96MjRs3wuVyobW1Fa+99houueQS3H///Xj33XdRXl6OeDyOWbNmoaGhAc8884zwKftIFRUVYdOmTTBNE9OmTUMmM1qU2N/fL1t9UhDSemWMJpfQSqfTuPnmm3HTTTehvLwciURCWhp7PB5Zw4RxXC6XKBi9pmiEWQvK3G43BgcHMWXKFDGa+EzAmGzR6cscl05R5n10LI+yh+ub17MeD4xa6W1tbXjttdcwNDQkGU8s3uJ9ONe8lrU+gmRFBoj5ayV0OHRECH9CJcTOdXaJzWZDfX09tm3bhvfee08gHJbiU3hoWEgXOXGDBx1o1JgZBSV3hmIK2umnn465c+fC6/XKfrS6Pw4ASUUFIBiftSKQ+F0wGMwSoqTxvA8qNG2lkyG1p9Te3i6uJe9D0pa+jpfwO25tR3ebFn5HR4dALDqfXzM9n5/tKjj3uhuodlULCwuxevVqbNu2DW63GyeeeCJKSkoQCoVQUFCAWCwmgoXX5RwSe+3t7UUqlUJnZyecTify8vLg8/lwzjnn4JlnnoHX68V5552HVCqFP/7xj3j++eflmnxmnXsdDodhGAbOOOMMUdLki0+a4L/11lvR0NCAUCiEd999FzfeeCNuueUWXHzxxfjpT3+KtrY21NXVob+/HzNnzsS2bdvw6quvynujMVNYWCgN7ObOnSs1L93d3VKZTWK8iGtVZ8RowTt58mTcfffdAEYNkJkzZ0pue2FhIUpKShCJRIQPaQSwzkVfjx6lNe7AdiiUA1ZolMKeRiGNPcoSnUFEY4M5/sBY105ei0SvN5FIYNu2bXjzzTcxPDwsXrI2BoHs1u30fPmdfh6d1EEFyPvqpJfDoSMi4FtbW2vecsstsNlGS5x37NiBbdu2YcuWLRIFJ2wCjD08sVt+pieJlqh+YRovJ1TDQrFTTjkFCxculE0V2MRJ43vAWHWo9jQYB6Clkk6P9qxhxtDBkPU9aGjC+uJ37NiBaDQKn8+XVfkHZKeBWQO+hmGIsiTE4/P5sH79eqxdu1bSO7XVbi2h14qZkAwVK91qbqJxzz33CH5rfhCQP+ecc5DJZKQALBaLSeCZQXq6xyUlJejv70d7ezv27NkDu92OgYEB2O12+P1+DAwM4Pbbb5feKHfddZeMXys9zgEXPzC60BYtWoRMJoPq6mpR/LfffvtB8+2RQFZkZn0AACAASURBVD/72c/whS98ATt27MCjjz6KjRs34qijjsK7774r3U5PO+00PPbYY4jH4zjqqKPQ09MjcOmqVaukWyoVh2maIvgTiQQ6OjokRkRiPIjCiZ9xvqkMvF4v5s2bh3feeQeTJk2S92kYBi644AKsX78e6XQa/f39sp6IwRNWoiVvmqbs7AZAvMBkMonTTjsNJSUlklJNHqABwTWq1xIAWcc6xhaNRtHb2yuQaVlZmawDbZyRAoEA3njjDTz00EPS/ZfYvvbYY7GYCHxdgKgzGZmsor0Jzi3Hq72TXbt2HXLA94gQ/sXFxebkyZOxfft2AMiyIMlcDB7pnjFWsmLZuYQ90weXLl2KxYsXS9CJrqT2CrTbyYAgc9eB7PbR7Mrn9Xr3Gdd44z0YxUB3c9u2baIE6UFYn1v/reEhbf0Sg+/p6cE999yDkpKSLLxV4/ecO1pJtLoo8LnAeOz9998v/YsYfCNOefTRRyMQCKCmpka2VdSFQMBYzx1uGdnV1SWW2uDgoBRquVwuXHnllWhoaMAxxxyDn/zkJxKYJv6rLVKdFNDb24trr71W0m3b29sRDAY/cUIfANavX4+HH35YalL6+/vh9/vR3Nws76m2thZr1qxBMpkUy3/KlCnYuXOnCKSRkRFUVFTgvffeQ2FhISorK0UI7d27V/rtAKPvORqNoqCgIKu5ITCWdw+MwRu33347br75ZsnmoTddXl6Ol19+GZMmTUJ9fb2srUQiIc3bdFM2km5hQsGZTqdx8cUXS3CacR0N1VAWcM3qNc7YAz8bGRnB0NCQFKuVlpaKHLAmYQCj3swvf/lLbNmyBZWVlVmBb2aqsSsnFRMNJv18TEDQMkfH14CxADTHXl9f/8nO9unr6xMrlAuYL4kCiEE/YCzH1SrgtXVMYW4YBiorK3HWWWfh+OOPl+6XdCm5Hy2wb7tor9eLUCiUVWRFyx6A5MXrFEcrtKL/tkIv1pfP87kod+/eLV0FGcjUz6yf1/pZKBTKgmrYzvj+++9HSUkJMpmMNFKzwku8nhW/9/v9kt3j8XjwwAMPSHwgnU4L5JRIJKRQi/u4Tp06VQQ7vyOGOzg4KE3tCOnQK7DZbNi1axdCoRB8Ph+WLl0Kn88Ht9uNl19+Ga+//rpg/YSfNEbMXbn6+vpwzTXXiMCgJfjzn//8sPn3/4JOPvlk3HHHHairq8POnTtx6qmnor29Hb/61a/whS98AatXr8ZVV12FV155BalUSoySaDSKnTt3oqenBz6fD52dnZg7dy42bdqE/Px82WwdALq6ukTwk5disRjKysqy0pY1H2t+vuGGG/DCCy+gsLAQiUQCM2fOxO7duyXDhy3UgVEZ0N3djenTp0vwXgtRGjwaj6e3X1pamuUhAPvi8uRvncWjDSUKXJ6vYwM62Gu1+qmIqIDZAprGJvsLJZNJiTsBY7U7WunpMVu9+Vze/eHCPkeE8KeAoeChtWmNpGssT788WgkUWmVlZZg/fz5OO+002SSawVbixjoTgC/V5XIhLy8va1NwMjyDxz6fL0vIANiHGfT4tbC3Qkgknj8yMoLm5mZhQh005nWt1wLGsqJ0gZaOC/zkJz8RJcb5IM6rz7daIfQyGHgNhUL4/e9/D5fLJRa2HhNzvYuKiuBwOHDsscdKH/dwOCxBe8MYLc4i5u71egWKKCgoQGtrK6LRKGKxGKLRKIqLi1FcXIxTTz0Vc+bMwc9//nO89dZbUoEMQMbEcfDv9vZ2XH/99fvETq644ooPw6JHDN11110499xzcemll2LhwoVYu3YtzjjjDLz66qsIBAL43Oc+h927d+Oqq67Cc889J9ZkIpFAY2MjbrvtNtx+++3w+/0ibDdt2oSysjIUFhYK7t7R0ZG1RSKvUV5enlXgRdIZNKlUKsvjME0TfX19sgadTqcEezm+cDgsWL/5QbaaXt/AmAetjUObzYaFCxfKfgw6JsZzcsW7rIqLAVXG6SgzaHTp9aavxzHRC9b7BfM56E3TS6HiskLUOq1cewG6Wplj/yjoiBD+2iq24obasuexWphT2M+dOxenn346CgoKYBhjNQDWSloqGGCsgyaFLJmKQVy+mEAgkFUDoDWzFQ8Hsq0OABgYGEBDQwMcDgdmzZqFQCAgDMbWuMQXNaxkVRJWiM40TdlYnAEk5uL/4Q9/QHt7u1Qr0+KllUMFpZ+Jc8/npSKMRqN46qmnsrwAbp5Oa7+goAAulwvl5eXo6+vD0qVLMTAwgO7ubknNYyEYF0Umk0EkEsHQ0JC0Xejr60M0GhXh8I1vfAMejwf5+fn4r//6L7zyyitZBWKEo2hdcfH19fXh2muvzeIZALjyyisPgUOPDKqsrERrayu+/OUvIxqN4oUXXsCsWbNQUlKCwcFBhMNh7NmzB4Zh4E9/+hPKysoQiUTwzW9+E+eccw4uvvhi/PCHP4RhjG5vWV1djffeew8FBQWyxwFTlrkBjraYaWHr4K5OtuD/gUAAs2bNQmNjo1SQs6tsYWEhTHN0o5TFixdjz549aGtrQyQSQW1traxrCkfyGpC9gxy/ZwsIthXX49DGmRbg2pKnjOGx1qCw9p6tVjkVjdPpxPTp01FfX5/VnsFaCMdzAEhmIRNUtELhGuVx2pvRyMM/TLYPkC1IrdqWbplpmigtLcXs2bOxbNky2eCYwn5oaCjrBWmBTOHFql5ek0IRgDCbdtE0USFoptDPAIy6dE888QQ2b94Mp9OJZcuW4dhjjxXoqqWlBV1dXYLhM3A2XmzASoFAYJ+WE3l5efjFL36Bzs5O2XfWyqQ8VsNn2oMKBAKyQAFg48aNaGhoQElJCRYsWICRkRFUVlaip6cH8XgcVVVV2LFjh5TgezwezJkzB7FYDJs2bUJhYaFg+7TEU6nRXbHoQRUUFCASicAwDLS2tmLv3r0IBAJYsWIFFi1ahAcffBAdHR3yHIzb0DqiF8H32Nvbi+985zv7YNHf+ta3Dmpuj1Q66aST4HK5sGbNGpx11lnYsmULAGD27Nm4//774Xa7xcDo7e3FSSedhHA4jHvvvReXftCxExhrf+H3+7Fjxw6pq+D76enpkaweGgwOhwOFhYVZufw6LsQUTf7ceuutuPPOOzE0NITe3l7hL5fLhe7ubgQCAcl9b21tRTgcRl1dnQhOCn3egwKQCQHDw8Mytrq6OtmvAcjuXEt5QdJj5Pm6xYgV1skV+9MCl+snmUxizpw5WLNmDXp7ezE8PCwV5tY1bS0YI2m4Se+XQfhVy0R978OhIyLg63Q6zaKion0sf76ggoICzJgxA5/+9KdlT1a9j67G6YF9d95i8AvIbuZEYoaBFqikXNia1bLXHkosFsPAwACCwaBgfy6XCy0tLbITFy0Ua2UtMPZSeU3i09ZAr2mOZj40NjaipaUF3d3dUhPBjBtaw1xUtIasOyv5/X4UFBRI0DSTyaCtrQ09PT1YuHAh/H4/wuGwjF1nIjAQz2diWfwH71WYnUVsXNT0cNra2jA4OIg9e/ZgZGQE559/PubPn48bbrhBejzRZWagkZYasel0Oo2urq4seIdz+UkX+t/61rewYcMG+P1+1NbWoqWlBZ/5zGfw2GOPIRKJwOPxoLm5GZFIBAsWLEA8HkdFRQXa2tqkRQXfKTC6wxt5hBY/11x7e3sW1MPPaZwAY/yp1yp5FBjtH/TLX/5SGpYxm4seNtMiafTQ25szZ47wr+ZXGmuaz/r6+pBKje709elPf1rGoQPQGtYlaTlBgc5gL2EfANJmIplMyvaS2hvRhhTnNxKJYOXKlXj99dfFEMqViME1qIU6jUCdpUbZZ5VrTH7hNXfv3v3JzvZxuVwmq3BTqRSCwSCmTJmCM888U1o3s7CKk59Lq1O4MJqu2wFo4sthq2B9DWvgVOODVm0NZFfaaeZIpVJobm6WlgqEO/anra1xjEAggPz8fIlnsOCpt7cXLpcLzz77rHS/zKWguHA9Hg86Ojqk5bHf70deXh5cLheqq6vh9XplwbGXv4ZW9GLX6ae6UMVms2HPnj2iRL1eL/r6+uDz+YSxS0pKZE7D4TAikQh27NiB3t5enHXWWViyZAnuuOOOrMAbMz4KCgrEkhoZGZH79vf34+qrr856V8AnG94hLV68WLYZ7ejowOLFi1FZWYm1a9diZGQETqcTO3fuhGEYqKqqEmtz7969AMZaFHNewuGw7HPg9/tRV1cnCrStrQ3FxcVZ8CgwCuflSuW0BiBjsRiOPfZYrFmzRlKcGSsjrzmdToTDYRGMhCrLy8vFi2OQn0pGF+7ZbDap6uY2nsuWLcsKApM01KM/4+c0KLinhMbi2XsoHA6jqqpK9snW52vrnVlwr7zyCv7whz9I9bKWJ0B2ujkFPnF9AFmyy5r5Y/U4+LyHI/yPCNjHMAzMnDkTy5Ytk+34KOyJ4+ZyxWhx6OAkPweQFSjhJu168xDe2/qCtGWvNW8u0v1I4vE4mpqaAIwVoxA+smYXWJUuFYff70d+fr5Y7AwYsa1Ba2uruPc2m00wWN4zmUyisLAQmcxoMQk3UQ+HwygsLER5eTn8fj9KS0ulzoFWFc+xlppbx6rjBXa7HeFwGLFYTArN+N7KysrE42LediaTQU9PD/bu3Yvdu3fj3//93xEIBHDHHXdgzZo1spgoDHS/JlqyqVQKHR0d+N73vpe1KEzT/IcQ+gDw/PPP4xe/+AW6u7vFwt+1axe2bt2KZDKJqqoqrF27FpMmTUJ1dTW6urrQ2Ngo2VgMIPL9xWIx9PT0CCbPrB62bCDPAGNWqt7jmKShIAonGhnstxSJRLIK/WKxWNYmOrpql1X7ur0537vmQ65FGicOhwNHHXVUVisY7bFYjT4rT2tjSWPo5D8qLl7PanCSl7WsmDJlCgKBALq6umRd6r5YPE970BTinAsqGS0zrAavloGHQ0eE8K+ursY3vvENqXxjgYWOBej/Wd1Ly50TS0HMIIw1M4dMoV8Kr0/m0laGNdAM7IslhsNhtLa2CnbIjdl11g/JmpLJsebl5SEQCGTBNh6PBy0tLQiHwwiFQnj//fcRjUZlY3ZaZxqDZTvdlpYWJBKJrHYXZWVlKCoqkrJ5Pa9a8XFerJi5Vl60ylnUxYAVBfzw8DBCoZB4ELoraX9/P7Zu3YoTTzwRF154oaRacixU5FzMzAxhg7eenh5cd911WWP8R4B3SF/5ylfw+uuv49lnn0VFRYXUITALyjRHt5q8/vrrsWzZMqxZswbt7e2IRCKYNGkSgNH0QSrxdDqNkZERCbwHg0HU1NQIr/X19e2zV65hGJLxpgWNfv86huZ0OnH77bfja1/7GtxuNwBk1XhoCJO1HcDoOy8pKREDT79zkl6DvCY9w4qKiizjTHs5XKc8lxg6P9f/a4G+v2OssDQhTBpNU6ZMwbJly/DEE0/IvhR6HXF90YPV61dnDekxUIboIPVHRUeE8E+lUhgaGpIHtrqWNptNcHvd/tTqDdC6J3PmYgJN2hIBkFPYa+XCl9Ld3S09ZYhfcwxWC18Lad36gVWttDBisRi8Xi+ampowMDAAp9OJPXv2oLOzU+7LcTBLoLS0VPD9wcFBbN26FaFQSBRj8f9n783jpCqP9fHndPd0T/fM9HTPvjLDNoCICyqoCAqaiMY1xCiSKIlexCUajEb8fbNcP7lXcuPN1cQoUVEj7rkaTdwVUUQEBAFFZJ8FmH3p7pnpnumZ7j6/P5qnpvrQuCZeYqzPh8/MNKfPec8571tv1VNPVRUUwOVySSlm3qt2q4l1WieVdlk5ia2Tngvf5XKhpaUFnZ2dAiExsMeSvPF4HOvXr8eUKVPQ0dGBlStXYtWqVSmsDHoJ3JzZoJ7jvvTSS1Mw0a+SpQ8kez9s374d1113HVauXIldu3bh6quvxuLFi8Wanjx5ssQ23n33XalSq6tAaouxt7cXXV1dUvuosrJSjCRCPVYFyPPod06xWv4ZGRlYsGABrrjiCsH0NWzncDhkowGG4nGEhXJycsS4oAdKC1+vdV6TlvHIkSNTYMh0mxTXI5W4Ntq0xa2VKo/XHjDPqXWTfh4aCj3llFOwc+dObN26NWW9az3A8WiMP53RSYMoXfD3iwZ7gUNE+euHq4OCHo9HirRxguhdmQkS1m5QVus+Hcyir8vfKVrhA0n4aM+ePVJsjJjpwSxmvWNrq4e1iKwKv7a2FoFAADabTeAQZh5TMQ8MDGDs2LEwzSQH2+l0orm5GZ2dnQKL+P1+eL1euN3ulJLNVhdYb5pcYJxMelGQ+RQOh7Fu3Tq0trYKZuzz+XD++efD7XajoaEBgUBA8NJYLIb29nYpYgcAv/3tb/Haa6/htddeQ0FBQQpdUCfwAZAmF4lEAhUVFZgxY0ZK9ijw1cD0tRx++OGiwJ988kkAwKWXXopHHnkEQHLDPeOMM7B69WqZf0VFRWhqakIsFkM4HJb33t7eDtNMNrNnOQyPx4PKykpRxK2trVK9lR4CkEzQIx0zXcCSc531lyZOnIibb75ZFBLXLym32lBjM3YqMHp5TOqyKm9a8hwjPcx4PI6qqqoDqn1asXjOc23Ba6E+0RsnvWjGAaw4vXWTBIbWzODgIHJzczFlyhRs3bpV1pFmFervWcfN3wkZ6XI2pOHyO9rI/LxySCh/CpWjtnL5YPk3O3HphwakKmBtZegXrn+3ulHW3TcajUq7QM0YsloV+rzWl5JIJKSFoC4f4XK5sHfvXrS0tKCrqwu7du2SmiWcfCyrO2LECLS0tGBgYAC9vb2SKk7Fyk2osLBQgru07KyYotW9pfA+HA4H1q1bJxRVZhbrfgm5ubnIz8/HtGnTYJrJpiv79u2TMgGRSASmmSzmlZ2djZtvvhk33XQTFi5ceEBfV9YlMoxkAFi7+zNmzEBpaekBcZevCrxDueGGG5CVlYX//d//lWJ3y5cvR15eHh588EHk5+ejoKAA27Ztw/vvv49NmzYJRdbn86G8vBxOpxPr1q2Dw+FAR0cH4vE4wuGweGI+nw+lpaWihLq7u4XOq+d8JBJBUVERAKRVdNpqJnuHlXezs7MBpGLr2qvUjVeo6BgY5nqjaKXNjUkrUr/fL42SeC6uHR5jtYyt+oLCoDPXLaFn7SVYsXbrZ/RIDCNZ+mLq1KmIRCL4y1/+gp6enpQaZLyGjgXqzYqfkfyiYSvGV/j/X9T6PyTYPiNHjjRvvfVWAEOTh5QmKnud6KAhFisTRR/D361i3RC42UQiETQ3N0s6vIZDrBaAFqsVwDET7iA22t7ejp07d6KtrU3qkGvYA4BQ+rq6utDd3S1eUCgUQnd3t7iKsVgM5eXl4s7rrMt0gWVuKtqq4rFdXV34y1/+IqWRTdOU8fMZk3XBlHW32y3vpKenBw6HQ5pWTJ06Feeffz5+8YtfyOLVCTia68waMrR0rrrqKnR2dqZgnYlEQhg9XyU555xzsGPHDvh8Ppx00kl47bXXkJmZibKyMjQ0NMDj8aC8vByvvPIKjj32WOzcuRPRaBRVVVVobW1NiSnxXTDbnbRiGhAsNEaOv/aQCcHo9ql6jdGa1waZYSQrn15zzTWi2DSZgkqeUI42jPj5sGHDpN8u1wq9FDKVtLA+/uGHH46qqqqU0t7a2ydso71uYGij00QRevJk3hBq5HoqKyuTseiS0HwOPK/b7ZYNTGfzLl68GJs2bUpJ4CTmr5+HNtT4mR7nwMAAuru7JUOa0tvb+89N9Rw5cqS5aNEiieK73W6hrWn3zRpE1a4S/9Y/00E6+hjTNNHZ2SmZsOTRW617qxtq3QT48qkwee7MzEy0trZixYoVCAaDspAyMjJSWAputxvDhg1DR0eHQB7kQ7PlG63k7OxsFBQUwOv1ymRMN4nSBZOsgdv77rtPSjJzkmnMlbEJeiLRaBTHHXcc1q5dC6fTiUgkgng8jjPPPBMOhwNnnnkmsrKy8LOf/UzGwQCgfp5UDpoffvnll6O3t/eAjN2votIHgMWLF+O+++4T6m00GsXFF1+Mxx57DG63G16vF21tbYhEIhg5ciS2b98usAKT2nReCoOrbGafmZmJzMxMVFVVAUhuCsw/sWLk0WgURUVFKUYIhdYojYeBgQG4XC6cffbZWLJkCVwulyhaYAie0UYNIRQ9TofDgcMOOywlsMp5rtc4z0H2n8PhwIwZM1LGx5gU5xLpwfocVkueBhlLl1DXRCIRUf6GYaC0tPQA5Q8cCCXH43GhhOqkNKfTiW3btuHee+9FW1ubJFLyuVg9LP7js+Ya4SYWi8VS6pZ9EeV/yMA+2dnZ4hrql0WL0PrQrUqcYrXMrf9vmska+F1dXfLi+UK00qTojUePg/ANE6Z4brfbjfb2djz55JMwDEN4+LoiKV1elrgNhULYu3evUENbW1tFKRBqIo+bzWQ0xVNbM8DQYtOKH0guvPLycixatAimOVQagmNnpi0LTWVmZgqv+tRTT4XdbseoUaPQ09ODUaNGScmH2bNn47nnnsNtt90GYIgKqq/Nsen0d7fbjQsvvBCDg4Ni1fGYr6rSLy8vx7Rp0/DGG29g2LBh2LVrF/r7+3HJJZfgzTffFCWzefNmUQBbtmxBIpHAhAkTsGPHjhQIxGazITMzEwMDA4hEIqLg7XY7Ro8eLVhxOBwW700LC6Pxc64DDZ1qqM5ut6OsrEzefX9/f4olyu/Qurda8FwrzF+wNjECUi1q/bdpmvB6vXA6nSkKUN+TlbGnNzqeQ+uEdGhBOmg33fi0riCco8fAexg7diwuvvhiPPfcc6itrRWPQ1v/GpZKJBJCjdUQD/OFaIzZbEM5L59HDgnLf8yYMebdd9990P9PB+FYFf7HHd/f34/m5mYJsGpF/3HX0y+Gk8zj8aTg87RWurq68PDDDwMYotpZlZ/b7UZVVZW0I6TF4XA4hM9Ni9tutwuOX1BQIIE7zbSwxjSAVCuLE8cwDNx5553Izc2FzWYTV5fdsVg7hffJyZlIJFBdXY1p06YhFovhxRdfRFNTkyTG3HXXXbj88ssFLtDYJ4UeFSmh/GzOnDkpmZwAvrLwDuWcc86RjZ09dLOzs8VgIG7e0tKCiooKtLS0IBwOS6Y4vSjmkLA0diwWQyQSQSAQEGOmqqoK0WgU8Xhcip5ZJRaLpfD79XzRxzAQaprJzl3XXHMNbrzxxhTFRwuccQUGfTXrh+crLi5GWVmZ5IPQstXVcTkeJjhSiR933HEoKCgQWEVTJ4Ehq5/PSXvrhFKI02vYh/fAYoJ9fX1wuVyoqKiQ52KlkmrlfzB9RAYUCxw+/vjjWLZsmZQ4sY5fb14MPDNfiW0to9GorPO2trZ/fstfyycpeyB1d+b/a6Xd19cn1SHZopA8dH7PuttrCEVPGOYLaMoYH/69994rKeycxLTK6VqOHj0aoVAI7e3t0hfV6/Wiq6sLXV1dKZipzWbDiBEjRBGwXKxW+JwYGiPkfQNDtVAcDgfuuOMOYefwODbI0UFyHUQHhmqLNzU14U9/+lMK/vjoo49i7ty5WLhwIYqLi+WdMGmMY2Egr6enR9hOF154IRKJhPRhpnzV2DtW+d3vfofFixfDZrPh9NNPx9/+9jfpZLZnzx5R7I2NjaiqqsLu3bsxf/58PPPMM+Kl6rIc/f398r66u7vR19cnJcap+AFInRm+D93Mhhm9OrZiNYh0RzWXy4WbbroJc+fOFaYdDQe2LWTjd/L2KYzhVVZWoqysTCAMKl6rx609G8Mw5Fi/3y/rS3u2WilzDuskNyuaQEkH4eoN6GCQsfX/tOjv9/X1wel0CqFh2rRpaGlpwfr161PWYbpz6fEDkHfOKgjjxo1DW1tb2jF8GjlkLP+77roLwCdb9+mYB8TIA4EA9uzZg0QicUB1zHQTTO/enBCcVKwZr7FCKsQnnngCzc3N8Hg8KZaSaZqSaczSt62traKIOQn4GZXv4OAghg0bJhaNdoWtE1W74ek8GJvNhg0bNmDt2rUH1OLhvZHJw+CuThoDhqhxVPb0Dh577DFcffXVEhuxBqvptbCpPc/t9/tx/vnnpyTyUL5q7B2rjBo1CqNGjUJHRwd6enqkZeWcOXPw1FNPpUAsjY2NGD9+PHbu3IlYLIaKigo0NTVJfksgEEB1dbW0POS/jo4O2O12ydzVODpLf2gFn0gkUvj9H2f5U0zTxNy5c/GnP/1JEu88Hg+6uroEdmKsiBVZdeZ4IpGk7ZaXl6ed47SANVxJi5fjKygowMSJE8VDJiGEa5jJYlwTVkhHW+y6z7X2SiKRCCKRCKLRKFwuF8rKygS/18rYajQeTG+xvAuD4YSs1q9fjzVr1ojypmXvdrslW37YsGHIzc1FZmYmcnJypDEMSSkFBQW44447/rkDvjU1NeZdd931max7whOtra1oamoS7NOq6NNNAv2Znui6LSInC7H6p59+Gnv27JGgrn7phH4KCwthsyXrsHAT4PkaGhpSqh/G43EUFhYiPz8/xV22YrKcNFZFT0uHC4fQDiEBvTna7XYp0UxoBhjKiOYiBYYUusPhkJr7r776KhYuXCiWvRUP5ibpcDikFAfHOmfOHKH86YXzVVf6APDNb34THo9HyibTer7wwgvx2GOPyXEOhwP79u3D4Ycfjs2bNyMWi6Gqqkoyx3UmO58zu0zV1tYiHo+joKAAw4YNSymFouNCxNrj8bjAf0BqJV1d7M+Kk1dWVqKzsxNdXV0oKCiQ+kE8TkM3Y8eOxb59+wAM1YoqLy+X+9VxH96/FSIlXGWz2YQIcuyxx8Lr9aYElNlHmPfIjU/H6vQGopU/1zvvk/kS4XBYArikG+s4QrqYAc+tdZjecLWxxu+wgVVvb68gE319fdi1axfsdjumTZsmAXpurnxWfD6nnnrqPx72MQzDDmA9gEbTNM8yDGM4gCcA5AHYAOD7pmkOGIbhArAUwDEAOgFcaJpm/ae8RspPACkvj6hNTAAAIABJREFUjg+T2aRcGF6vN0URp4N2rJAOP2e9H1q+XABOpxPPPvsstm/fLl2mNIZI3DAvLw9ZWVmor69Ha2srsrKypMZ9e3u7YIcMink8HhQXF0uVS2KMHJ9elNZ7sT4b8qxff/111NbWSqYx74XxCb25MGGOFhYXysDAAHJzc6XGimmamD17NtauXYuf/OQnKcEpYCiAS3oo297xmbLmvNVF/qrDO5RTTjkF0WgUp556KsaNG4c1a9YgkUg2sn/qqacEKty2bZts8Js3b0Y8HkdFRQUaGxtlztCizsrKQigUQldXF0aOHIkPPvhAci/YHlPTGvmT85/Qm55jVqVoDXoCyeJu5557Ln77298CAOrr61PKGmRkZKCqqgo+n0/gUOYRAEOxIFrr2sMkoUNDNhrLp6GSk5Mjip/fp7Gh78PKMKKBQ+E19ObGMXHdEHLSz8CKGljFqlc0rKqzcrnWdC4Og7+scsDOZ2xwRD1BQ47v8ovKZ8H8rwOwFYB3/9//BeB20zSfMAzjjwAuA7B4/8+AaZqjDMO4aP9xF37SybV1Dgy9RAaOmpubEQgExDWiwteSTkFqhcXzE/LQOB+V26pVq/D222+ntCvkrs3AV05ODoqLi7Fnzx60tLQgJydHJn5PTw9aW1tl7MRyKyoqpKmKaZrCbtG4qKbU6aAtJ4letEuXLpUKidyIqFzoFQEQSqbD4ZDOWXqSckzd3d1yvqqqKpimiXXr1skYdVIJlRK9A7raGRkZ+N73vifuM5+3zWb7l7D0gWSmbkFBAerq6pCfn4/nnntOFrjf70ddXZ2wturq6lBaWors7Gw0NDQgHo+jpKRE6vBQafL4QCCAjo4OTJ48GatXrxaKblVVVYri14lUWpxOp5SC0NZxOnhVy4IFC/CTn/xEiA1AEs4oKSnB2LFjRVFScdPDsWLs9Fp00TQNC1FB0hvVyV3sjavXBX/qWJwu1ZJO6evf9Rj43FhQUcO9FI7tYBi99RocBz1v3jfjhwx2M8+Bx8fjyf7SLS0tyM3NFaiIGyUT0b6ofCrlbxhGBYBvAfhPANcbyRkyA8DF+w95CMC/I6n8z93/OwA8BeAPhmEY5sfgS9x1gSGYoq+vTzr8sIQDm0zwO1qsMI7V+tcJTJwoVOirVq3CW2+9BY/HA5vNhtzcXFHK3DyYcMOsXGKC5F23tLQgkUhIdB+AYIZk/zBgw+sCqf2ItaLXMAnvpa+vDw8//LAoZLfbLfBSVlaWuIXEgh0Oh1gTLN3LjYIwGauFZmZmIi8vTzY9WnZAakKYYSRr/fT09AienJmZiVmzZgkTgfJVZ+9Y5YwzzkBhYSHeeecdwbYzMzMxc+ZMvP7669i7d6/w2Ovr6zFjxgysX79eSADRaFSsvdzcXAQCASlx0tbWhq6uLkyZMgWrVq2Szlss0sb3rStjUkzTTGnBqOM7XJb6fWt2y6WXXoqf//znQjyIx+M46aSTxBvREIzVo+Bc59/kqOvx8Voci/b0AQhVWncR+7gYHpXowWAfILXcgxUS0mPTY0y3GfA7Vv1l/X9ujroEuu7ZCwwF1kmPpSHJMZLpw+eajr31WeXTnuEOAD8FkLP/73wAQdM0mVa6DwBBvXIAe/ffZMwwjND+4zsOdnLTTAamWlpa0NPTI9UodR18q3wSJGK32wXjpmsYj8eFGvfggw9KqVzioHpXdzgcyM/PR05ODhoaGhCJRFBfXy8ZmL29vVJ0jVYaX3J+fn4Ku4YvmhxdKzwFHLyZu9PpxB133CEbExW91+uVwBo3Cu0mm6aJnp4ecX/j8TjKy8vR3NwsNYMikQiOPvpo2SC0lc9nyOdKLBVIMkiYNLRgwQJRPpR/JYUPAN/97ncRCoXw4YcfIi8vD9/+9relqcf555+P5557Du3t7cLb37lzJ0499VR8+OGHUjOeZRkI3XV2doqVzOzOmpoavP3227jzzjtx8803S1lmHeC15ndQ+ZSUlMjv2oLVnieF1ufUqVNx//33o7+/H2PGjBHOPo0TKiJ6fZz/TBTUXryVfgmk9huwXp/3wIYqei5yA+D9cm0TrtQwl97k0q0vfQ8axycbjVAw70OPUZ8n3ecUHcjmtaylaHgOvh/GSlpaWlL6HRyMifR55BOVv2EYZwFoM03zPcMwTuHHaQ41P8X/6fPOAzAPSGKKzLJlC0JgyCqw4t/aGtYPm1awhikGBwclaWnJkiVSmoCuqT4Xm5R7vV7pPRoMBgU7Jw7HyU8r2Wazwe12S+EsLjLW8NA8aX6XE1/fK+8nOzsbixYtkpogLOJFthCQpH2xKTv/5mJgDME0TWRnZ6OzsxMApFaRaZqYPn069u7dKyUkDMNIaT7NcQJDgTROvEAggAULFqS4q8C/ntIHgFtvvRUbNmzArl27UFZWhkmTJmHFihXIzMzE6NGjsWHDBgSDQfj9frz//vv4xS9+gTVr1mDTpk0IBAI4+uijsXPnTtjtdmF37NixQ85vmsleDiUlJdiyZQsmTJiAm2++GdXV1eJ5aQ/NqvgJz+j3BAytG6tC5PfKy8vh9/sxbtw4CbxqWJLKlddi5i9zC3QpEZ6T8xMYKnFgxci1wjYMQ3r7Eia16gHet56L1iCsvkcN8epzaKhJ5xX8PbD1dOOwKm7eNw0EGpOsw5Qu0PwPV/4ApgA4xzCMMwFkIon53wHAZxiGY7/1XwGgaf/x+wBUAthnGIYDQC6ALutJTdO8F8C9ADBixAgTGMLHGNTh3/qmeRz/Meir3dZYLCZB1r/+9a/YsmWLsHQI/Whl6/P5UFRUhObmZrS3tyMUCiEjIwPFxcWw2+3o6upCZ2dnSk0OSlFRkWw4TLtnW0ieP5FIpOQBRCIR2SQMwxDGwRNPPCEljLOysiTzkpOafH+fzwefzyeJUwMDA+jr64PNZpO67nv37gWQTBiii+j1elFSUgLDMOT/DcOQZCGdkJORkSELjoqftfR5TW5q/4pKH0g2qLnzzjtRWFgo7RDXrVuHb3/727jvvvukVEdRURE2btyIqqoqvPPOO9i6dSsCgQCOOOIIbN++HSUlJfB4PGhpaUFTUxOKiorQ0ZF0lMPhMEpKSrBnzx4cccQR2LVrF0aOHCmNzjWEA6Qqvmg0iuLi4pQaTdqK1Vi8lWxw5ZVX4vrrr0dxcTGKi4tFKWrRHgQwVOpblzjRohU/IRAdg0q3EeXk5EjfCH2feqNg4FnfE0UHvDXEpb0H4MCsXR7D+/kiYr2G9XerActxs04TPTsrYSWdl/FZ5BOVv2maNwO4ef8gTwFwg2macwzD+F8A30GS8XMpgL/u/8rf9v+9ev//L/84vH//eSUwSuaDun7KbkeXiBFyq+XucrnwwgsvYN26dZJV5/F4xDUFkg82JycHw4YNk16nvb29sNlsKC4uhs1mQzgcRmNjoyhsTYVkaQYyj8huYA1yr9eL119/HZs3bwYA9Pb2orS0FLNnzxZFy5ooixcvloAO+5oS/6PwvsvKyjB8+HCxyhsbG+F0OhGNRjF16lS89NJLyMjIEKoY4w9er1cyOWnNczEz/wCA/M4CUnR52R83Eomk9M299tprP2n6fCVl9uzZWLlypSTvTZkyReodffe738W9996Lo446ShTW+++/j7lz52Lbtm3YvHkzvF4vjjzySNTV1cn87u3tRWdnJ4477jisW7cOGRkZCAaDKCoqwt69e3HUUUehrq4Ow4cPF+taZ98CqUqE2bs6CKwVo7XeDr8fjUZx66234qqrrkIslizNzb7ZiURCstJp3dtsNnz00UfweDzSS0Lj44SDKFT8vL7G5hkAJTU4Go1ixIgRAoEAQxASKdgAhMHGjUBDQuk2hHSwqz5el0+wYvqfV9LFAqybwuDgoKxZreS7u7ulRDvliyp+4Itl+N4E4AnDMP4DwEYA9+///H4ADxuGsQtJi/+iTzqRdQLozzkxdUtEvmC+lKysLCxbtgxvvfWWZEGyhyYtWir/UaNGobGxEcFgEDt27IBhGIKHsqonMJQlCwwxEmpqahCLxXDPPfcgJycHZ599NsrKyrBmzRq8/PLLEphhpi4tlqqqKpx66qkoKCiAYRi44YYbUFxcnFLcraSkJIVPzGt7PB54vV74fD6MGzcOvb292L17N8aNG4cXXnhBrvfqq6+Kl+R0OoXimZ+fL8/KGrjiJsN+AKFQSFz8aDSK7u5u/Nu//RuApNfBzWDhwoWff9b8k8udd94pdXd6enpw5ZVX4v7775eg94oVKyT47vV6sXLlSlx22WVYsmQJfD4f3G43Wlpa0NvbK9VYHQ4H+vr6MGXKFKxfv16CfX6/H42NjZg3bx4eeeQRjBgxQgqc0SDRcBwlkUggNzc3JebEQDOVoc690AHXM844AzfeeCPy8/NTCADMFNYF57q7u4XEQEOCAWodh+A4OAauDypa63yksiYUZs10BdJTKwEcoOi1ntCf8X717xqassI+WuccTLRC1+iEttT1GrQGoZllz8Y9ZNN1dHQgPz8/hRJ7sAD0Z5FDIslrxIgR5i233JLWwmf6uH7JrMmxbt06PPXUU0KF04kUDDo5HA5UV1cjGAxKJqRpJimOZOF0dnaK1cHJQzbD8OHD8dxzz6G1tVUKoXk8HrS2tkriTlZWFnw+n9C5WltbEQ6HxSIh9s/m5gMDA/D5fAe4cbSq6HbSYh81ahRKS0vR3t6Oxx9/XLIA9aJlrkIikcBJJ52Eurq6tJYNmT5U+g6HA6FQSCYWmUKzZ8+WCc+Ekl/96ldf8sw4tOSSSy7BRx99JOn1LGnARKDW1lYMGzZMvLF169Zh9uzZePTRRwWGJCPH7/eLkiT0uHbtWrhcLnR3d4v3efjhh6Ourg4jRoyQapOELbVFrRk1BQUFKcUGPy4IqaW4uBjHH388Vq9eLXOWc6avrw8dHR3o7e2VWJnG50nHzM3NleAkYSnN6CFEqumo2sKmhc82iNOmTUM4HE6BpvS64dy0wl/6OQFIuVeXyyUZ/Lw+Y2V8xkycY86OPv/BNgCrNa+Vvx43lbfeHLlBaSZSLBaTJkkTJkyQFrFaT02fPv2fv7aPToRgApRmwBAq2bRpEx599FHh+/v9fsH76QZmZGSgtLQUANDU1IS6ujpR0mTNdHZ2SkcsbjSkrpWXl+Nvf/sb+vr6sHHjRjgcDpSVlUnw2Ov1ory8HFVVVejt7UV9fb3UEuLi1nRMunO8BsdgGMnWk7m5uTLpCgsLUVZWBp/PJ17Mq6++ipqaGmzcuBE2m016AbCmPi31E044Afv27UN9fb1sfkyuMQxDXHKOKxQKyaQcGBjAYYcdhpEjRyIQCKC5uVkWKfvs/qvKN77xDZx55pl46KGHYLPZcNJJJ2H9+vXIzc3FGWecgWeffVYWpsPhwI4dOxAMBnHFFVdgzZo1Uu6D8ZecnBzEYsley+Xl5cjMzMR7770HwzDk3SYSCUyaNAkffPABqqqqUso4871qxQVAAvxa6R5MUWluPi3x6667ThK5dLY7FTkw1O2Kin9wcFC87KKiogOsfY6PY6XxxfWuvV0dM8jMzER1dXXKtbQi1cFebZFryIfX1xRqSjrcnN8jK1AbSrzex8E/Oohs9Uisx3AMFG148T0zYJ+RkYH+/n74/X4Zj4bMPq8cMsqfhcz0w3E4krX9P/zwQzz00ENS3IrRbwoncFFREVwuF5qbm9HY2Cj89ezsbNjtyYYoTMCiMiQjyOfz4fXXXxf+PgO0BQUFcDqdqKysFGXMBbxjxw4EAgF0d3fLYmNyk9PpTOknzHMSVqHi5qZWUVGBnJwcjB49GhUVFRg9ejT6+vpw2WWXYcyYMXj77bdT4g92u108F5a53bt3L+x2OxoaGlBeXi6LQmO6GRkZCIfDQn+NxWIYN26cBPUI7zgcDinR/K8sd955J1588UVR/CeeeCLWr18vNe0ff/xxqWrq9Xqxbds2RCIRzJkzBy+99BJqa2sxZswYlJeXo6urC0VFRejq6hJMPjs7G+vXr4dpJnMx6E0cc8wx2LJlC6qrq1NYLMT6NVWQypmeJY9NJ1ZlTAVy7bXX4rbbbhO4gYw45iZ4vV7k5+djYGAATU1JbgfZdboAmzUmoMeuuenWWIVW7PR86VlbrX2uNSp0vdFQgXMMmkrJ79NzoWfAdaDhHm5EWrQnYf1c/57OA+A49Xj0pqLXNeN/JI8kEglpfxmNRg+gVn9eOSSUP4NA3HE9Hg+2bt2KP/3pT9IG0e/3y+QAhlq8FRYWwuPxiCUPQBKWOBG6urok0EormIvv+eefF8uH1lthYSHGjRsn/H02wa6trRWrfOfOnbJDV1RUwDST3GyfzydRegaHbbZk3W1ek1VCDcNAQUEBSkpKMGXKFJSUlCAYDEr99VmzZsHhcGDjxo0ywbnwmUDEjZDnTyQSYiEAQ/1xTdMUixIYqvtyyimnpHD4DcPA7bff/mVPgUNSLrjgAikHnpmZiWAwiI0bN8LlcuGWW27BnXfeKR5mbm4utm/fDpfLhenTp+Opp55CMBjEjBkz0NXVhdWrV6OwsFCahUycOBFtbW3YvHkz+vr6YLfbBVIZP348tm7disrKSrFEqaitJbM1FErPjqKVMI8FhhQvjz3rrLNw3333oaCgAJ2dnejr6xOvkB2qgsGgwCwul0vgmWg0Co/HIzkxpBxrEgPnIr0Wrj/tufDc/K7H44Hf70c4HE4xXjT2rxWolV2k44j8yWdByFPrEo3x09qmR8LNQG80vJ5W5tygNItKH6f/z/p9a3yAsDNLegQCAdTX1ws6EY1Gpffx55VDQvnbbMka801NTXjggQfEYmdGr3af7Ha7KNDu7m4EAgGhYTK4aZrJBKdQKCRYK4uqAcDKlStF0evCUFOnTgUABINBmeymaaKvrw/xeFx6AezevVtejtvtFqw/Ozs7JUAdCoUEu2OiBjesgoICuFwuzJ07Vyp9trS0YNasWbLRud1u2eFpRRUUFKSUpmYeQnNzM7KyslBWVpbi6tJSpHVjmsnaIePHj5fJR3fzD3/4w5f30g9x+fnPf46//OUv2L17N+6++25ce+21yM/Px69//Wv8+te/xm9/+1scdthhWLNmDaZPn47HHnsMVVVVOPbYY/H4449j5MiROPbYY/HKK6/gBz/4AbZv3y7KHEhi2nl5eRgzZgy6u7uxdOlSgQD37Nkjx2p4Q2PsVqomjQ4tfL/awqeypSVeXl6Onp4eNDY2oqGhQbxoZprSy+3p6UFRUZFcg6wvCuEmDRFx3Voz6zkmQkDc1AAINFpTU5OSDZwOvtLBT2tA1rpJaNhG4/9U/IZhyP2STUW4lufVwWmKlXGox2uFtaxBaSsExOMZFwyHw2hubhb9VV9fL/ENUmC/iBwSAV+v12seeeSRArVwByVVjk2ombDEgmGmmayzQ2s+HA4jFApJ5ByAlDh47733BGbR7qXP58Oxxx6LhoaGFEuJjAuOh5MkIyMD3d3dACD0VH5HB3JJl7TZbAJV1dTUyKS65JJLYJom2tracMEFFyA/Pz/FGuKkJtQzffp07NixQ66zefNmjBo1CsFgECUlJeJuc/Fqq4CTr6qqSppoBINBJBIJHH/88bjuuuu+/Jd+iMrZZ5+N2tpauFwuPPjgg2hpacEvf/lLLFq0CK+88gpWr16NnJwcnHTSSejs7EQikcDatWulfzHjVZs3b8Ypp5yC+vp6TJ48Waz7aDSK6upqrFu3Djk5Oejo6MALL7wAp9OJW265Bf/zP/+DwsJCAEMURq24rRKLxZCfn38AJs18GQ21ULHQe3S73bj88stx4403CqRJhULFy7IKPp8vpWQyjRrDMOD3+6VGET0TjeNrKIjf4T+Nc3NN5ubmYsyYMWKY8Hr6XrRRxk1Sewj0cvUmQOufJZI1rMPn3NfXJwymvLw8qQGWLsOW49A/rRa89k64gVg9Dv09/Z53796NNWvWoLe3F0VFRSgoKJAKCOXl5cjPz8f111//zx3w5Qu32Wzo6ekBkEygKS8vR1ZWFjo6OtDR0SEp8llZWcKH7e/vl5rYNluyLk8ikUB7ezs++ugjwTDZtJqT9phjjpHyCDwvJ3dVVRXC4TByc3MBQK5D68Tr9SIejwu+D0CSbgYHBxEIBOB0OlFcXIxx48bJ5jF16lQUFxfD6XTi9NNPlwXB4mo6K5KWyPHHH4+6ujps374dkUgEDQ0NyM3NRWVlJfLy8pCTk6y4wck3MDAgCVjcrIYNGwaPx4Ojjz46ZcLdfvvtePzxx7+EN/zPIeeccw5mzJiBvXv34le/+pUo/ttuuw3Lli3Dm2++Cbs92R6xoaEBPT09WL9+PaqrqwXCs9mSjYROPPFEBINBTJw4EZs3b8bEiRPxwgsv4NJLL0VHRweys7OxfPly1NXVweVyYdSoUZIwRoiOUKjV8tUBTTJ7rFapTgoChuBC7R3cdNNNuPTSS+H1eiWWxeA/v8MSKGwTCaTCtBkZGSgoKBBFqimc2srWsIeGPnTiFxUjvXLNtdd4OzcWzf3nPfN3rXCBoQxkrZQ5ftM0pQkNnzeZWdrT0t+1eiLW92PF/PUxOv7Av7XwGfGabW1taGpqEipoZWXlAV3PPo8cEsrfNE2Ew2G43W4JfHZ2dqK1tVWsegZ7OTlDoRAikQicTic6OjrQ2NiY4uZSeWrXsqSkBKWlpSmWApVudXU1+vv7EQqFpFGzLr5EDDAcDst1BwcHkZ2dLVgn4aJvfetbMpH6+/sxb948GIaB448/Xoqx6cCcDi4xyFNWVoaBgQFx9Zg8NmLECKEIcpy09GmhcNFcfvnlQpMjlmmz2fD//t//E+/la0nKyJEjMXPmTPzxj3/EwoULYRgGfvnLX+IXv/gFnn76aTQ3N6O0tBQejwdNTU3w+XxYs2YNvF4vNmzYgCOOOALRaBTbtm3DpEmTEIvF4PF40NHRgby8PKxZswYnnHACHn30UXHld+/ejezsbFRVVaGrq0vKIFNxE+/WioXz3zTNlE5cpGTSugVS6Zy0WjnfzznnHFxzzTUoLCyUaq6kdHIOMmudNYYAyDVYbJEQJD0GKjbegy7jYGUOaaXHNcBNFEhtHp+OIcT705sCKdvWQK/ecPTn/J0bB9cKc4q0wuc1PkmsAWCKdRNI9x3S1kOhEHp7ewU69nq90o+ZxI505/ksckgo/1gsJlUQOzs7pahVTk6OWAKmaSIUCskDIJ2OG4LGQ4HUNoJHHnmkuIIM/Lrdbng8Hqme2NbWJok73Gy48fT29iIYDErZCNIx+RLq6+sxdepUmYysU7Rw4UL88Ic/xOmnny7uMSczFwYVNrn7LNxG6mcwGITD4UBpaanQO3l/fHZ071m+gg1U2D6RC+tftQzDx8n06dMloHv33XfjZz/7GcrLy3HjjTfiP/7jP3D//fcLm4oNU3bs2IHVq1dj9OjR+Oijj5CTk4PS0lJEIhFMmTJFYlidnZ2oqKiA3+/Ha6+9hm3btsHhcGDYsGHw+XxoamrCsGHD0NfXJ4pfB1KZkQ6kNgax2+3w+XwpgWCy1rQFTrFy+ouLi9HZ2Qm/349AIABgiFcfi8VSqnXm5+enMNgIXdBqpuepvRTr/LYGPbUC1rEoAHC73WJMaasbSK0ua81R4H3T2NMK24q/a9HHaWub/3S85GBKXYs1IGy91scpfgCy7vv6+hAOhxEMBgFACs3RiGtoaEAoFEo7hk8rh4Ty505H8Xq9gtkHg0GEw2H09PTggw8+EJcwkUh28dHuISdmIpGQJC4WcqPLS3eJRag6OzthGAZaWlpgs9ng8/ngcrmEDsliZxkZGSgsLBToZ+/evdi3bx9OPvlkVO/nIzPhZ9GiRZJ1S/YCJx/dTC5OBq7J6+/t7UU8HhdIytr2TjOQ+DcAUfostWyz2bBv3z5UVVX9y9TS/6zy/e9/H0cffTSWLl2K8vJyzJw5E//93/+N/v5+3HHHHXjooYekY9WZZ56JV199FRs3bsSqVatw0kknoaSkBIFAAKNHj8Y777yD/Px8VFdXY+fOnfD7/Zg0aRI2bdqEZ555Bl6vF16vV2CdZcuWYfLkydi1a5fEeyiEKChaacVisZTihxrmIJtGf0d/BiTX1iWXXIKf/exnYtzQiqdXwY2AZAgGhzVWHY1G4ff7peqmVbHSI9UbllayPI/21G02m6x7qyGnY2CEZxlD4H1qS53n0JuPlWHDY/Tf+v81bKaP/6Q4abpj9IYSjUYlC1yzuADIO4nH49izZ4/ENznOaDQqiIU16P5Z5ZBQ/olEQjLuGBTr7OzEhg0bEAqFkJ2dLYpT07L4QDhxWK45kUigtLRUsm5JOyNWSZpUPB5HOByGy+VCUVGRnC8cDsvxHBOhlpaWFhx99NEwTROjRo1CNBrF888/L9Y7APFYdMCWsQd+zuzBcDgs5ZkZhGOADRgKJjPw3dPTk4Lpu1wuzJkzB319fQgGg/jwww+xevVqXHPNNfjNb37zf/laD2nJy8vDxIkTcf/99+P3v/89gsEgbr31VgDAHXfcgcWLF6OgoADTp0/Hvn378NprryEzMxPvvPMOzjjjDOzevRt1dXWoqanBaaedhg8++ACGYaCqqgrjx49HS0sLnnvuOXR1dWHChAlSKC+RSODNN99Efn4+duzYIQwaKiYqXg3R6GAp50U60fx2TZyguFwu/PSnP8XNN98sCVl+vx8OhwM9PT0p9bJ6enokYZHrS2flavhHQzn0GOg9cN7rtQogZVPgZpCRkYH8/PyUnhAUbVFrBo22yq0BZYreKDWUxPNaYwl6k+J6PZjV/lmEUC29Jc4H6ig+A5vNhu3bt4tuYnMZnTyqezd8XjkklD8neFtbGzZs2IBEIiEJTLxJPZm1W6kzaj0eD4488khZAPxc46QM1NKy8vl86O3tRUtLi9DVOMmrq6vlxW/btg3f/OY3kZubiw8++EDwWtKuqIyTqZf7AAAgAElEQVSp4EnXIoYXiUQwcuRIZGVlIScnBzt37pRsTgak+X29SQBJ76CnpweBQED+b3BwEDNnzpR7W7lyJerr6zFnzhwsWbIEV1555f/lKz1k5eyzz8aGDRvg9/uxZMkS3HXXXTAMA7feeisWLVqEcDiMhx56SOi7lZWVws1/7LHHMGfOHNmEnU4nxowZg8bGRpxxxhkoLy9Hf38/du7ciaKiItx888148MEHMTg4KGyfN954A+FwGH6/H0VFRSlUTtb70QwQ/qQ3S9HWqjY0aOXrfBAec+655+Kee+7BhAkTJKAcDAYlZhSNRgXjLy0tlb4NhBRZIwhIzklmvGsrl3NfK3XNDNJwCI0ajoV5K4xT8bv6WRCT14paK28Nd2mlz81LU581e4iiqZ/We0iH2X9WtiS9Jr4v3UOY59u8eTMaGxvR29srOoHGKjcHwzDES/q8ckgo/2AwiOXLl6ewAXij2nXU7icnNQti5ebmSsIJH1hGRgZCoZAEsQDIQwsEAlIbnxOov78fWVlZGDdunHS5ev/999HR0QHTNPHXv/5VrstJb7fbhRVEKIbXyMjIQHV1NdxuN0aMGIEVK1YgFAqJBcBjgNTaIVwUWVlZ6O7uRigUEmurv78f11xzjcQvli9fjoGBAcycORNPPPEE1qxZ8+W9uH8ymT9/Pg477DDU1dUBAI444ggkEgn89Kc/lexWZnmbpgmfz4elS5di4sSJaG9vxwUXXICCggJs2rQJhmFg1KhR8Pl8EpR75ZVXcOGFF+LEE0/EH/7wB2zZskXgiczMTLz00kswjGS/hsLCQpnXjM9ojxEYyu1gf2UrFKIhH23Ncv7zuHg8jmHDhon3TKOIPyORiNCsmQhJaEXj61SgbKGam5ubUh2U49DKWNMXrYwZTbXUsGq6oKr2PtjMPB0Gb4V9rFY/x6LjADpWoe/B6glYz8m/tVg3q3RMHm0kApD7YZvM3bt3Y9u2bQiFQrDb7cjOzhY9YbPZxDP8olm+hwTPPyMjw2QwVE8IbeFT8dM6GTduHMaMGSMPOTMzU5Q8yxCzEih3zUgkgt7eXtnVDcMQJk1/fz96enqkLj6xN47BGnxiBJ7Wmt4UTjjhBASDQYF2nn32WSlfcbCIPycCXy53fU6USCSC+fPnS8D7vffeQ1NTE84777yvefqfQn7/+9+jr68PL7/8Mrq7uzFp0iTs3bsXJSUlmD17NpYsWYIxY8YIYyczMxPNzc3IycnBueeei4aGBgmGspEOFyrLf2RnZ2P79u3iBdKtNwwDy5YtEytv+PDhKXz4QCAgip9CJRGLxaTMNxWxFY4BUmvaaCZINBpFRUUF5s+fj/vuu08499Ycgv7+/hTGGEkL6WCPkpISuN1uKWvB/6dC1waaFa4BICw1/hscHER+fj5GjBgheSz8Dq/LOkMMhGp+v85gtq5TACmQFJNEs7KyJA7Bja6/v1/KKPh8PuTl5aXQY62sJb2GrdZ7uqAzz6GNXI7Z7Xajr68P9fX12LBhA9atWyfn0rlG9Og49j179nxunv8hofydTqepSw9TqAgHBwelJv6ZZ56Jnp4eRCIRCeTSomlvb5f0clr9rJAYj8eRnZ2NcDiMlpYW4S8DQ1ipFeOj0DoAIFaR7ilaUFCAs846C7m5uWhsbERhYSFmzZqFM888U3oJ6Empr8PfuXg1rgokN7XvfOc7MkHfeustDAwM4Fvf+tbX7J1PIRdddBFWrFiBoqIi1NTU4Morr0QoFMKTTz6Jjo4O5ObmYmBgAMcdd5w8940bNwockp+fj4KCApSWlmL16tU4+eSTsWnTJvT29iISicAwDFTv5/lzYybkGI1G4XQ68fLLL4s3yLLMnF8dHR0oKChICcpqJpfT6ZR5qi1qYIjZwrnCAKImQbhcLixYsADPPPOM1IQhRm+zJZMReR80eoLBYEoOC4UQpsfjQVlZWQpMavVa9fzWY+YGpRk/AFBZWYnKykrxlPgdrmUGrmmgWZWrlnSBXb4T3aua5yclmwQPm80Gv99/gPLXXku6QLA+Jp3HwHdoZWQxMXTXrl1Ys2YNNm7ciN7eXoHb6Ilqi5/Ptq2t7Z87yQtIfTh80Qy6XnTRRYhGo2hvb0dbW5uwgei6Dg4OoqWlRSyyjo4OUcykaXJiE/djcSd+TtGLkC+Qyj8rK0sKsvl8Plx44YUoKCgQC/GEE05AJBLBtddei4cfflgCwNygrAEvbjgul0sgI23xff/730csFkMoFMKrr76KaDSKiy++GFdddRVefvnlL+vV/FNLfn4+Ro8ejc7OTlx88cUwDAOPPPIIenp6MHnyZNTX12PixIli8TU2NiIrKws9PT3o7OzEwMAAGhoaMHz4cPj9frz66qtS8ZIJe6yxT6VGJdvT04N169ZJQ6Hq/bkkVB7t7e0pzB1i9FopEV60wg06sAskFR6hHiqreDyOOXPm4KmnnpL5pr1czkkSD0iEoOUNIMX6J5bP5EtudHrT0UreyraxjtM0TSmkSChJrz+rtcxrWdk6PJe+hjVmwJ9WVpBW1NbN5OM2mIMJ79tKOeWz4MbM0tZOpxM9PT1obm7G5s2bsW7dOgQCAaGws5c5STEsFslrMcH188gho/zdbje8Xi/a29sRiURw6qmnwufzIZFItg/MyMhAXl6eYH60XOgF0Kpvbm4+oJY9MBRp15APhS+Hk7igoEDwtvz8fIRCIbEEWM2xpaUFPp8PgUAA559/Pn7961/jvvvuE3zXem1OeiueyZaItMaYFMbAUG1tLfbt24dZs2bhqquuwttvv/2PewlfMTnttNOwa9cuzJ8/H0VFRVi2bBkikQjGjh0rlVzHjx+P0047Da+88gq2bNmC7OxsZGdnIxAICO/9iCOOQENDgxTkKy8vh9frFeYVFT8rLiYSCTQ3N2Pr1q1ScG348OEpcEZbW5swbtLhw2zBqPF24EBGD79nPc7hcCAvLw/19fUpsGU0GpUSKISxWlpaZH7S6NKQDFlyLpcLY8eOTYFYueHpe7CuLeuc15sZkzdzc3NTFL/VwqblrmMC2tq2KnN9Do2PawjFCs8cTMlboZtPEo6bz53X53m8Xq88Y+Y2vf/++1i1ahX6+vqQn58vRrDD4RD4ms/K7/cLs3Ht2rWfakzp5JBR/oFAAB6PB9/73vdkkdBF0tYI8Uq6Pk6nE3v27MG7774r6c/a0uZD1BOJmGlmZqa4U/39/SgqKpJuX7W1tZgwYQJ2796N0aNH45hjjkEkEkFVVRVisWSzk1gshp///Od44IEHZEPJzMw8IAGF47a6wwy4maaJjo4OXHfddeKCbt++Hbt27cKsWbPwhz/8Ac8+++yX9zK+ItLf3w+Px4M///nPGDZsmEAvW7ZswTHHHINJkybB4/Hg9ddfx/r16zF8+HCZIzU1NdLvYd++fejs7ERNTY2032QCHRc152Q8HsfGjRslf8QwkvRPKgCHw5Gi+IGh2JbG37Xip3CjoBWujRatfBknuOyyy/DUU08BgFSKZe0ajoVJREAS0iTcQCFNk8YZy5Lz3jSlk/i0FTLluPg375ewbk5Ojmw0GibS5yH8QW8DOJCHnw5u0UJ9Yi1FoTcTreit3lY6uOdgor18vdkxFkTkIhKJIBAIoL29HfF4XCoAkNXj8XiQk5ODrKws6drHd2I1Mj+rHBLKPy8vD/PnzwcwlGk4MDAgWY7E9kOhkNRE37RpE5qbmyX7l24SC5qRJaSbUJB+SUyPrIuBgQEUFhbC4XAId7+srAwnn3wyPvzwQ8k2zs7OFmx4ypQpKCsrk/MCQ7EB7SZzAgwODh7gmhqGgY6ODlx99dUwzWQbyd27d2PLli2YPXs2uru7cdVVV33Zr+MrJYZhSHctu92O2tpaDB8+HBdccAFaWlrw4x//GJMmTcKIESPEGIhEInjvvfcwfvx4zJw5E7W1tRg7diwAiMLXtMGBgQGxSFesWCHMDYcj2UVOJ+gFAgGUlJQcwNSgQdDd3S1tRSm0VK0Zs/ye1QPIzMzED37wAyxdulRiZvRQ2KuaXibXG0kFVvojE5IAYNiwYSmwlYZlOEYqXx2PoNLTHgDHzzXIZ6uD3pqRw01Nxwt0TMEK36RT3lT+OlCuoV09Ts4XvZ4/y5zT3hg/47NlomdfXx+ampqwc+dO9Pf3S1kLDevogL6OBenYyOeVQ0L5AxAeNAMvWVlZKC4uRkdHB7Zv3454PI61a9eKK56bm4uqqiq0tbXJpGNSFl1vXWr5hBNOwM6dO1FWVobu7m4cddRRCIVCGDVqFEwzWebY7/cjMzMTtbW1iMViaGlpwfjx41FbW4vJkydLTZTc3FwMGzbsgHuw8o05CUnl0lhje3s7rrnmGgDJl9nU1IQ33ngDl19+Oerr67/m6X9Beeihh6SLFuvD79ixAzt27MDChQuFMjt9+nSJ+2hWmcPhwIQJE9DY2Jii6KjsE4mEWPu0Rl955RUAkHlIVg+/FwgEUogCFM7dcDiM8vJyOZ4Lnoqf80orRa38qaCOOuoovPHGG0J6CAaDcLvd6O7uTvFW+vv7JS7FOQqkwhuME5SVlQFIbU7C46kk+bn+Pseox0pFTmvf5XIJjGsVDXfxe0BqTwIr7VXfg4Z0NHNQU2P1ZmIlYVD0vVk9i3QeiEYgtLBeUmtrK5qamhAIBNDY2ChJdbT86U0yCM3y9JzPfCZfRA4J5W8YhmTyMqixY8cONDQ0oLa2Vm6YkAu7Z+myxXSRJk+ejPb2duzbtw/Dhw8Xvn4sFsOll16K+vp6lJSUwOfzoaSkJCWC/u6772LUqFGYMGGCWBlVVVWorq7Gd7/73ZQeA1bR/Gbek8ZOOelDoRCuuOIKAMkNb/369aitrcUPf/hDrF69Wjygr+WLybZt25Cfn5+iGAcHB7Fo0SIsXrwYCxYswIQJEyRDlcG3aDSKDRs24KKLLkqh1hmGIYYJMKQsyYr561//CsMwpJ9zQUFBCquHHqtOPNRxpr6+PhQXF6coKY7bamHzc3qXWsEUFhZi6tSpeOaZZxAKhQTi6e7ulsqz/D69Y20lWzclp9MJv9+P/Px8hMPhlDIQtPC1WJWutqityn1gYAButxuJREJYNunOxXdHeqvG+vVP/m6Favh5OqWuNyY9Tu1RpIOR9Kaiv2PNvtV5SgxYt7W1YePGjdi5c6cYCiSj6M2LEDeZZTZbsoqBLsfxReSQUP4AJLNv6dKlgmcZhoGysjL09/fLbsnJRt78iBEjcOyxx+L999+XyT1hwgScfPLJME0TTU1NGDt2rLRyHDt2LEpLS4Vhs2vXLhhGMvHm5Zdfxg033IDCwkI4nU5s3LgR3/nOd5CdnS0WklU0P5+BsZ6enhQc1+FwoKWlRaiZsVgMb775JkzTxDe+8Q189NFHX8M7f0dhEl9+fj5WrVqFCRMmwO/346c//Snuv/9+LFiwQDqwcbG63W488sgj8Hq9mDlzpihpKg0N7UQikRQP4Pnnn5dcD/LfSTCw2Wzo6upCcXGxYOOasWKzJYsPFhUVpSgiK1USgJACaFEy6Ack4Zn8/Hxcc801uPvuu2WjYo4LO8v19/dLGQcNL2i6Jj9jJdmqqirJwjVN84AmK+mUkBV715sEr5OZmYnCwsKUYKj+Lq1ta6DXSpXWsTR9DmsgXcM+/NyqxHWwluexit4QrJsR4RzmCXF83KQ7OjrQ1dWF7u5u6X+QSCSE/aNjH9a4pX6mGm7+vHJIKP/Ozk489NBDACAdapjByv64hmGgqKgIo0aNwuGHH47q6mqsWLFCsnFZbRMAuru70dvbi7KyMqmWyMqLhmEgPz8fa9asQSgUwrZt2zB37ly0trbigQcegM1mw3nnnSe7MTcZjV8CqdYGN4ZwOJwSDIvFYujq6hKlPzg4iNdeew2maeKcc87Bf/7nf+Jvf/vbl/OQ/4Vk1qxZKCsrw65du1BdXQ2bzYYtW7bAMAzcdNNNaGpqwquvvoqsrCyUlpbi3nvvlcV0+umnCwuGi62/v18sfZbCJob+/PPPS6MTv9+PkpISwWPtdju6urqkcBvZNFr5DAwMHFDYDUiFIPi3tiq118Cs23nz5uH2228XKIrZ5Lwmx0BlRB65VnjaowCSpa6BA3MMgKGyLLwXKjp9Tr1erBY5PbN0DB5+n5ushqWsouMCWjSGTy+Fx2omjv6uVthWWCidB8C1boXK+FOzpSKRCNrb2yVB0+VyIScnR/oMcHzE9AlFulwueR/sBZ6VlSW66fPKIaH8aXkzy47ukd1ul2DckUceKYXLfD6ftMHj4goGg8jMzERFRQWKioqQm5uLjo4OeL1eycbcuHEjcnJyYJom/v3f/x33338//H4/CgsLUVxcjBkzZqCsrEwKL2lrgpNBB92Aobo7erLb7XY0NTXhuuuuEzz4ueeeg2EY+M53voMbbrjha57+P1BqamqkfHJPTw+OOeYYFBQUoLe3Fw8//DBMM5mdvXTpUlHIM2fOlNwPXS+K8zEajUo5EAZQX3rpJVRWVqKrq0uSnnSgr729HYWFhSlKWitZzvuDBRNp7em6VjwHYURe66ijjsILL7yASCQiUBRb/gGpVroOHBJr1ywdXre6ulrKi1sZc8TM9fmtAU6twHkPtJoJj+lNTMM8PK9uWG7NwdHXoVhJFZqEoRU+/9bwDsUKDWlJBzXpa+vrAhBGjmEkkwB3796Njo4OiReZpikUYn3fVPbMrdCsKUKPXwnMX7tK8XgcF198MSorKzFy5EiEQiE0NjZKA42amho0NTUhJycHxx13nEzwUaNGITs7O6WEs8vlkg5cJSUl+M1vfoPDDjsMlZWVuO2221BdXY2amhp84xvfgM/nk/632uXUY9S7vMfjQSgUkvr/3Kw6Ojrwox/9SFzpP//5zwCAuXPnYv78+Vi2bNn/1WP+l5Dp06cDSNZZOuWUUxCLxVBXVwe73S40xeeff17gDyDZqF1TEDV1kZBDJBIRCzUWi+H1119HdXW1NGvJzc0Viw0AQqGQKH6KFZ5gso+VGQIMKSBakVrJaUVtt9tRUlKC8ePH49FHHxUoigpTW/F6DlspjsAQldQwDJSUlKCsrEwsUA2LaGtfkxv0uXgP1iA1P/N6vdLykqIDqtw0NIU2HZRjVfb6nx4jvRR9fi16U2PZdyscZT2WYvUM+Lwo/f396OrqQl1dHerq6tDb2yveWywWk0KT9Mr08yJrTJf3YLfAz8JASiefSvkbhuEDsATA4QBMAD8EsB3AkwCqAdQD+K5pmgEj+WR+B+BMABEAc03T3PBJ15g/fz5OPPFEAMkXsHXrVqxduxbjxo1DaWmpuH1HHnmkNDNgeVTDSDZKCQaD0tC9tLQUpaWl6OjowJw5c/DMM89g4cKFkq4/evRonHfeecjOzkZBQYFYgOkmBjCUGZiRkYFwOHyAm97T04P58+eL0n/kkUcAAFdccQXmzZv3dcG1L0lmzJiBFStWYNasWTDNZP6Ex+PBSy+9JKUL7PahEt3nnnuuKD1WTyRLjAqfsA+V0fLly1FaWir9kzV2CyTnQl5eXkoA1cpKGRgYEMonlRM3AMIxWvEDkAqwmp1SUFCAyy+/HLfccgvsdrvUhOL81E2+dZDZOs/1Mxg9ejSys7NFUaZjAVmhDqtQAeuAOT93uVxSFI6kCKvSJtavA7G8LjcgDWlZr6v/5jPV9br0z4MFTjWLUN+3FdLS1+H/RaNRtLa2or29XX6vr69HJBKR8dMbjEQikmGunxXfBz0Dp9OZ4r2kK8HxWeTTWv6/A/CyaZrfMQzDCcAD4P8D8Lppmr82DGMhgIUAbgJwBoDR+/9NBrB4/8+DSkVFhSRUNTc3o7y8HJWVlRg1apQ8fNa8bm1tRTgcRk5ODgoLC4Ui19LSgszMTNTU1CAWi+Hhhx/G8uXL8eSTT2LJkiXw+/3w+/14/fXXcf/990sZZU0lSxc44ounpc/JCiRfTmdnJ370ox+JdbJkyRJUVlaK0p83b96nfMRfy99Dnn76acydO1es35UrV0qjICp2WqoXXXSRWGCkGTscDtncmRBFIkE8Hsfy5csxYcIE7NixA8XFxWLlUaH29fWllGwAUhuuAEklzkBnPB4Xw4NzL53iZw8HfhaPx5GTk4NzzjkHN954o5Qm13VfdECQ5yEOzUJi3BwYQC4sLBRKISFLPRYN0RxM+Vs9GW2x04hiFVENZ1jjA9ZArL4XvSloxhK/qz0SKlGt/PV19fPR49ceDn9qRMC6KfHcDQ0NaGtrw759+8RIZeCdbEbONX09vZnp5xGNRuF2u+F2u4Xqrj23zyufqPwNw/ACmAZg7v6BDgAYMAzjXACn7D/sIQBvIqn8zwWw1EyOfI1hGD7DMEpN02w+2DXoXo0ePRo1NTUpTQqY8LVv3z6hN1VUVAAY4v5WVlZicHAQtbW1uOKKK5CXl4c77rgDZ511Fnw+H/x+P773ve/JhNC1fNR9AkhNHDEMQ7p6Ed6hBINBXH311aIk7r77bhQUFODaa6/FvHnz8NJLL33So/1a/s5y3XXXYeTIkejv75dmLKxhwwAn3yGL5VEIb4RCIUmAYgyK8/PNN9/E5MmTsXHjRpSWlgpkQyXOkuA6A9UKa8TjcVH8AA6w5LUxAgyVddZj57mnTZuGF198USrXMuuYcBYtS41hx+NxKUOtMW+bzYZhw4ZJGQddCgVIVY5amWulZw2a6uP0/eTm5krbUt6zFfayXk8reG15HwyW4Tn5/Bks54bzcUHcT4KRrN/RMQR6bTt37sS+fftk3jFRjhsSi7VRH1mfF6+VSCQEumYLWp3j8EXk01j+IwC0A3jQMIwjAbwH4DoAxVTopmk2G4ZRtP/4cgB71ff37f/soMqf9SqKiooEy2KGLxtIjBw5EolEsqQrmTg2mw2BQAAvv/wyHn74Ydx+++1YunQpAoGAeA3nn3++0KjSUaOs9C5tQZBjq1281tZWXH/99bLYN2zYgM2bN+Omm27CFVdcgXffffdTPNKv5R8h1dXVeOCBBwBAIBC9KE3TRElJCaZNmyYBXRoQdrtdlCfLGzPQa5om3n77bRx55JF4//33UVlZKTRLKlfWl+K1rYuTm4TVK9BWqo4daTqjlUtvmiaGDx+OrKwsBINBRKNRuVfN5uGmwZ+JRLL1qbUZOwCUlpbC7XYL9qyhHm1lc+zWIKrVa9b3o8edkZGB3NxcsXZ1iYt0P4GPT9xKp6i1Zc5xkt6qLWv9/K3fTSfcvK1i3QizsrLgdDrR19eH8vJyiWWyxEY4HJb/5/f4zvW9WIX6kJvYF5VPo/wdACYC+JFpmmsNw/gdkhDPwSSdL3jAnRiGMQ/APADCga6rqxM3nOUU3G436urq0NraKin2TqcTL774IhYtWoScnBw89NBDmDhxIiKRCI466ijYbDacfPLJKCkpkbIPQGptDj2JdeMLwzAO4DEbhoHm5mb8+Mc/BpB0wVesWIHdu3fjqquuwsMPPyyJW1/L/53cc889YmkxPV+/b5bkiEajKVmpmsLJevGmaQr88+abb2L69Ol45513pKSHrj/V29srJYJ1MFYrG8I0Ohho5fJrhaTZNNaFnpeXh3PPPRe33HILAEhlTM5lXbsGgLCYCBmwDyyP9Xq9Uto6JycnJRHMmqWaLo6h70XDQVYKJUtP6BLVH0fftNvtQpvV5/04q12Lfs66BIs2Bg42Vv60ehkH8zT0d8hkAiCtGK1oA7t58Xla6aXpngXngxWO+7zyaZT/PgD7TNNk+binkFT+rYRzDMMoBdCmjq9U368A0GQ9qWma9wK4FwBqampMu90ugbOSkhJ0d3cjEAiguLgYEyZMAACsWLECjY2NePzxx+FwOPDoo49K8sqYMWNgt9tx1llnITs7W6AhbdlbA1acBDabLaXbFxeezWZDY2OjKP1YLIYXX3wRTU1NWLBgAfr6+r7OyD1E5LDDDhNMF0CKl5eZmYlvf/vbAjMwk5eLubu7G6ZpSq0bcsvj8TjefvttnHTSSXj33XdRUlIi/H9KMBiU2JEVm9ZlGRi005Z+up9USqZpSoAXGLJQc3NzccEFF+AXv/jFAcYMGSF2uz3FQuTcp0dNz8DhcMDv98Pj8aTARRrb57n5fU0LtQZh+U/DTPzJ7+Xk5EjxQ2u9K+t3dOmMg8Ei+nirR0XRNFOK9V3xGD2HPi6u8XGis3DJ7MnMzEzZKLVO0kFn7YVob4TH6Pv4h8M+pmm2GIax1zCMMaZpbgdwKoCP9v+7FMCv9//86/6v/A3ANYZhPIFkoDf0cXg/AKmPT/qd0+lEbm4usrKyJEI+b9485Ofn4/rrr8fixYsRi8VQUVEBwzDQ2tqKCy+8EA6HA7m5uSkPhbinxi71jkkrSB/rdrvR2toq1vzg4CCefvpphEIhLFiwANFoFJdffvmneb5fy5ckhDCo7PiOMzIycMYZZ6RgrKRj0g0Hks20rZzylStX4uSTT8Y777yDoqKiA2iZXV1d8Pv9KXANlSQXLNt10jOwBn+1AtX1e5hRq8XlcuGUU07BPffcg1gsJsFaK2ddxzg4Dq4BQi+GYaCyslKOp1WejksPDFn8VJLpAp3pYBceAyRJE16vV2Ayxlw0xVMrN13Bk+fT8RT98+O8Ag1v8fz0bnSBPmCo9wY3Tn0P6TYe64ZjmqZ4niyWx+/T66Mi179rSedlMH6h3/MXlU/L9vkRgEeNJNOnFsAPANgA/NkwjMsA7AFwwf5jX0SS5rkLSarnDz7NBXR7ucHBQaxduxYffvghli9fjlgshhdeeAHBYBDd3d2oqqqC3W7H4sWL8dZbb4klY305ekLpndMwjBTmB5CcFGzMfd555wFIbgyPP/44AODqq69GY2MjLrvssk/5yL6WL1O4sAjnxOPJzm2nn366HMP5BQwpflLt4vG4lHAgrDdhwgS8/fbbqK6uTjmvYRgIBoMpiptiNE0AACAASURBVJ/C4DCVCJkzH8fOoJKm0jlY4G/48OFSKsTpdKYw1NKdk2JV1ADg9/tTxsRyKryeNeCqr8FnmC5JyhqI1Vg2N0EG0vU50ylRUj2t95cOLrNa0XyGjPWl8/q56fGnlTZ6MI/C6g1wvNz4WYM/MzNTCrbpLGvOD75Xa9a3Vfnre+Mxf48N4FMpf9M0NwFI1yrs1DTHmgCu/iyDME0Tbrcby5Ytw8iRIzFjxgyMGTMGZ511Fv74xz8iHA5j165dmDRpEhKJBGbMmIHy8vIUhc5JbA1UaauemZsay2R8oaSkBMcee6y4xvfddx88Hg/mzZuHrVu34oc//OFnuaWv5UuUiRMnAhiyeG22ZAGsc845R2ia9OocjmQnK/LhdWB3YGAAkUgEa9euxQknnIB33nlHqrcSgrDZbAgGg1IQTgc+deEx4tnM+tXQDpDayJtWuWb+UDlwwefn5+Oss87CDTfcIJi5jmlo0Z4tFQ/PnZ2dLVAPIQa73S7n1ONMZ0zpsfNzioaXrFCr0+mUto/E8fnsrMqTSlJnRGtDjmM4mLF3MBKHHrsVYtL3cjCMX8NaWjQMw385OTnIyclBW1tbyjvXyWr0tHTOEJ9/Ouz/i9byOeB8f9ezfU4ZGBjA/Pnz0dXVhf7+fqxevRrd3d0IhUKIRqMYPnw4Ro4cidNOOw2FhYUpil8/OKubqZseBAIBYWhwceTl5eGYY45BYWEhTDPJ0V6yZAmcTiduvPFGvPnmm19j+v8Eoj069mY4+eSTEY1GxSskr5rMGJbLJVWXVv+qVatw6qmnYvny5SgqKkJWVpYE54Bk3ai8vDxRXlSq1rILLD9CqEIrGavytCb2WBWOy+XC3Llzce2118Lr9cqmcbDvaMNHj8vr9SI/Pz8FTiEcYYVRtFgtYE3bBJCi3A4mbEaiC+RZYwda6VmV/8ECoVq0Ja2ZUlYc/2Dn0cYkz6d1itULSWeZ8zs5OTnIy8vD7t27UzKF9fdJq2UQlx4Vx6GLAHLT0ZvlF5VDQvm3trbiuOOOw3/913+hr6/v/2/v2oPjqs7776y02qfeLwtbRsY2jQ3hVVGoVGNCCCZMa/cBTEgnYSiZ0BkYnOLiBjzGgXETaMMjpA6Ekgx1J3UyhWQgQzLE1ATIxOFlbGJwYsDmZRtkW1pJu3qvTv+493f03eN7ZUmWtLJ9fzMa7d69u/e75977+77zvQ727duHpqYm1NfXIxKJmHTN2trawOmovBDcxkrNXC5nHoRIxCkwWb58ublBcrkcHnroIVRUVOCWW27Bz3/+89C9cxyB13Z4eBiNjY1oaWkxxEHypbuhq6vLED5dPFwhasuWLbjiiiuwZcsW1NbWmk6dtOa4MhjTQ/kgch8qAq4KZ7t6eP/J1E7gyKwSuT0ajeLiiy/Go48+aixnzm7k/S8tbK59Tbni8bhpXy6JkQQjq4ABHEG2UrmQlKl8/IK+gHcGwWZkXP5RZvnI7/NceAwqRlsOKY/8L61+qaA4XtxPxlvswK/tYiHGQ7Y8dnV1tUnpZAzHz4XFcZIVzZRFJgBIGScDM4L8586di5tuugltbW0mnXPXrl1Yt24diouLTZ6+7TO1A7kcqJKSEuRyOXNxGYxLJBL44he/6OnFvmHDBlRVVWHVqlXYtGlTWJF7nKGurs4QxRlnnIHFixebXvN8SIqKnAU0SPy8N6S1tWXLFixbtgzPPfccKisrTYowy+4HBgZMxoascrULuvyIXxKb/J6dqicDn7yfTz/9dEQiEbz//vueNEXp05ZtISTp9ff3Ix6Po6GhAclk0oyLJJJYLOYrBwDTY166cOS4UsnYrhXpGqHMqVTKk25pzyZ4LpK8ZcCVsBWm/Fy6XeRYyz+ZYSQVu5TFdinZ11Bus91bfM81x2fNmoW3337b1CtRGdFYoeeC15suSKmc+R1ymT0WE8WMIP/+/n40NjZCKYV169Zh9+7dAGCmRIA384Ckz5uWNxUDtoyw09IqLi7Gddddh97eXlOy//3vfx/pdBq33347HnjgAdx447jCFCFmCJh3f9VVV3nWeJX+UZnJwweL7oehoSFs3rwZy5Ytw4svvoiqqiqUlZWZLJBIJIJcLodUKmWsRt53JCg+kFwUXt6rNoGRKOS9KxcykYqloqICn/nMZ7B27VqTaUQrVga3JQYHB1FSUmIIlsugsmqZgV1a5DLpQcptW/VyhiH977bLQ36f6aN2TGFgYMAE6G3XCceAsyv7M0nUdlYft0nyJ4HaRMlUU15nWQ0cZP0HbbOhtZNRVV1djYaGBnz00UcmoYBZQFQAPCfZwI1Kl/KRx2hgSOPgWDAjyD+VSpkmawBMRZys/pOpUTxpPkDpdBqHDx/2PESRiFPVt2zZMpSWlhoCeOyxxxCNRnHrrbfizjvvDC394xyxWAzLly83Ofp2JbdcyYodL1nT0d/fj2effRZLlizBCy+8gLq6Ok+uOwBjPctArLS0aYj09vaatSMImWYsXT3ytyiznEUAzjNw9dVXm9kvjydJ2VYytjuDrw8ePIiamhrE43Gk02mT68+1e/18yHZwWlq5Mmjq54KRMgEjbY3ZIE8qGypTO01WBoHl9ZCzA9sf73cOfla8HcyVioTK1VYAtpILsrrlta2oqMD8+fPx/vvvY//+/SbDSVrynFFSUVdUVBiDgLNVLh5EhcgxOiEWcN+7dy/OOeccACNl8PbNBnhvAJJ7d3c3MpmMx48ZiUSwYsUKU9HY3d2NjRs3oqSkBDfffDNWrlwZBnJPACxYsADLly8HMNL4TFpHbOjGnvx82JRyUn2ff/55XHzxxdi6dashRz5cvP+YgkxIi5uWG4O7NmRlqrTcGB+gLHbiQklJCS6//HJ873vf8xzfL8MGGCFn/gZrV5RS6OnpMUqvr68P5eXlhmA4HqwO5m9LMpUFUhwXEhghLWaC551IJFBeXm7aZkifvd9Mga4NW6HYvy2vkQ2ONS1s6a6xj23LIOMOds8dP8tf/ibB3+fSsw0NDWhra0Mul0MkEjFubNZxyKQAxlPS6TRKS0tRXl6Ojo4OZDIZcx/z/FllPlHMCPL3u4B+ATDeiCyeoA+TpD80NIQvfelLAGDyt5944gkMDg5i1apVuP7668M2DCcQWGjHrB5gJAed7Rr4wHA1KC7KsnXrVixduhRbt25FRUWFcesAI/djZ2cnKioqPAVAgHcRjaGhId91nWWw0s8ilu4j24I/44wzsG/fPhw+fNjEGGTLBtsyjkajJs1Utq6QpHf48GHjRujq6kJDQwPKysoQjUbN9+VxpOElZxtAcJaNbWWzWDORSHjiK37EH+SHlwgie9sVJHlC1hnY8vsFUe1zGy27xlZIdsBba2fRoLq6OqTTaZNxKNvDMwORRi+vHz0c6XQaJSUlZi3yXC5nvCJ2W/nxYkaQPxGk5eUFZLYAMBJM6uvrw+rVq3H48GEzgE899RS6urpw44034oYbbgizd05A0G8LjFhPVPr01XMfZlx0dHTg1VdfxSWXXILf/va3mDVrloe06F/NZrNmgRZgpBCLiEScSuHKykqPi4SQxG5bngR9+PIhrqurQ0tLC9asWWNiXmzbYLuNSBA8dxkvIBEyzZW/xboGKkQZP5MZOmMlfo6NbCXNfZjbz7EKIm8pL90b9uc2ZKBVykhrXc5QbIvdz4qX5G+7heQ+chYgv2fvy3OJxWKoqKgwK7bJrB8qblnkRyUgM6JKSkrMfUYjV1YPTxQzivxtkPSl1SCnm5lMBmvXrkV7ezsOHjyIfD6Pxx9/HO3t7Vi9ejWy2Wxo6Z+g+MpXvuLJV9faqQjt6uoyD4ZstczVlLZv347W1lY8//zzaGpqMr8nXYaZTAZlZWUe/61tjXLtXdtlQ9CNYWfSSPeMrPxkyuWVV16Jb33rW0gmk2Z/qVzkjJgWJDt6khT4PR6DRJLP501P+K6uLrM8IwOydkBRZjYBwXn8fjOBfD5v1uCQhU1+ZMnj0gKWMzC/AKvMdJIuKjkbkgZjkKsm6L38LT9lZZ9r0DYqtGQyiUQi4VFyjDlRgcturFIBsRUJ+yJxnGjktLe3jyrfaJgx5M9pspy28eaUD10+n0dHRwfWrFmDbDaL9vZ2DAwM4Dvf+Q4qKyuxcuVK9Pf3hxW5JzgaGxs9Dz1XQwJgqndp9edyOXz44YfYs2cPWlpa8PLLL2Pu3LnmIZQzya6uLtN/xi83HHBcS+Xl5QAQOPWWBWCEjGfJXHomNFx22WXYuHGjsQ5J5iQ0qehoMXZ3dxvZ+Zms6uVvMMMmnU4jGo2aArdkMmkaj5GoZeUtidTeLhWBHRim0mNGD8fIduXaJCkVz2iQMx9bocjUbjnO9kwhCEGfBc1apDz2NsrDOge5cA6/Q9c1lT+DwbyGTP2MxWKIxWKorq729CNiZuREMCPIX16UeDyObDZr0p5kMOnjjz/GHXfcgVwuh0wmg4GBATz88MOIx+NYu3YtIpFISPonEXhvsA8/LSVaVcPDw+ju7saOHTuQyWSwdOlS/OY3v8H8+fONm0IG+bLZrIf4bf8tAGM9MyPNj6yk64Xfi0QihoAlifKz5uZmfPDBB9i7d68hbZKs7XohQfT29prApFy0heTHNFOSL9cSkBXHrHeh9c/vccZN5SPHQJ6vnPlIgmRnS850/Hz8PBfb2pfHsYlejpmtWGUevB2zsBWMbdXbx/HD0RSHvR9nNEyp5QI2cgx5r3KbzDaiMSwrf5PJpAkU2+6x8WJGkD/gNH3iVF36wACgra0Nt99+O3K5nEnZe/DBB1FZWYk1a9Ygn8+HXTZPItx6663G8uEqRyR+5keT/F9//XVkMhm0trYa4pdZEnxQM5kMKioqPMQsXR4kkKKiIlNp65eUIH3eklDod/crXmpsbMR5552H9evXHxHP8lvFiz2q2CteWt78LxchlzMJv1RWtrBOp9OmElfGImRgWX5XKjhJzizMTCaTR7hj5LhLmf0UTJC1bisK+T0qdHktpNKwawj8FIH8TpDrJ2iGIo9FDkskEmhsbMSuXbvQ29vrUWBSqdOdI13cdL1RQVCJsDfTsWDGkL9sfcobvq2tDatXrzZrYJL0KyoqsH79euRyOVx33ZiahoY4gcB+/Azi0vdvF8b8+te/xtDQEM4880y8/PLLmDdv3hFN3gDg0KFDqKmp8ViNkqT5AGqtUVNT46kgti1MG3xAZTM2SRxVVVX43Oc+h7vuustM90nWJCq+BkYCz93d3YbI+bskExYKscZB+shlgRjPk+PY19eHdDqN8vJyI59c4xjwNk6UMxJJuJFIxLOalV9AnOBv+OXuBwV65dhKgraPYbuEeL4cE0KeUxD84hBHc1HR9RaLxcwCL1zQnX19eD1l/r/d0oIV5oODgyaZIZ1Om6UhJ4oZQf7ywjHgtmrVKmPB9fX14YEHHkB1dTXuuusu7Nu3z6R0hjj5wGAXLXj69tmzv6+vD5s3b0ZxcTHOP/98bN++HfPmzfP4+OnO+OSTTzBr1iwAIwVcJEc7pZP+Vu5LRUL4+bEBb6BUfl5cXIwlS5bg0Ucf9fimaWFLguZ2ZrfZbg/AG7QmyUk3jO1ikW4vdtqUVjqVo8x3t7NnbCuW5CUXuJGwLWz7Mz8rW7pI7MC7rTRIonawV84Q5KxNys77wm9mY8s/FvcPIYuxeM/QumcmF2dLiUTCt4pbBonp8uNqYRPFjCB/3oCZTAY333yzseb6+vpw//33o7a2FuvXr8fOnTtx7bXXFlrcEAXEbbfdhmw2a0iY6Yp9fX1QSpmqXQD49Kc/jR07duCUU04xLhDZVuHAgQOYM2eOeaBpcZNwAedh7+3tRUNDgyEQzhxkUJj78j+Jxq+vPjF//nzs378fbW1tZj8ZrJSkx89ZtxCPxz0L0PN7nIFwNsSZALOHOAaS0Ogm4udMkU2n0yYGIoPGHB87YE7EYjEkEonA3jnyuDY5+80A+LmfdS9nZZLE7d+24woy+0gGh+0YgS2zn1xBoJJhwLeystK405jjL1uR8NyoqOV7Vv2SFzs7O801nShmBPkPDg7immuuAQDTcfHBBx9EVVUVvvnNb+KFF14IST8EAKd4SyllmvPJytFcLodnnnkGSimcf/75eOutt9DQ0OAhBT60Bw8exOzZsz2VlXJ9XWAkV7uhocHTwI2xADvjxW5RLK1Im2xLS0tx6aWXYt26dcb6s90P0gqnwmElM8lL+rgZrOVMiEqDawfbgWYpD7Nz+F3ZIC6RSACASd3k4jeS/CWxMqPI7lIZBNt1Y8cJ/CzwINiN5vz89jKlVc4Y+N/vmKO5roLA65TNZlFVVYXFixfj4MGD2L17t8lk5DhzpiYXggFGZnNSQQ0PO52I29raRjv80eU7pm9PEurr6zE87JSff/e730VVVRXuvPNOPP3006F7J4QHtGqZ2UFfqFIKr7/+OoqKitDS0oJt27Zh9uzZ5qGRTbS6u7tRX19vlIfMjAHg6aFSU1NjtpNYZYYQf5MEaKc92sSTz+dRXl6OFStW4N577/U0VrOreKWVyOMwJdBufEZ/Mc+VpBKPx41SCyKvSCRi5JDujOHhYXR2diKXyyGdTqOurs4jK11QvBbRaNT0D+K18bt+ttuJskm3U5Dlb8PeJjOZ/CADyHKmwc+k9W8HnW1f/NGUUSQSMQo1FouhqanJFN19/PHHni6rNGjkuSaTSZMkIGeCvP8zmcyoxz8aZgT5Dw8P45577kF9fT3WrVuHTZs2hYHcEEfghhtuMKTCQGVxcTGefvpppFIpJBIJXHDBBdi2bRvmzp17BJGQ+E855RRDkHygpeXNfWUuPx/ioaEhk4JsFz9JxSB9+CTz4WFnhafm5mb84he/QC6XO2KdXkl2cgF3u9LYtoqli0i2C0gmk76tkeW42M3MZLonXWrcr6yszLzmegh0C3GWEI1GzTWS5CbPUV4bBuipnGQQeSxBWPmb8tz8soTkDJDHloV2vHZ2lhe/L+MBtgx+8sViMUPypaWlWLBgARYuXIhMJoOenh4z9owDyDHj9ePYMi7Ase/t7Q089lgwI8i/vb0dGzZswIYNG8I2DCECEYvF0NXVhXw+j87OTmzevBlKKdMNtrGxEa+88orJ6pEPKJVFfX29x1fOB9pOa2SnRZlHL/2ztpUsA8W2xS+t7qamJqRSKezcufMIny2PTQJnIJDkSFK2C8tIXNK3Tl8/yYUdb6WrRlrJ0n3E/1RMsqaAjeBkimlRURFisZjnWvD3gnLReQyem5ytyHO3YccPpNVuz4b8gvHSjWOTv1SAQUrHPq49S7GVTTabNcqXMZOmpibs3bsXH3zwgacJH++3np4eI9vg4KBJv2UfJmaF2YvwjBczgvzz+Xxo6YcYFWzZcOjQIezZswfvvfcetNbGBZJIJPDWW2+ZPH47iJbNZjFnzhyznCMDtnbxFP3izKOWJGm3TuBrkhcXage8Tca01ojH46iurkZzczPuvvtuT1tyWcIvZZbEL49lB1llIRjdJ4ODg6iqqjIWpSR+eQz+DpWcrXykG4nkSp803RJUMKlUypA/A8QSkhwlGVNmqSiosP0UgJ8fX34mCZzHoXVtZwpxPOUM0JbZ71jyvXQX2msHMAlB1m9UVVVh3rx5yGQy6OjowODgoImrcJ+BgQHPglT8LQaD7Wy0iWBGkD9v/hAhgnDVVVdh586dAIB9+/YhkUh4Mnjy+bzJ6uG0mA90LpfD3LlzTYokH3b74SG5ycXNbUtOZuXIhmZsBy0tadmdsaioCEuXLsV9991nFjjxk4GWfTQa9bhwJCnbsw5JLERpaalJZ+UYyc9l4Nq2ZmUshN8HRlxOnH2xZQGtZqZ3ymCwTYT8z+vA85KuOSmjJHqZgRWUQWRn8MhrwtdyhkA5ZQ1EEOxxkq9teXhM3i9UwIDTvO+cc85BNpvFG2+8gc7OTjPblPUU5EUqLrp+eP2PdTGX4BWXQ4SYQXjllVdM0VJ9fb2ZUjO/n8RTUlJiAsCA0wW2trbW9LQHRoiPkAQTVDhD4uB+0ir3ewg5leeDytYStIZlsFPGDNjHRVrq0q3Dc5BFXyUlJZ7fAUZyy2l1+pGabPpGmSSZsWBOzkQ4q5CBdo5HMpk0x5KtL/xcMERQEFoSNmWxr5XtWiP80jzt7B6pQOxZkL2vRNDx/fZhcoIEZ5Fz5sxBc3MzzjrrLLMUKTscSJlZ2MU/xlLsbLOJYEZY/iFCjAbmSRcVFZlMB1aQMvBFi59N3ZhVUV1dDWCkuIavAW+7Zea1k3Tp5ydsS5uupaNZX0opnH322cjn89i6dStSqZSppKVrxY+4pHtHFp9Jd5afK2NoaAjpdNpj+fqBY0RiJmHzPP2CxDJ1kwqAfmi6gCi3bfXLMZQzDKnQ5H6cEYx2Dn7ELwO39n6U3Vb+dnA3SKnIsZMKxnYl8ffkb8hMIbopTzvtNEQiESQSCbz22mtob2/3xJSkMpbrUdh1DBNFSP4hZjwWLlxoUhGz2SwAoLy8HNlsFvF4HLlcDgMDA8hmsx4fcnV19RFuD9tXTvJhVgVJkZYbHzKZ59/T02MCwnxY/XzC0WgU9fX1WLRoEe6++27j6rEVhnSDAPAEPyVRcT/phpHvKXsqlTKZI5KgpEXql+VEJSBdRHb2kTxPuSZtPB432VB27xz5G5IY/frs2LAzhoKsbYLEL33vflZ6UFDXj7iPpnxsyPssiKD7+voQjUaxYMECzJo1C2VlZXjxxRfR1dVlXJZS8bElBMeb99KxICT/EDMezDJRSqG6uho9PT0enzpX4ZIWXk1NjVEC3M/2sVNRpFIpTwtl5qwD3q6VJSUlyGazpno1iPgBmHz8lpYWfPvb3zYuKVmJaxOyba3S+vV7z31tdwhXFeO+ksx4vjy+bWVy7GTWi5RTFn4BMKm2lZWVJthtE7ocHz8fvLT+bYtakrZfBpUfJPEHBW/tgLAfQUs57fMYD0ZTEIwDJJNJnHvuuejv78e2bds8PfqpkEn+/f39RgEcK8bkNFJK/ZNS6k2l1E6l1CalVFwpNU8p9ZJS6m2l1E+UUiXuvjH3/Tvu503HLGWIkxapVMpYllVVVTj11FOhtTbpcCQMLs+Yz+dRW1vrITpCBgz5ntWo7HjJ79B9IYm/p6fHEP9o/tZ83lnIpLW1Fc8++6zJBCJkkFMGXSUBj2ZtUpFJ3/rwsNM9UnbttH3YgNcfbisTv+PawVNJxGwFQcKVLh8/37jtb5djIM/fPl/7vd++cqZCq9iP1OW5B2G08feD9L8fzRfvNyY0ai666CK0traa+5fnOTQ0ZHqc9fX1mZYmE1FGHrmPtoNSajaAmwE0a63PBFAE4AsA7gFwv9Z6IYAOAEzQvx5Ah9Z6AYD73f1ChJgQmpqaTG/4s88+G3v27EEmkzELXHOdWGZL1NfXG186Cc3OaKFPvayszFissVjMkxIJjFhd7KvCWYF8wP0ewFgshk996lPIZDJ48803Pe2RZTWxzKgh/PzltguCn8lALQBTgGXPIuQ+/MyOFdgg8dBVw2PTsmewmzMaWahl/0kZJKHZn9vBYdtNI8dAnpOEX4DZ/izofEeDVFZBvzmaq2c05ce/srIyNDc3o7W1FXV1dZ79mNjQ09OD3t5e04r7WDDWcHExgIRSqhhAEsABAJcAeNz9/L8A/LX7eoX7Hu7nn1XHGpkIcVKjtLQU/f39pkVzPB73VOiyZS6zJqQlba8NQeLnwth0J8nCIlqy/L5UJnImEeRLbmhowKJFi/Dkk096luiTVq5NIkFBTx5HbpdxAJI4g7wyPiCPI9s/87elC0yen3Tf8LUkK1mUVVZWhsrKSjOLkNkqErbrhoRmp3baoKxBpO+nQOQsRlr6R4sB2GNty+8XnLbl9JtZSLlt0ufY8vdLS0tx1llnYdGiRaaqXAbZ+/r60Nvba1rcHwvUWKYOSqmVAP4VQC+AXwFYCeB3rnUPpVQjgF9qrc9USu0EcLnW+iP3s3cBXKC1PmT95lcBfNV9eyaAncd0JtODGgCHjrpXYRHKOHk4HuQMZZw8HA9y2jKeqrWuncgPHTVqoJSqhGPNzwOQAfC/AD7vsyu1iJ+Vf4SG0Vo/AuAR9xivaq2bxyhzwXA8yBnKOHk4HuQMZZw8HA9yTqaMY3H7XApgr9b6oNZ6EMBPAbQAqHDdQAAwB8B+9/VHABpdQYsBlAOY+BLzIUKECBFi0jEW8v8AwIVKqaTru/8sgLcAPAfgSnefawE86b5+yn0P9/Mt+ljD0iFChAgRYlJxVPLXWr8EJ3C7DcDv3e88AuBfANyilHoHQDWAH7hf+QGAanf7LQC+PgY5Hhm/6AXB8SBnKOPk4XiQM5Rx8nA8yDlpMo4p4BsiRIgQIU4shI3dQoQIEeIkRMHJXyl1uVLqj25F8FhcRFMlR6NS6jml1C63mnmlu/0bSql9Sqnt7t8V4ju3uXL/USm1bJrkfE8p9XtXllfdbVVKqc1utfVmN0MLysGDroxvKKXOmyYZ/0SM13alVJdS6muFHkul1A+VUm1uOjK3jXvslFLXuvu/rZSa1MWlA2T8d6XUH1w5fqaUqnC3NymlesV4Piy+86fuffKOex6TWmsTIOe4r+9UPv8BMv5EyPeeUmq7u70gYzkK70z9fRlUhj0df3Cqhd8FcBqAEgA7ACwukCwNAM5zX5cC2A1gMYBvAPhnn/0Xu/LG4KTBvgugaBrkfA9AjbXt3wB83X39dQD3uK+vAPBLOOm3FwJ4qUDX+GMApxZ6LAFcBOA8ADsnOnYAqgDscf9Xuq8rp1jGywAUu6/vETI2yf2s33kZwJ+78v8SwOenYSzHdX2n+vn3k9H6/F4AdxRyLEfhnSm/Lwtt+f8ZgHe01nu01gMAfgynpmDaobU+oLXe5r7uBrALwOxRvrICwI+11v1a670A3oFzPoWArKq2q603age/g5Oe2zDNT6mt8wAAA39JREFUsn0WwLta6/dH2WdaxlJr/QKOTDse79gtA7BZa92ute4AsBnA5VMpo9b6V1pr1vL/Dk5qdSBcOcu01lu1wwwbxXlNmZyjIOj6TunzP5qMrvV+NYBNo/3GVI/lKLwz5fdlocl/NoAPxfuPMDrhTguU04zuXAAvuZtucqdYP+T0C4WTXQP4lVLqNeVUSQNAvdb6AODcTADqCiyjxBfgfcBm0lgC4x+7Qo/pP8Cx/Ih5SqnXlVLPK6WWuNtmu3IR0ynjeK5vIcdyCYBPtNZvi20FHUuLd6b8viw0+Y+pGng6oZRKA3gCwNe01l0AHgIwH8A5cHoa3ctdfb4+HbK3aq3Pg1NlfaNS6qJR9i3o+Cqn0+tyOFXhwMwby9EQJFPBZFVKrQEwBOBH7qYDAOZqrc+Fk1b9P0qpsgLKON7rW8jrfg28RklBx9KHdwJ3DZBn3HIWmvxNNbALWSk87VBKReFcgB9prX8KAFrrT7TWea31MID/xIg7oiCya633u//bAPzMlecTunPc/22FlFHg8wC2aa0/AWbeWLoY79gVRFY3gPeXAP7edT/AdaMcdl+/Bsd/froro3QNTde9Od7rW6ixLAbwtwB+wm2FHEs/3sE03JeFJv9XACxUztoAJXBcBE8VQhDXB/gDALu01veJ7dJH/jcYaUD3FIAvKGf9gnkAFsIJDE2ljCmlVClfwwkE7oS3qtqutv6ymyFwIYBOTiWnCR7raiaNpcB4x+4ZAJcppSpdt8Zl7rYpg1LqcjhFlcu11j1ie61Sqsh9fRqccdvjytmtlLrQva+/LM5rKuUc7/Ut1PN/KYA/aLf5pCt7QcYyiHcwHfflZEWtJ/oHJ3q9G46mXVNAOf4CzjTpDQDb3b8rAPw3nMrmN9yBbxDfWePK/UdMcjZFgIynwcmI2AHgTY4XnArr/wPwtvu/yt2uAGxwZfw9nDUZpms8kwAOAygX2wo6lnAU0QEAg3AspesnMnZw/O7vuH/XTYOM78Dx5/K+fNjd9+/c+2AHnAr8vxK/0wyHfN8F8B9wCzqnWM5xX9+pfP79ZHS3PwbgH619CzKWCOadKb8vwwrfECFChDgJUWi3T4gQIUKEKABC8g8RIkSIkxAh+YcIESLESYiQ/EOECBHiJERI/iFChAhxEiIk/xAhQoQ4CRGSf4gQIUKchAjJP0SIECFOQvw/21MgpYQ45wQAAAAASUVORK5CYII=\n", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Homography