{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Adding Fibers data to FEB" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Load main libraries, set paths and adjust plotting theme (optional)" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "hide_input": true }, "outputs": [], "source": [ "from pathlib import Path\n", "import numpy as np\n", "import pyvista as pv\n", "pv.set_jupyter_backend('static')\n", "pv.global_theme.background = 'white'\n", "pv.global_theme.color = \"beige\"\n", "pv.global_theme.show_edges = True\n", "pv.global_theme.window_size = [800, 400]\n", "\n", "STATICS_DIR = Path(\"../../../../_static\")\n", "HEXBEAM_MULTIBLOCK_FILEPATH = STATICS_DIR / \"hex_ellipsoid_multiblock_fibers_case_1.vtm\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load the Mesh" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In this examples, we are simply interested in manipulating the FEB file and not the mesh itself, therefore we will be used pre-defined mesh.\n", "If you wish to create the mesh using python, we recommend using the pyvista or the gmsh and pygmsh libraries. " ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ "MultiBlock (0x2342157fa00)\n", " N Blocks 2\n", " X Bounds -0.380, 0.380\n", " Y Bounds -0.380, 0.380\n", " Z Bounds -0.800, 0.000" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mb = pv.read(HEXBEAM_MULTIBLOCK_FILEPATH)\n", "mb" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Extract each block from the multiblock" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "grid = mb[\"grid\"]\n", "selected_load_surface = mb[\"selected_load_surface\"]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Extract the field data (just to make it easier later on)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "grid_boundary_ids = grid.field_data[\"boundary_ids\"]\n", "load_surface_connectivity = selected_load_surface.field_data[\"load_surface_connectivity\"]\n", "fibers = grid[\"Fibers\"]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot data" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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oAEnJ8UnJ8Zs2rezpHnjiic+3Nbe//7F/vwQC4X8QRGARCP/j2cyyj+akpqUlPnHbtetoIwDYvTN9q1cf66gEMDIyPjDouNjcOTE5uXpZ0eZr11otJgBJd1rPnKtD/1CYMcy+aWl//9CFC/VvvLVv6ZISk8mQnGjZef+NOq0awKEjZwGExMcMBw4IgoiEhNqEBC7IO6vrQipnzmF58Lnn/tTXV1FRI5WqX5ep/h2Fm1E/N3u6Tx8be90myvmdwZcW3tzS7Ox03ZlfzG/SYSo7+8F09OLsHgA6BIoR+HUArwxu+uUSlbvHMzeyGDiIvO/ECg1P/zIry/LU098zi2IoZdcUMBlSeLt2ndVTEpYBREEQ6NHxSA/jtVtXA7jJ6banJ550uurqL1VWVjudrjvuuNEWHxdZricuzrhiWRGAlcsXbxoa/VDCnq1ufH/voRtu2GKLjzWbYwBgdHQbHTMzQWtFiRUPPNRrUdU3tv6i7lJ4kByBQPifBhFYBML/YO61xm78zC3PNnfUN7Q+8d6Rm5JS1v36xQUjDhyob2612x2goFJJV6wo8vt82dnpmngNOmYyJqy4OR5VTWEr1ze0atQqp3Piy//6kCqUCKq/XzfYF+rdtGE5Wjrnj58aHq7qbLr+hjsBfOc735nu6/+5IWnHhGozZsKthncGXCvyCgvzALx35qgOdfOnsxIlhb9WUee/AEUzDK2Y37IZzUsd+ZuWXCOIiLct3iCMYfAtADqgEylFOj7zF7/weDxlZWVf/vKX33v3Nd+g40qL67RqXXrSNEQAq1Yu/sMfXgkGufqG1siRK26+7Fq0WuMX5WWq9RqaYSYmXFXVzQDirbHxYhDf+JcF03btevCld7anJz17/bpnpv21dReH9+0jBw8JhP+hkFOEBML/PNavX5+RnlwmerPiTYWzQT+jYxP7TJYvP/fHBUMPHPh50wWb1Ryymvh8vs7O3kUFabxw+T+uxsan2O/9uL2jTxTEDzzTT5Tk3VDdjLnU7QCAI5ydkl72+vnaO7c9+lToSGHIRnUQsQ9arUqlSak0KpWmVJb5bcVJHWrnpryCzzy/Ysae9SB6VPA1qTnphZrM3CUA9iKtF5IkBM0IAEJH7etxqWtUuvgRSEPtAIZ6zkGEJXkpgLnBbqfd0VWRUngrgNBgAI+jDUBHywV9jDXGZAXwHDJCl96EyR9ceH1uV1PIf6qs+BzHeH3jXu+Ezzt+s9fxO9cogB4AIRPXgQMH+DGW4QGAAoLcBjZ+wUPesuX9kryfVjdfp1IeFYWHs1I8X/kXS6wGQJCbUY1vvPHOjTduk8qkCFkT7Y5D73xw+EL1gnV27bq0d7fJOJOs64xc0Tk0VitVd3X3k0qIBML/OIgFi0D45+PgwfCWzTNJndavX1+4KPuzn7ktwRaH/n4A9cBLez588OZtFEUVA+fay+sbWp8dm3wqzli4KCtlvOtfTUkIznMaZpcd452gMDnpGrA77IOOgD+4LMhtWLc0KdF6/ehExZkaIDzamnrnRZ/gHx2bstuHt2y9+b4fPXWXxlqqsx7tn5MIm9LSLHPjl2AIwBRygRagMOxuXkIygNHuSw5RlofsufZeSHohAcQ6ik6GTAfVXDsg9EAAEAjlnJodPCXKusEswoKQr+eRCYgtYp2JssbMSqsQE5BOIR/wAR1AJoBHKh1VZSkatVWjtgJIwQgq3wGQDNxmyet3OUYffPC3L72UnpV1+OAeo8mgCAZwZ3jOUcfI+G/u3GY2GTb2DXZ09p05WyeTSeOtZlEMFuTnAuLOex/C8DA8AgAweiTqF9/PVsVq6hta7YMj06X5n8tK0ZgknRvWHx4dO3+h5paNaxmGScvITEuwDQ46Pv/5zzU3t1+WWVf+hBAIhH8SiMAiEP752BJRH08UN2/eXFZa8MXH7zfEaENtTFI8L9CDg0OUVhu0WAYGHJ0V541n6xYtyjx63dr6htajxy6oY1Me/ePCqKbt2xuLMoYd4x7PtC0+riAv02o1LfLOpHswmww337ABz+8Ou77eLbn9m/85MjKt1Sa+vKtBH3f94nj85tQVkzm9DcvbqyyiyJ0+fXHFivVRx1AUJYoRJ/4AgAdohBvX5zKDivN+hggxanJTQBBFgaLosNYqKDctKbfEBfbu7SgsWiqVRAnGn+MvQ82Plt57jpc8/vhPXK7B5GTV6KjjrW99K3LkzTfMnGhMSrQmJVo1164dHBoZsDsOHTox7HDGxRm3XjwcFqp1/I6bTccuLFqUec3W8uaLHXvePcJq4um81MT8PF6lVqQnhALhAVitsVZr7MrlxV/9yhdr6y4ePHgo6ifkY26EQCD890MEFoHwP4DvfvvrT3z+XrlUCgD+QKiRl0kBmM1m++DI3g+Oxxh0mWmJ1913