Based on Matching points from two images\n", + "H = homography(matches_coords[:,[0,1]], matches_coords[:,[2,3]])\n", + "\n", + "# Create a projective transform based on the homography matrix $H$\n", + "proj_trans = skt.ProjectiveTransform(H)\n", + "\n", + "# Warp the image into image 1's coordinate system\n", + "image_2_transformed = skt.warp(im2, proj_trans)\n", + "\n", + "plt.imshow(image_2_transformed, cmap='gray')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## RANSAC\n", + "Now you have the methods necessary to produce homographies between images, right? Well, almost. As it turns out, the computation of the homography is *highly* sensitive to error, e.g. faulty matches. The following is the result of my code after running the ratio test:\n", + "\n", + "Obviously, most of the matches are correct. However, a few are incorrect, and those incorrect ones are going to have an outsize influence on the computed homography. For example, here's the stitch I get from using all the points in the above image:\n", + "\n", + "We need to come up with some way of eliminating bad matches. Another way of saying this is that we need to remove matches that are *outliers*: a data point that we believe was generated by a different process than the one we're trying to model. Because a homography does in fact capture the change in an image under the assumption of pure rotation, a bad match created by our matching routine is exactly an outlier. \n", + "\n", + "There are quite a few algorithms proposed over the years for identifying and eliminating outliers, but by far the most popular (particularly in computer vision) is called RANdom SAmple Consensus, or RANSAC for short. As the name implies, it is a randomized algorithm, and does not guarantee the optimal solution. However, it works very well in practice and is fast. The idea is as follows: First, take a random subset of data (i.e. a random subset of the matches) of size $n$. Compute a homography based on these $n$ randomly selected matches, which we'll call $H_{maybe}$. Now, for the remaining points not used to fit the model, apply $H_{maybe}$ to the point locations in image 1 to predict their position in image 2.\n", + "$$\n", + "\\begin{bmatrix} x' \\\\ y' \\\\ w' \\end{bmatrix} = H_{maybe} \\begin{bmatrix} u \\\\ v \\\\ 1 \\end{bmatrix}\n", + "$$\n", + "$$ \n", + "u' = x'/w'\n", + "$$\n", + "$$\n", + "v' = y'/w'\n", + "$$\n", + "\n", + "\n", + "\n", + "For each point, compute the distance between this predicted point and the data value: \n", + "$$\n", + "R_i = \\sqrt{(u_i' - u_i)^2 + (v_i' - v_i)^2}.\n", + "$$\n", + "If $R_i inlier_itr_prev and inliers_itr > d:\n", + " uv_prime_keep = uv_prime_test[[temp_inliers], :]\n", + " list_of_inliers = uv_prime_keep \n", + " H_best = H_test\n", + " inlier_itr_prev = inliers_itr\n", + " \n", + " return H_best, list_of_inliers\n", + "\n", + "\n", + "RN_H_best, inliers = RANSAC(200, matches_coords, n=20, r=100, d=4)\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Note that the wikipedia page for RANSAC also has an excellent pseudocode description: https://en.wikipedia.org/wiki/Random_sample_consensus\n", + "\n", + "**Implement RANSAC for the problem of matching keypoints, and apply it to your images. Write a function which returns a robust estimate of the homography matrix between the two images**\n", + "\n", + "## Warping\n", + "With a homography matrix in hand, we can warp image 2 into the coordinate system of image 1. A do-it-yourself implementation of this process takes a bit of doing. In particular, it requires that we create an interpolant of image 2 in its original coordinate system, then for each point in image_1's coordinate system, we apply the inverse of the homography and sample from that location. While not terribly difficult to implement in practice, we will instead simply use a built-in function from scikit-image:" + ] + }, + { + "cell_type": "code", + "execution_count": 292, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[1 0 0]\n", + " [0 1 0]\n", + " [0 0 1]]\n" + ] + }, + { + "ename": "TypeError", + "evalue": "No loop matching the specified signature and casting\nwas found for ufunc true_divide", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 14\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 15\u001b[0m \u001b[0mfirst_im2_im1\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mH_best\u001b[0m \u001b[0;34m@\u001b[0m \u001b[0mfirst_im2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mT\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mT\u001b[0m \u001b[0;31m# Calculate homography and apply to test points in image 1\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 16\u001b[0;31m \u001b[0mfirst_im2_im1\u001b[0m \u001b[0;34m/=\u001b[0m \u001b[0mfirst_im2_im1\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnewaxis\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;31m# to get points in image 2 that can\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 17\u001b[0m \u001b[0mfirst_im2_im1\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfirst_im2_im1\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m/\u001b[0m \u001b[0mfirst_im2_im1\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnewaxis\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;31m# be compared to image 2 known test points\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 18\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mTypeError\u001b[0m: No loop matching the specified signature and casting\nwas found for ufunc true_divide" + ] + } + ], + "source": [ + "import skimage.transform as skt\n", + "H_best = RN_H_best # CHANGE ME!\n", + "print (H_best)\n", + "\n", + "# Create a projective transform based on the homography matrix $H$\n", + "proj_trans = skt.ProjectiveTransform(H_best)\n", + "\n", + "# Warp the image into image 1's coordinate system\n", + "image_2_transformed = skt.warp(im2, proj_trans)\n", + "\n", + "# Get first key point in im2 in terms of im1\n", + "first_im2 = matches_coords[0,[2,3]]\n", + "first_im2 = np.expand_dims(np.append(first_im2, 1), axis=0)\n", + "\n", + "first_im2_im1 = (H_best @ first_im2.T).T # Calculate homography and apply to test points in image 1\n", + "first_im2_im1 /= first_im2_im1[:,2][:,np.newaxis] # to get points in image 2 that can\n", + "first_im2_im1 = first_im2_im1[:,[0,1]] / first_im2_im1[:,2][:,np.newaxis] # be compared to image 2 known test points\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 283, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(image_2_transformed, cmap='gray')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 284, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(im1, cmap='gray')\n", + "plt.show()\n", + "plt.imshow(im2, cmap='gray')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "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": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 5c60bec84271c0685985f2bf51e909cccc4a0352 Mon Sep 17 00:00:00 2001 From: Nicholas Thiros Date: Mon, 25 Feb 2019 16:47:19 -0700 Subject: [PATCH 06/16] added utils --- image_stitching_utils.py | 248 +++++++++++++++++++++++++++++++++++++++ 1 file changed, 248 insertions(+) create mode 100644 image_stitching_utils.py diff --git a/image_stitching_utils.py b/image_stitching_utils.py new file mode 100644 index 0000000..d798e00 --- /dev/null +++ b/image_stitching_utils.py @@ -0,0 +1,248 @@ +# Functions to perform image stitching + +import numpy as np +import matplotlib.pyplot as plt + +#### +#Convolution Integral +#### +def convolve(im,h): + """g = original image + h = kernal""" + + #Kernal Info + hx,hy = np.shape(h) #shape of the kernal + half_h = hx//2 #half of the kernal + + #Add a fictitous border around image + g_pad = np.pad(im, pad_width=half_h, mode='edge') #mode='constant', constant_values=0) + + #Picture Info + gx,gy = np.shape(g_pad) #shape of the image + + # Something to store convolved product + conv = np.zeros((gx-half_h*2,gy-half_h*2)) + + # Perform the Convolution + for i in range(half_h, gx-half_h): + for j in range(half_h, gy-half_h): + # part of picture that matches the kernal + pic = g_pad[i-half_h:i+half_h+1, j-half_h:j+half_h+1] + conv[i-half_h,j-half_h] = np.sum(np.multiply(h,pic)) + return conv + +#### +#Guassian Kernal +#### +def gauss_kernal(j,k,sigma): + '''j and k are the size + sigma is standard devation''' + h = np.ones((j,k)) + half_h = h.shape[0]//2 + for i in range(j): + for z in range(k): + h[i,z] = np.exp(-1*((i-half_h)**2+(z-half_h)**2)/(2*sigma**2)) + h = h/np.sum(h) + return h + +#### +#Harris Response +#### +def harris_response(im, sobel, gauss): + """Takes an image, sobel kernal, and gauss kernal""" + #Convolve with sobel kernal + Iu = convolve(im,sobel) + Iv = convolve(im,sobel.T) + + # Gradients + Iuu = convolve(np.multiply(Iu,Iu), gauss) + 1.e-10 #Add small number to avoid dividing by zero + Ivv = convolve(np.multiply(Iv,Iv), gauss) + 1.e-10 #Also avoid zero division by making larger gaussian kernal size + Iuv = convolve(np.multiply(Iu,Iv), gauss) + 1.e-10 + + # Calculate Harris Repsonse + num = np.multiply(Iuu, Ivv) - np.multiply(Iuv, Iuv) + den = Iuu + Ivv + return np.divide(num,den) + +#### +#Extract Local Maxima +#### +def extract_pts(H): + '''Requires the Harris Response of an Image''' + m,n = H.shape + + # Arrays to store points + maxpts = [] + + # Loop through and compare points + for i in np.arange(m-1): + for j in np.arange(n-1): + pt = H[i,j].astype(float) # this indexing might need to change + + if pt > H[i-1,j-1] and pt > H[i-1,j] and pt > H[i-1,j+1] and\ + pt > H[i,j-1] and pt > H[i,j+1] and\ + pt > H[i+1,j-1] and pt > H[i+1,j] and pt > H[i+1,j+1]: + + maxpts.append([j,i,pt]) + else: + continue + maxpts.sort(key=lambda x: x[2]) #Sort based on harris response - smallest to largest + maxpts.reverse() + return np.array(maxpts) + + +#### +# Non-Maximal Suprresion +#### +def nonmax_suppression(maxpts, n): + '''Takes the outputs of extract_points + n is the number of points to keep''' + trim = maxpts[:n,:] + return trim + +#### +# Adaptive Supression +#### + +def point_distance(x1, y1, x2, y2): + x_diff = (x1 - x2)**2 + y_diff = (y1 - y2)**2 + + dist = np.sqrt(x_diff + y_diff) + + return (dist) + + +def adaptive_supression(maxpts, n): + '''Takes list of max points from either + extract_points or nonmax_suppression + n is the number of points to keep''' + #Coordinates of corners + x, y = maxpts[:,0], maxpts[:,1] + + #Place to store the points + suppressed=[] + + for i in range(len(maxpts)): + # for every point + xi, yi = maxpts[i,0], maxpts[i,1] + Hi = maxpts[i,2] + closest_dist = np.inf + dist = 0 + + for j in range(len(maxpts)): + xj, yj = maxpts[j,0], maxpts[j,1] + Hj = maxpts[j,2] + if 0.9*Hj > Hi: + dist = point_distance(xi, yi, xj, yj) + if dist < closest_dist: + closest_dist = dist + suppressed.append(closest_dist) + + # Sort the points based on distance + xf = x[np.argsort(suppressed)] + xf = xf[(len(x)-n):] + yf = y[np.argsort(suppressed)] + yf = yf[(len(y)-n):] + + return np.column_stack((xf, yf)) + +#### +# Feature Matching +#### + +def descriptor(im, corners, bnd): + '''im = original image + pxls are detected points + bnd is the size of the descriptor square''' + #Shape of the imnage + m,n = np.shape(im) + + #Bounds + bb = bnd//2 + + #Hold Descriptors + des=[] + pix_vals = [] + + for i, j in zip(corners[:,0], corners[:,1]): + i, j = int(i), int(j) + #pixel = im[i-bb : i+bb+1, j-bb : j+bb+1] # WHY! + pixel = im[j-bb : j+bb+1, i-bb : i+bb+1] # WHY! + + if pixel.shape[0]==bnd and pixel.shape[1]==bnd: + des.append(pixel) + pix_vals.append((i,j)) + + return np.asarray(des), np.asarray(pix_vals) + +def dhat(patch): + return (patch - patch.mean()) / np.std(patch) + +def error(dhat1, dhat2): + err = (dhat1 - dhat2)**2 + return np.sum(err) + +# Run this function with output from adaptive_suppression to et +# the patching points between to images +def image_match_ths(im1, im2, corners1, corners2, bnd, r): + '''Find matching points between 2 images + des are the descriptors of each image''' + + dcs1, px1 = descriptor(im1, corners1, bnd=21) + dcs2, px2 = descriptor(im2, corners2, bnd=21) + + match = [] + c1 = [] + c2 = [] + for i in range(len(dcs1)): + err1 = np.inf + err2 = np.inf + d1 = dcs1[i].flatten() + dhat1 = dhat(d1) + + for j in range(len(dcs2)): + d2 = dcs2[j].flatten() + dhat2 = dhat(d2) + ei = error(dhat1, dhat2) + + if ei < err2: + err2=ei + + if err2 Date: Mon, 25 Feb 2019 19:28:33 -0700 Subject: [PATCH 07/16] trex images --- trex1.jpg | Bin 0 -> 1466074 bytes trex2.jpg | Bin 0 -> 1508049 bytes 2 files changed, 0 insertions(+), 0 deletions(-) create mode 100644 trex1.jpg create mode 100644 trex2.jpg diff --git a/trex1.jpg b/trex1.jpg new file mode 100644 index 0000000000000000000000000000000000000000..2b83853b484f325ee97df30821fe458aa67096ed GIT binary patch literal 1466074 zcmeGDcUV(R*9Qtu3JJX#loBKqsY(YEngJvPq;~;PniQo3kP;LFC}IquBgB9~I*0nKi?&r@y9w zs4dBc1Yj@#$j}9Tz2eohN(?&)fW19X2LSK_L6``DLkI=^mBB=RV?GF1!o&dry2GFg zz@!1sZw$aCn9RTU8cg+X9!LUA=XYKKi0?K`_cz8sxF2Q#kbmWc1DNH1@TstWFqq2R z_76sVf_Q;>boAk15atvb6&Z}%xk1^`enXSL?$C?4s92nyrZxb&+ByUyZCxW>eVmSg 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zAl@JF-P#no(_ocHBpBC>bH+i()N@?#jC=v$ZyecupI5SLTV+y;EOy(waknhNaB=8C z9s2WLge&RFkw@j-mySLqSz5WlVW n_)sHI&|WbEsk)aZ^{GGMm%bB!&$ZwF1xx-l(a#U%L$Uwa`*TeO literal 0 HcmV?d00001 From 3b3db464e8eaa56e8e9b145ba108fd279696a597 Mon Sep 17 00:00:00 2001 From: jackroddy Date: Sat, 23 Feb 2019 19:20:56 -0700 Subject: [PATCH 04/16] fixed keypoint matching --- harris_response.py | 169 ------------------------------- project2.py | 243 +++++++++++++++++++++++++++++++++++++++++++++ 2 files changed, 243 insertions(+), 169 deletions(-) delete mode 100644 harris_response.py create mode 100644 project2.py diff --git a/harris_response.py b/harris_response.py deleted file mode 100644 index cbcefe2..0000000 --- a/harris_response.py +++ /dev/null @@ -1,169 +0,0 @@ -import numpy as np -import matplotlib.pyplot as plt -from math import floor, exp, sqrt -from PIL import Image - -I = plt.imread('chessboard.png') - -#I = I.mean(axis=2) # Use this if the image is RGB - -def convolve(g, h, f=0): - (U, V) = g.shape - (j, k) = h.shape - - x = floor(j/2) - y = floor(k/2) - - start_x, start_y, end_x, end_y = (0, 0, 0, 0) - - C = np.zeros((U - (2 * x), V - (2 * y))) - start_x = x - end_x = (U - x) - start_y = y - end_y = (V - y) - - for u in range(start_x, end_x): - for v in range(start_y, end_y): - patch = g[u-x:u+x+1:1,v-y:v+y+1:1] - C[u - 1][v - 1] = apply_kernel(patch, h) - - return (C) - -def apply_kernel(patch, h): - (j, k) = patch.shape - z = 0 - for x in range(j): - for y in range(k): - z+= (patch[x][y] * h[x][y]) - - return(z) - -def generate_gaussian(j, k, sigma): - h = np.zeros((j, k)) - Z = 0 - for x in range(j): - for y in range(k): - val = exp(-((x - j/2)**2 + (y - k/2)**2) / (2 * sigma**2)) - h[x][y] = val - Z += val - - for x in range(j): - for y in range(k): - h[x][y] = Z * h[x][y] - - return (h) - -def harris_response(I): - w = generate_gaussian(3, 3, 2) - - s_u = np.array([[-1, 0, 1], - [-2, 0, 2], - [-1, 0, 1]]) - - s_v = np.array([[-1, -2, -1], - [ 0, 0, 0], - [ 1, 2, 1]]) - - I_u = convolve(I, s_u) - I_v = convolve(I, s_v) - I_uu = convolve(np.multiply(I_u, I_u), w) - I_vv = convolve(np.multiply(I_v, I_v), w) - I_uv = convolve(np.multiply(I_u, I_v), w) - - a = np.multiply(I_uu, I_vv) - b = np.multiply(I_uv, I_uv) - c = np.subtract(a, b) - d = np.add(I_uu, I_vv) - - (X, Y) = d.shape - - for x in range(X): - for y in range(Y): - d[x][y] += 1e-10 - - H = np.divide(c, d) - - return (H) - - -def local_maxima(H, j, k): - X, Y = H.shape - maxima = [] - - for x in range(0, X, j): - for y in range(0, Y, k): - #print("({}, {})\t({}, {})".format(x, x+3, y, y+3)) - patch = H[x:x+3:1, y:y+3:1] - #print(patch) - max_x, max_y = np.unravel_index(patch.argmax(), patch.shape) - max_x += x - max_y += y - - #print("({}, {})".format(max_x, max_y)) - maxima.append([max_x, max_y, H[max_x][max_y]]) - - maxima.sort(key=lambda x: x[2]) # sort by harris response intensity - maxima.reverse() - amt = int(len(maxima) * 0.15) - maxima = maxima[:amt] # take the top n% - - suppressed = adaptive_suppression(maxima) - suppressed.sort(key=lambda x: x[2]) # sort by distance - suppressed.reverse() - amt = 100 - #amt = len(maxima) - #suppressed = maxima - - # take the top n from the adaptive suppression - x = [suppressed[i][0] for i in range(amt)] - y = [suppressed[i][1] for i in range(amt)] - d = [suppressed[i][2] for i in range(amt)] - - for i in d: - print(i) - return ([x, y]) - - -def adaptive_suppression(maxima): - suppressed = [] - cnt = len(maxima) - - for i in range(cnt): - # for every point - (x, y) = (maxima[i][0], maxima[i][1]) - closest_x = x - closest_y = y - closest_dist = float('inf') - dist = 0 - - higher_response = maxima[0:i] # we know that only 0:i have a higher harris response - for point in higher_response: - # for each point that has a higher harris response - (px, py) = (point[0], point[1]) - dist = point_distance(x, y, px, py) - - if dist < closest_dist: - closest_dist = dist - closest_x = px - closest_y = py - - suppressed.append([x, y, closest_dist]) - - return (suppressed) - -def point_distance(x1, y1, x2, y2): - x_diff = (x1 - x2)**2 - y_diff = (y1 - y2)**2 - - dist = sqrt(x_diff + y_diff) - - return (dist) - -H = harris_response(I) - -maxima = local_maxima(H, 3, 3) - - -plt.imshow(I, cmap=plt.cm.gray) -plt.scatter(*maxima) -plt.show() \ No newline at end of file diff --git a/project2.py b/project2.py new file mode 100644 index 0000000..d6edf66 --- /dev/null +++ b/project2.py @@ -0,0 +1,243 @@ +import numpy as np +import matplotlib.pyplot as plt +from math import floor, exp, sqrt +from PIL import Image + +I1 = plt.imread('2.jpg') +I2 = plt.imread('1.jpg') + +I1 = I1.mean(axis=2) # Use this if the image is RGB +I2 = I2.mean(axis=2) + +I = np.concatenate((I1, I2), axis=1) + +def convolve(g, h, f=0): + (V, U) = g.shape + (j, k) = h.shape + + x = floor(j/2) # half of filter x dim + y = floor(k/2) # half of filter y dim + + C = np.zeros((V, U)) # this is where the result of our convolution will go + + padded = np.zeros((V + (2 * y), U + (2 * x))) + padded[y:V+1, x:U+1] = g + g = padded + + for u in range(x, U): + for v in range(y, V): + patch = g[v-y:v+y+1:1, u-x:u+x+1:1] + C[v - 1][u - 1] = apply_kernel(patch, h) + + return (C) + +def apply_kernel(patch, h): + (j, k) = patch.shape + z = 0 + for x in range(j): + for y in range(k): + z+= (patch[x][y] * h[x][y]) + + return(z) + +def generate_gaussian(j, k, sigma): + h = np.zeros((j, k)) + Z = 0 + for x in range(j): + for y in range(k): + val = exp(-((x - j/2)**2 + (y - k/2)**2) / (2 * sigma**2)) + h[x][y] = val + Z += val + + for x in range(j): + for y in range(k): + h[x][y] = Z * h[x][y] + + return (h) + +def harris_response(I): + w = generate_gaussian(3, 3, 2) + + s_u = np.array([[-1, 0, 1], + [-2, 0, 2], + [-1, 0, 1]]) + + s_v = np.array([[-1, -2, -1], + [ 0, 0, 0], + [ 1, 2, 1]]) + + I_u = convolve(I, s_u) + I_v = convolve(I, s_v) + I_uu = convolve(np.multiply(I_u, I_u), w) + I_vv = convolve(np.multiply(I_v, I_v), w) + I_uv = convolve(np.multiply(I_u, I_v), w) + + a = np.multiply(I_uu, I_vv) + b = np.multiply(I_uv, I_uv) + c = np.subtract(a, b) + d = np.add(I_uu, I_vv) + + (X, Y) = d.shape + + for x in range(X): + for y in range(Y): + d[x][y] += 1e-10 + + H = np.divide(c, d) + + return (H) + +def local_maxima(H, j, k): + Y, X = H.shape + maxima = [] + for x in range(0, X, j): + for y in range(0, Y, k): + #print("({}, {})\t({}, {})".format(x, x+3, y, y+3)) + patch = H[y:y+3:1, x:x+3:1] + #print(patch) + max_y, max_x = np.unravel_index(patch.argmax(), patch.shape) + max_x += x + max_y += y + + #print("({}, {})".format(max_x, max_y)) + maxima.append([max_x, max_y, H[max_y][max_x]]) + + maxima.sort(key=lambda x: x[2]) # sort by harris response intensity + maxima.reverse() + amt = int(len(maxima) * 0.15) + maxima = maxima[:amt] # take the top n% + + suppressed = adaptive_suppression(maxima) + suppressed.sort(key=lambda x: x[2]) # sort by distance + suppressed.reverse() + + + suppressed = suppressed[0:100] + return (suppressed) + +def adaptive_suppression(maxima): + suppressed = [] + cnt = len(maxima) + + for i in range(cnt): + # for every point + (x, y) = (maxima[i][0], maxima[i][1]) + closest_x = x + closest_y = y + closest_dist = float('inf') + dist = 0 + + higher_response = maxima[0:i] # we know that only 0:i have a higher harris response + for point in higher_response: + # for each point that has a higher harris response + (px, py) = (point[0], point[1]) + dist = point_distance(x, y, px, py) + + if dist < closest_dist: + closest_dist = dist + closest_x = px + closest_y = py + + suppressed.append([x, y, closest_dist]) + + return (suppressed) + +def point_distance(x1, y1, x2, y2): + x_diff = (x1 - x2)**2 + y_diff = (y1 - y2)**2 + + dist = sqrt(x_diff + y_diff) + + return (dist) + +def match_features(m1, m2, I1, I2, l): + matched = [] + V, U = I1.shape + + l = int(l/2) + + for p1 in m1: + (p1x, p1y) = (p1[0], p1[1]) # coordinates of keypoint in image 1 + + # descriptor 1 pixel boundaries + d1_x1 = p1x - l + d1_x2 = p1x + l + 1 + d1_y1 = p1y - l + d1_y2 = p1y + l + 1 + d1 = I1[d1_y1:d1_y2:1, d1_x1:d1_x2:1] + + if (d1_x1 < 0 or d1_x2 >= U or d1_y1 < 0 or d1_y2 >= V): + # if we are too close to the edge of image 1 + continue + + sum_sq_errors = [] # list of potential matched keypoints in the form [[x, y], (sum_sq_error)] + + for p2 in m2: + (p2x, p2y) = (p2[0], p2[1]) # coordinates of keypoint in image 2 + + # descriptor 2 pixel boundaries + d2_x1 = p2x - l + d2_x2 = p2x + l + 1 + d2_y1 = p2y - l + d2_y2 = p2y + l + 1 + d2 = I2[d2_y1:d2_y2:1, d2_x1:d2_x2:1] + + if (d2_x1 < 0 or d2_x2 >= U or d2_y1 < 0 or d2_y2 >= V): + # if we are too close to the edge of the image 2 + continue + + sum_sq_errors.append([[p2x, p2y], sum_sq_error(d1.flatten(), d2.flatten())]) + + sum_sq_errors.sort(key=lambda x: x[1]) + + matched.append([[p1x, p1y], sum_sq_errors[0][0]]) + + return matched + +def sum_sq_error(p1, p2): + sum = 0 + + for i, j in zip(p1, p2): + sum += (i - j)**2 + + return (sum) + + +H1 = harris_response(I1) +H2 = harris_response(I2) + +m1 = local_maxima(H1, 3, 3) +m2 = local_maxima(H2, 3, 3) + +blah, x_diff = I1.shape + +""" +fx = [] +fy = [] + +for p1, p2 in zip(m1, m2): + fx.append(p1[0]) + fx.append(p2[0] + x_diff) + fy.append(p1[1]) + fy.append(p2[1]) +""" + +matched = match_features(m1, m2, I1, I2, 21) +amt = len(matched) + +x1 = [matched[i][0][0] for i in range(amt)] +y1 = [matched[i][0][1] for i in range(amt)] + +x2 = [matched[i][1][0] + x_diff for i in range(amt)] +y2 = [matched[i][1][1] for i in range(amt)] + +amt = len(matched) + +plt.imshow(I, cmap=plt.cm.gray) + +#plt.scatter(fx, fy) + +for i in range(amt): + plt.plot([x1[i], x2[i]], [y1[i], y2[i]]) + +plt.show(block=True) \ No newline at end of file From 84344119acf238271e1cfcc699da49ea844026b9 Mon Sep 17 00:00:00 2001 From: Nicholas Thiros Date: Mon, 25 Feb 2019 16:44:15 -0700 Subject: [PATCH 05/16] added homography and broken ransac --- homographies_nt.ipynb | 770 ++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 770 insertions(+) create mode 100644 homographies_nt.ipynb diff --git a/homographies_nt.ipynb b/homographies_nt.ipynb new file mode 100644 index 0000000..013b451 --- /dev/null +++ b/homographies_nt.ipynb @@ -0,0 +1,770 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Image Stitching: The final step\n", + "Reading: Szeliski 6.1, 9.1\n", + "\n", + "## Homographies\n", + "\n", + "We have successfully made our way through all the steps of image stitching save one. We have detected keypoints from two images (called image 1 and image 2), generated descriptors, matched them together, and now all we need to do is to determine the way in which we need to move one image (let's call it image 2) such that its pixel intensity information is in *the same coordinate system as image 1*. \n", + "\n", + "As it turns out, under a very specific assumption about the motion of the camera between images, this transformation is a linear operation called a *homography*. To see exactly what this operation does, let's reference the following image:\n", + "\n", + "\n", + "\n", + "In this image, the blue points are *things* out in the real world, perhaps ones that we've identified as corners and come up with descriptors for. We'll assume that we've already solved the problem of correspondence: if we see a corner in both images, we have successfully matched it. These corners reflect light and send out a ray (blue line) which impacts the effective focal plane of the camera. In the figure, these impacts are denoted by an X in a color corresponding to the image whose focal plane was impacted. What we need to do is to determine where corners that impacted the second image would have impacted the focal plane of the first image *if that first image had its sensor synthetically extended*, i.e. what are the coordinates of that black question mark? We can determine this mapping by looking at the points for which we have correspondences.\n", + "\n", + "As it turns out, the transformation from one 2D plane embedded in 3D to another obeys a linear transformation called a *homography*. A homography is a linear transformation that preserves straight lines (and nothing else). It occupies the most expressive position on a continuum that ranges from simple rotation (governed by one parameter), to rotation-translations (which preserve scale and relative orientation and position of points), to affine transformations (which preserve scale and parallelity), to homographies (which only preserve straight lines). We can define it as\n", + "$$\n", + "\\begin{bmatrix} x' \\\\ y' \\\\ w' \\end{bmatrix} = \\begin{bmatrix} h_{11} & h_{12} & h_{13}\\\\\n", + " h_{21} & h_{22} & h_{23}\\\\\n", + " h_{31} & h_{32} & h_{33} \\end{bmatrix} \n", + " \\begin{bmatrix} u \\\\\n", + " v \\\\\n", + " 1 \\end{bmatrix}\n", + "$$ \n", + "Note that this makes use of generalized coordinates: after the transformation, we need to divide: $u' = x'/w'$ and $v' = y'/w'$. What does a homography do? Here is an example of a random homography on the unit square:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 179, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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