Q6i3rCS/rCS/IS4+crXxcWdOVkp8fCw1q00abroG/OW3wbqkwqmnn+4E0mY9gL/8we7Y2Ovi4y+npFqP7n3lcTXnZZm5S1Rq7SVEyVbF8X4AoshTVGR8lUhRtCBEFVgCRVEiFigGq8Xf0wMAcRbf8NC8KCtxgd6av0hUgRVicFAEQFNRXoBOSP5UtrE1hgkePZ5XuDIfEyNMbI8uSadL4nlotYGffOuFPwMApoDzwGYAzzxTmW0NW8dqMQeDvqe+9ujAgKO7uz/yQkkJcXc9eHPo58WFOYsLc1py0/5UU//663sWL16UlJTAsDQCgbnxOqV87YriFcuL//M/vvrtqHdFIBD+mSACi0D452UjTW9PT0xLTVixopi2D6z/9MLE5QcO/Opi5d69B63xCfl56dlZqfAHGjJSwhZpuXNbfUPrby52yGTSfynKKbQqS5PM11FaDPouD1q95lhHJcdxXV39ZUs33PpvPz6qT77PlPDr9opQvzYmhV0ooV5GCiBWMWfS+XgdEqLun6ZkAASBY5hwgWWzBScmaFGMPCsnABKACjPJDA7OvKyGBhfU4xEhUlFMWCIgubLAEgWBAkDTUcLqD0F/CHpXz2API8tHelgvw0g1OlvoZx3wQlLZbRN289NPv1Vdff78UVt8rIRl4XJtddMAoLRijIfciNvWDLz9x/qlhb+oa/H7A3fctuWuOFPqsuLzfv+C1WWyW2+5pr2950Jlw7M/f+G6bRvTpPQdT+5YMObAAbaMPbtlVWdX/86OvtWCsLCbQCD8s0AEFoHwz8gWCbt+3bLnY3SdXX1V1c17fvSbTbkZkZ42r9f/uc/d63a5tRo1AMikMJvmekfHJjpbOve/sf+Li7Leevze3r7B+obWB3a+tWHruuv+9Or8daYOHNCZ0r7zne8cPnzOZNprNC7dViD73pU9gCFEgGEkgnClzFJiSMEIAscw4fatgQGKophoLkIaECMsWMK8l5V04UWiWLAslsDQkOzKAksQRR4AFU1ghQYIQpCm//rr8fXeypLizwQC7htueNRmo/1+77vvvnvo1Z34+ncWjNu164Gdbz0oo3+wZZVGo6pvaL39LwfW6S1p2ekmk37mrlihraM/WaMxm2PWrC7dtGFlR1f/z1/94I6Ii/74J7+7u+ViWlrC83dc89rQ2OaKKpLTgUD4J4QILALhn4tQGPvj65aVleQoLjSajPqlZYsSNm22V9ZFDl5Slr9+0A+pHP7LYezH4hVDQ6MdnX0nTp65cev6lz59i0qpwGx40BJW8crwWNg672+559+Tc0ym7MLCe0MtZnh2lucuOlXXUH4PgJHZ0PL5UBAYRsbzgciuUD9FgaJoQeAjugSApWg6msDiEMrXsMCCFSahLouqqBasoSEawMcILEHgaJqmovsWAYAXOJqWRu0ageQHpTcBeL36vZvz1pdhulKqjo3NDwYRCEyuWHHLmsmO7RGzfn3HtXHczF/Q2tVlZaX5b6qUO198rbx8WXpaoiVGu3Gc3ahJwLgAqKBQIS5ur1FfnGzE9q+FLfXYow9sPT2jfb9g1GdmJn++orp5/Xpy0pBA+KeCCCwC4Z+Iu+66/c47tmXJWQCXBLRoDHm56QC0WpU2K+nDZYU/PFd/4/XrZOfq3xqd+OyRA0JOMj79xbBFjn/zqWmvPy0t4WtPPsKwTKfNzKglvHvGztQ3MFhsjvnIsSz26Lk0yHQIealuTUzUzV+kGqpqKJ+EsFIwX9mWw9A0y/NXsmDxAENRlCBEt69QFB0tTYwQmoX5FixRwLwsWaIoXA7qimLBEgEJAFEUowksEZAIgidaWNjcBmiBDzJMFE0JoAeSHpgFIVgniiJjYeZ5TuVyvcWyONmSipq3AfQArUDafdfrJdPnE6xxceb56+SZTNkFWR2d/X/e/XZZYcG2nz234DLbt/eX5NirG35JUbebDDZb7M9rW55aVriEH9dq1WcKCnvGx6uq6q5bvUItkWxdXJQZEO64/dY333r7CjdFIBD+uyECi0D4b+eVVxbkQAdQXb3+iSfWrC57ePud85svHD+TvWE1w9COkfGmE9W23sFf3rI53mpGUvzmialOg/aj2qZPRSyfmGgNlRaewWzqHxq0WmaisNsa21arza8f7QK2voCPPmabp04BAMf5pdKoLwoRoBhGfmULFgOAphkhItAq3ha0D0hpKtKCFQrAQkSKvgUCCwjO/RppwbJagoNDUlzRgiUAjCDyUQOwAFjjxUE7+L/iIuRDspJholu5QiQDn05Y4nn71PcWlXdPB+LyTfN7pawQAJOVlfzkEw93XeqMnN7e2WvVqn9397UxBh2AtNTE02drO/edUBRlmRNsifHW3olxNiUZFAUgDUhLTfzG1584c7bm6E9/ipKSBWvt2oX77/+YrRIIhKsOEVgEwj8Fj3zuLrMpZn7LwOAAw9DT096Ozv59+w/dsW7lbY8/ONcbY42PKcySlua2Dfd1dvW3tfX8ZWzys2mJaWkJSYkWuFzrbv7Mggs888yvlEJOTtl3vvs6UAZsr0bjx2+pvJw7e1bKcT6pNGouAwofF4Mlzg6QiREWLPsAjRkLlgAEz5xpAnJXrJAlJPD9/SxCzkWIQBCQLAzACiEL2ZmAKBaswaFZ72EUgTUj1ESBu5LAGrRTAATeR1/BggUgziL2dAcYRnKFA4yX+Wm/9MHCbQ89/77Fwnd2DZaW5P6Ln8bTT88fs/+134qUULFpRWdn/4udfT6LaUeKLU3PrFu7FKOjMTEzDz/eGn97SVGNUv+tP71eVlq4YnlJUnJamLhcvrwoMzP5oe/sIAWiCYT/7xCBRSD8U2A2xcAf2HjjAsvWp7Zvf3T/ydTUhH/54naVSl4fMSvIcfUNrc83t//bypJrkqydnf0NDa1v/eg3m5aVrls4sufpp7+EVKAGmLlEE/RNoJvKbpfJ1a1QRKwtABKWlfG8P6ILAE6dosrLRYaR8LwvWv/MFz9NX47BOnNmaHHSa7W9d69YEQeAooRAIKhzP/fIerx5YaL7Yu6ZMypAkDCjqWaHWdyPMeiVGFM8Fh7YPm/9CAuWOGsDgyCECyyLhQ+FZwkCT0XL0RByayIUmE9fSWAJw0MSjg9cyXzVCuVTxbeOxASdRz9ILjAA0OmTvD6cPNm7Z8/BT995nW7h+LPnG46erWQ62tNSE/+wvKi3d/B7p6sfN1nYVSsYk+mMyRS2/hc//5nG5vZ9H578EyvDl74xv+u9139vNOpvvG4N3nnvCpsnEAj/TRCBRSD8f+O765fp6y/9ZWzy1td2+03qGHWkykFOTmpRYXZkO4C+vqHGpvZCn/+F+24InSIsLckrLclL2HqNvTXS5bQY2Db/9wcQD8gXc1I1YiIGY9b+JOW46AKrvDwASBhGys3Gbi+En3URSgSBB4Jnzoz9y5bXTreDpl5ra1zrDSDNfHxZOj5swPpc3L287nxHnYxFlgUWPWgKbcMQeNT3XW/LDJmagoAwOMjFSoZaBsHzXNnSRCAUqXVZYMXHc3b7nMDiwwTW0NCM1UoQo1uwLBZxaAgAeD54pSD30OV43n8lgdUDSQ800/1jnYw0B5q5do02XqONn9x5MiSwpmZzjPGU8MXHPrXhzExGDINe+0KqrWLY/eKv/njH7TckJlrC1h8ZHVm6ZJFaJUfbQPil+wbH3d7x9q6fAbcZ9RaLqbGpfccVboNAIPxDIQKLQPj/wHpg/bplD9xznTY3/Ra/f7Ak9/TgUE/PYORIS6wRANrb1z+6wFaB6uqvfnhqUX6GrfTrXaL48tt777/5WpZlAajVyqzM5GPXrgnuOzEM2/0IfQ3rI9amAUUwGFUeISQjWFbBcVENVDPBUjQt4Xln1AEVFZJVqwSaZgXB7eo9lR5bt+s0bi7FN27Eoy8eZ2m4/ViVha9dB4MKLYMYnoJWgWY7JjxgGZxpR2Ei+sZ6BycdJrUvyVSfIEd2LnTKprRYtA+BwgMiDICIeRYsu31ekvfwIPdZryIgCtFjsIaGZl6JghCQXDHJuwiA5wKRuSfmQXGcn2GjDpiRXI8otDEy8TMri9evLQ0wivPLlgHgOf6t/Ydu37ZJT1F3eINvvvV+eW7Wt59f6PHbtWsvYLGYIgVWb+9gjMWcl5P2te23yWUyAHV63fqKKnK8kED474cILALhv5vNP3zmlps25WSnaWtbAMhlstRE65RBjfSkscfvOXaisq9vyGjUDw6NHNi/P43migpzjeMTkessKkhNTLACoABGowka9KxcDiDIcdW1LYf2nTqETd3wA+Ffw7OIgIq7gsAKeQBZVn4FC9aMjmEYqSBEDghWVJy8fUntWxX3AuJw3yGTBrctQUECBqdwogVxOsTpMOrCRw147RympkM5GYoKE9E/XqeRY10uvrAZVj2+8FL9pkVQydAzgg/qIJdg6yLU9aKhH8sTpECwvT0IcOfPDSfETE9Nu3hBMx1QAoaly6ShZPFze4qPF+32mZ+v4CK8rMB4PkhHdxHyodcmf2UXYWgpjvOxjPzKA/CUl7lOn7Jnf8WZ7/68rrdBYjIB4P2BDdeuh8kMIBH40hc+03jyfOTc5osdl1o6Xv7o8Bal3Goxj41NJiZa1q0pW72qBDIpRkfl9hltV1KSr9WqNz3zzCES5E4g/PdCBBaB8A+jpwfj4wta0tJu3/7p+5942GoxA3in327Q6/Q6LdwuAEGee3/fCS7I3XrLplDmqlsV6pcVGp8v0HCx/e6I5RMTEgCs33QHgPUA/vh6qP3ggQNP79gDPLQd0mT8+sr7CwCqYHQH34wH8EoxWDzPMwwLgGEkEWkagsPtJ7+4ufbFEzBrd2fEwe3D0CR+9AFoCgopFDJ4fIWapPj29l65tFklg0oGUYRGXleSgjwbvEF0OtA0AF8ADIMG791HPxpMj52QMvUuL7pHsD4P63Oxp3pnggG58Yg3QKd4SyYBx2PKi74xTHkBfD7MgjWnrjDjIvy4t58gcFGD3C1WcWgw9AS8DHslgcUDDMdfyYI1QzEmSmLWtmmsRetvysqKO3+hMmzA3vd2sRJ2cWFW5Fy/L2Cxmr5+z/UGrxuAZ9p74ODp9/ed0K5azcqkUquxYssWt9vjdnnMsaaMddAOj916601v//FldC70HcfEIDn5YzZJIBA+MURgEQj/ME6ejEzH8MC9NyoUM4YNKSsJBmfUidPtuXC6ulAm3XztWgDeJfmKC00GvdYWY87KToWGbQy4PzxQIZSX6upaXhscuX7Xy3ycLiZGF5nefcuWnwHXA9gJ7MTtQHtY9NUs4se6CCUAGEbOcdORfXOVbxiGnp+moaJi6Lqi3Y0unGnHQ+ugVeA7e7Ay06YuWJoBH0WBglhdZfcGcgXBkl2QVFnZvHz5YxQ1AYCiJjtEtLZ8qJRCJQPLgAJa7Aj2vZZqxvIM5NpAAxQ14xLMt0ElK5yghUtjQww3ytJIjEGzHQ4nsizoujgIoK7OA/CANyMOUnZ6wqMM8kjJiRUFPiKN+2XzFQBeCEQLcueHBmcaP8aCFRsnOIYZnptmo/kQbyjMAjLsA5UULYkFy0pYW8Iyu70ncmRnZ9/Y+NSpg0efBe62mi1xxt9d6vrmvz+WIZkuLs7t6+03TIzB6wagUipuuWnjwcNnjp+sXrqyWKNVAeA4nmWZ2S0Z77jtmk9/6t4/vbdvwTV27SICi0D4B0EEFoHw38qMunK5thxY6PpZt64vMd78y2dq51puzggEgmff3JOVnWofHP3OO4e+vmJxSVoi0hJvFYTB8pIzw8MOx4yFbC5iGgCQN29dPxBFIYX2Aig5bipalzgbgyULBKKGWIVeHYGOtlar3llRMbRqlbGiYixGtbtvHE9dD15AlwN1vUg2wR5MtiIZgChChLC4ZCZmn6JD+dYZirIAgijGcTzScrOBYEvLHoMhOTYuudTioylfU92H79fg/RqIAESIgCjC478OMMnYaj83alQjz4YMC64vRnY8XjyOhr63E2Ogkr2tkkHKgqYgYzEdgIRF32i+1N9EUwvqDIbSX80h8FFNXJcVGMcHWFYZ7ckIjmEJgCvHYCE2Vuzt8SoU6rkWnT4ZAxfChg07xo0xugdu2XZdURpN0wCUSsXX//0XP3jmm8hNP3++Kum2a/hFBTMJWSkot2yxNHf87qe/PVG6dMFCn//8O121eq3spuvWIUxgEQiEfxhEYBEI/3DWA3NRxkPDo2q1Uu33Y+fOBYPWrcvPnfnK30gZZhql2HbfwxCw6b1D3924PDsrFYB3SYHiQqPNYsrSKQCMPX7vqdqLytO1mxcU75uPK1pjKJZIEQwOReudCbFiWdn0dKSJKyS/Ak3VJ5+9p+NHHyA3fndLHfJtAIUOB/7tDagV0Clg1KBn1JqknF8qh5977dBUSGDxAJuQIPT3z5mUJBQlARSAGaAFUcwtzAaCPb0nIAaTknJYxtfR/FHBYpaihs+ebVBKQVEYmIDLhxY71E1Qy6FR5DX2N69Yeo2HCjZfGhKEJrMGviDsk5iabjKowChoYM65KZmvrgAIAh/NRXj5CfOcTybTf8yj4zivUqqNNgAOBzjOz7LRI7TyKernKxbnfu6OFcZEABgdpbtnhF3J4tzvKuVP/+n1o7/4xfX3Pzx/1ofBgUCAys9LV5Qvwa8XfrQ+/3mP2zvs9rh6+kINO4AdUa9NIBCuHkRgEQj/WHYA/7m67LRMMjHpmtj/XtPk+PkL1Zj2bvmYOVvCOz/36m/95pjLebASM+B1h77LD52tPVjdnYktm6OnZZdc2YIFQDk66olsPXWKLi8XALBs1FKDFBDouXhyaXrNv72F7Wth0mBXBbpGFhcvSVucHNINM2cPLf6WeaVyFqQMDRWrCSVz7+8Py9hJiaKYkCD0980ZjVhAAkiAJI5HcnYqIIm3campqycne9KylrK0s6/1gAiMuhHkobPlBbqbj592yiSnrTqkxsJmgC0GNgNsBnzlVRiUbcHhtpAxTCaBNwARcPvye8f0ZWWxPl+g9RJKS+dviZ+/eZ4PXsFFOJPLlOMCV7BgCQDDcV72Cvat5XFZXz/ffPj0N/DeLgAwmaqu3xrgZp/DNfjUyHjkJySw50+gABFJtrjINZ/7zUulpYs1Af8HZQUGvWatP7j+ZCU5Wkgg/EMhAotA+MfiW1ZYuCjLu6Qg+0Ij1i2NnZrcuH65u7e3KlYzOeGsqmk2GHSTk8593/9+6bWbNGqlWq3cGLFIrHk2VVVEvoZXoNuJmw9EN1MB0F1BYIXMRQogSgx7eXkg9HJgGPnEhB8YP3WKKS8POSED5892Lk3b2zeGwkT86RE09qG2FxRQvGT1bOL1y640mu6ZV+x5gYqiZixYoWo54sIuAOI8dRWJBMBAPyWKNEWxgJkT4qwZKUBABjdFOQN+DYCyJXEMtbGm+nD3KNRyxOth0cOqAy+gMAkMjSCPcQ8CQajlGHVBJWvKtiIRSFmC0+0TwOUcVFYrBuel0eB5PxtFYPFzNXx43hc1BstsFkdGEAz6rmTBunuIOZq68mH7hdcXZp3Frl17dZCygtkcJW9Zbe0ll9tz4UK1f3ikQ6XQ67UTE1PGmzctdroNjvavffVRABgdXS6ZMdqVeryobrri0yUQCH83RGARCFePqYXxTHFxX7huy7WbVrxjd+gGJnU5Oejvg0YDQK1UiqL43Yrqn924ITHBAuC+ZSsrZFKX2+N2Te9KS5yYdE5OugRB2AEAuNjSpVYrNWqVmucjrroO0G+BBlAAjy/s4gAlEAS4iH/sHBByw0UNcp8ZzLIywEePvPiVbXjldPHQVPLWRXuSTZjy4qYS1PXhtl9Aq4BRgy7H+lVpktmVLysPmmY5bs4GtkB7AaAoShQFQFxYahAAI4oi5sKLZmPCImBCXTabMDBAz5q4VKIYJ4puiqKAWF6MLSy2AS4KAXvHB+Me9I9jzIODHcWDgznAGOABKpRSaOTQKaFVwO3D5DQEcaSqyhTKH1ZaisHBBXIqqgUrFN4+83yjx2AJIyOMKPCCIIT15uffDgitl/babEa5VGVOXIz2U2GTpyadLve02z19PQBgB0DTtF6vMei1EimblGTNz7tzrO3Sp6cmAPT1D315996i69bqNGp5wOULUpDJTiSnXhwcMjLs8ttveCzW8pu4uPAPrS4szzyBQPiEEIFFIFw99PqwhmvffxkAq9MHRSDGAAD+AIApl/vHH1V8a/2ykLryLilQyCQxBl2orO/ia1afu9DQ2dl3+21bKvuHJyadXp9/ZGTc7fbWHDm2Ofyqc9/T3ggFQwFygAY8C4LggVntopzz5S3smovBYtJjnWtz8J13cffymoq2GpcPbUPFWgV6RxEUsGplXMXpD/OKtsZnpgAAhLCyNjTNCMLHCCxaEIWEBH5eAFaonQKoucFBbnrQXj1orwn9ao0vkcwGmIsiRVHUwEC4/BJFYfYuREABKETAmv4IMC2He7DuHYpmyso0AB8bq9i3D1oFcuKRGYdMCzLi8O9vIcfaatG1KiTw+CGOQhAx7skLcAAybRlqn8/f1kYXF8+/5kx4ewiOC0S1YAHgOB9F0ZF5Sk0mobkpELJshbJghPHCi68tXVKq1igPriw26LUPGDT7PzyVlpa4bMmiitz0kBCNMcZgagJAYoLlW+uXff2jiufu6/dRAgDIZLLMJJvZHOQ46HUbM9IjXY0QrxTJRyAQ/jaIwCIQ/uFIWElwenrLLZ+e33jH9u0Hbli9Z8Cu02kNcvnGsk2XPYPP33Ut0HLnNgnLpqbYUmFjF+eEejYmGxtT487UtZR1+IvhmLdeSJF4MK82yyyKaAIrZGdSACLP+xd+2VNA4NQpL0WNFCXuybPh98fwzF1YmobhKQSNny2Pm++iEoEPeT6FYUJ5z8OdejTNimLI6hZZsxkURYuCEBGABYBKTY3xesHzPru92m6vMhqTbQlLzKbMgYHzNdV/tMaXxFuLGUaemmpoaBiOMIBBFPmwQsizKAGlUpNOU6EpeoeDLyv7DDDZeOmdlkGMuyGIMGvg8q1IzZZLGJ9k5AxNgaERp2uWshiYaE4QkbkMnaP7grhcUTs2NuhwzDxGnveLonilU4RBzsdGy6E1NBjAjNXwMjVADDD57NeM/OSTT8wEtpcMdYd+2LRxRc4b+3Gh4cavfX9mQnLhe0mVbpfH7fGYV685mFaAex+en0pr53M/YBVymUT0B/9KpWoCgfD3QAQWgfAPxD44IpfJOC7o90XLhy6TSpSqYMjQkpKyoGv79oFVeQOA0+kesw8/FJMx0z7dibcP1kIXg1QsEFgiIAfcCwVWSEOogMhI9pAFSAowwaCXYWSnTgXKy6UATp3idMqmbUWHjSocbIRRg69dh9Nt+Nl++DhMXVSUl89fh2IYVhDmjuOF26homp0Nco/ydU5RtCjykbKMoiiPx2i3nxscrNLrbYWF92i1ts6uozExfo3mNqezv7//dFXVizZbqdWal5GRGGl1EcW5Ss/cXPnnOQQhOJuFIRSTzgDmlOyHgclEyj3Ws2/Cg7T0BI9fCTimJmAzQBDhC0IQYdYiwKOyC8lmnK9xFRfPPHCH47Jm4jg/RdER1Xj42fj3qAFYQpDzRUa+xwCtUG5+8kd45pmEwlWhxt/HVGm1aqVSARE5mnjs3Lng87PrVxzNsAolpFFknN8fYGhmaNjp80ceXyAQCFcNIrAIhKvMDuC6bWu6ewamp32XWrv9/sCFC9Ujw6OPRIzs6bF7PNM0TWnMhvC+zEwkJACQTPuCvgBKSuZ3roZNHx7VTgHqaEIK0drnH4hTBINeuVzywKrfdAzjdFtxemyNXglewCuncWMxTrXi1CVYDbAYUNezsbw8XKzQ9Pxk7uFqiaaZWfkVrr0A0DQ9G+R+mWDQC1DV1S9rtZa8vNv1+qS5rkuXHGlpGVptQl7enVNTPf39Z6urq63W4thYLytZUCpbFAWaZuZqJoYhiDOJRsPSXwF6UdTLTTe5J/bP2vxsOUs+NTzcX1V5xGrA0lSUpsJqwPkOQES29S1hDP3jOWNuXYHN3DggLy6WAxIumlSKjYXDAVxBYBmNQnd3lPZkAIgFuvH003j66VAj9/1vMElJEjUb5Gh4wq13Xq9/xOnmOd7pinK+4dlf/VGn15eUFMnl0pdSbEqlXKlUXKhs3BE5lEAg/B0QgUUgXGWGslLTUhPSUhMAmNcuAbBl08rXdr/Vtjxvetr3r+8efuG+65svdk7be/sHYkZGxoeHR/c4hq6PWKetrUcmlzIMfeTU+cfCOxV6WIAMYC5bZlSBFQQkgDKifb4xSclxrsaaof98HPf/DjeV1rim4XAVn2qFQooJtc3p/6iwcKtSGQugPFEZ+dJgGMlsKocoaoamWUEQZnsjLVV0UpJsbGzmV49nZHi4YXi4wWhMycm50WBIjXgq7rmfdLpknS65r++M09lZXX0hNjY/NjZfqTKHekVRoKgo5ZxnegU+5CIctEcJORIEkaYv234GB2VAenFJEkX11vYe2VsHrRxKGeQS6JRIiEFabMu4G+MeGFTgRjE5naNTtGRFZEtwOObi36eZiDKFY2MsF/TOCayPoM7Jvh4I9PScbfGFa7Wjpy9s0huGHbzfHwgLegPw89/+2e33L11WFmPQvW7vVZbkKRXy71ZUP3f7VomEXSHQN91yfSjL63px5oOxZ8KJjt4rPS4CgfAJIAKLQPj7mJoKq+/229UbxqwLLFIMTcuk0hiNrOJ0zZOl+XqdduXyxbDGG8qKvV6f3T6cZTH1ZcYPDo/+55FzL3/6ltr6S9NtzZPpyX5HwOcL1DW2RbswtVA2UYByvv4AAPCzAissG3tI6PjNWrtZLQkGJ//9xhO3/Qq3LcEDq/DEbuhTVpekSAGIIlj2OM9rgVDcVbi1CQvKEUbJqkDTjCBwUQOwAFAUPTamAjAx0TU8XDcx0RMfv6i0dLtarZNKh3yR8fcze7h8IVEUpFJNcfGDQ0PVjY1v6A0psbH5en2KKAoUJY+6JYTyiNIsIEbdFX/ZgQhzrH/EERI9ElFMj0lMikns9Qwe8QVwpPn64mLVnqrX12ZDLoFOAdoIlw+C0DI5jZWZuOj1AnN2tcsZHLgoORoEgOa46bD2iYmh+S1z+fqPna6ypqbLZFK5XLpn0KFcsViplJ8+U7dubVnMjRu/rjL2T7mMxhipTLpGL8OgGcCTPv/5Cw03XLdueVpmSF0BgDU+9GdZWcGMwKqZOUmAtDRyopBA+HsgAotA+Pvo7Azz32HduicPvnv7bTfQNIVA4NrbHsJsLcBPA9i07bL8EoM3pSyGehTDw/jTO4nAh8AYw5QW53m2rNQoDaEjh8kGlaO7vbW123ukfvPlpFZ0hF1KFSGkqNn2sYXtQUBcmXFIr6rbV5e8Ie/EV17FFzbDrMHXXkNdb3F5UnDOLsIyMo6bCyCLolcYRvYxTkCKYgWBs8YHBu1RIr4pSj48fHF4uI7jvPHxxbm5t0gkSgCtreekUiEpKSFyShih04IqlTk9fWtS0pqhoequzoNSqTY2tiA9PfFKs4SZWoTRsz8IPMfMpnEfcYTZhyRAOqeihyfOFhebARQV3S+NdR346N2iJGzIw5I0vHUBnQ6caUffWBOQCmgXFUoWlNnhvAqFaf6ixhh+bJzmOO9CgSVwnGu+revfJLK7Vxfn5qR9KzY+IS8LEimAVUNDkHEAyg+fxf6T2H8yY9cuZGfDZHqnqxammQtdX7UbAJ7f/YXZ1d565bkzi7J9Aezd+9E1eXnAPgCXP8zV1Vh4SJJAIPxNEIFFIFx9GJoOckFZtBBjAFWlJcDsN/tzz4XVzKlNSwcF2MeQYcCIY+NnnwydLowNX0ZcWANHBJTA4MIxIZPJfMvWMCAHqLLU51Ry7Ku7Bzh7pBmPb8S71Rh1IdMCIBlQXV6CVXDcnCmJjzyvxzDSWRdhlHB1mmYFkR+0h7sOp6dHR0Yucpx7dLQhIWGZxVI0v5ei3KIY3fg0L3o9dNsiRc0sLpEoEhNXJSauGh5uHBqqnJ6eNJsFozFboQzPzCmKHE1FXx8zFqzQ312UAHkAPMfPnpoEIHE4YhYX3y9h23575Nwb56CWITseKSZYdG0KSdt0AP09mUNT2tDBApthOlJIjY2HyheGld+hOM4vkVz+u/h10I8jZ3Hk7Ey6swMHPgwOVPA84uMx7b1xblyoxPj27bh21YnYWLnN7AtSt2zfHl6dCfAF0HqpraysWKkgJwoJhKsMEVgEwtVhx7z6btM+4ejR8zqdhuH5ayNG9vYNMizDsgzDRPuOz8qCfEaZSRurwjp7EDeOrFEoAHqhQ1CIdlow9A9cNZvsavhLW140KPHLgxhxQaO4EYhh6C6Gxmtni6eDKFuaDqjLkxZU0GPZ+RasKFFNs0Hu0cPJaZrhgv75xq2RkYsjI81TU/0WS15OTqkoWo3GzIWTBIriRZFKSuJ7eyOvGFzw4hKFyHQMcXEFcXEFtbUvC0KwqelNrdZmNGXPv4og8LYEuct5BQciHwwVIrRaqcHBKAN4fn4ZnJDolAS5vJx8s6Nnb98E0uJwodMY5MfW5QCARt7mC2JyGgA25uPlUzCbo9jzgkEfM094GQxcX59XoYj5Ubo2HiVmeB7uuBQ2JRCgkGDrDnJZi7IjFxwbneB4ged4Lkp+Wpy/0MDTjNszPdnQoZscr55t3xH1oRAIhL8RIrAIhKtDs8kwdue2waERbrQnPz9DwrAarZqf9n60rCjIcW3tPWvKSy+19XA9Hb1WA8/zPC9wHD/QUB+USjiOazbF5DjGAEzsO84q5SzDeH3Tsg8OrF54lVZQW2YC28cXCiwRUC2sijOXvV0JeAE/8OLtS/DIH7EmG7U9ONpcAAzxwgq9wZ6bO5eEK9xGxbIyng8tG8UDiBkLlvdK0U40zYoiC7DT06MjI80jIxflclVcXElBwZ0SiaKm5kObjYucRVG0KAp9fVEMZmEx3aIoRs13pdWO0jSbkXlNaup6h6NhxFHT23PSbM41GrMUSqMgCC5nlIIzIQSBY2gJgMHB6G9Ing/MpXGfn70dMMcm3x+LvrOtxxW6JKtpQ5/Y6ZysuqkEBYl49QzG3eifAEWBWWDBmqsPvaC6zsSElON8DCP7CCpAlS24FpR3Bnqqqz/qaadourGxmQ8Ezs620zTFsqykob5TQjEMw7I0yzAv93SwWSkSlnmp2/6lL9wrHq80xugYhcLn9cVbzTGThvVqViJh/+3gGYxPXunJEAiE/zpEYBEIn5RQeHvTTEG3N0Yn8PxuPH4vrOYkn0YQhE8vXgsAX/vWzPgPjqc8fi+s8TMuwkBgS1Ihprw4fwEAHGMA2p7/ZpPByjMMx/POvt5VstGZS4HVISRE5rx10oVVboTZtOxzMij0te3Ps40JYqDF3l+ehZ/sh1aBxzfhvWo8d6gRKADGx8a65i0SLmhYRj5rwYouoRhGIgjBK8kvmmZFEc3Nf3E6B+LicvPzb9frk+f1Ts0rBT1DYmKws5MSBAGQA3y0MKnLsVNhHsM52ttHQ4HqDCuzxpdZ48ucU/2Okcbm5r9oNPGiKBURPQ8pAJ4P0LTEbPaOjCivMMA7K7AWZG8HAEiAtCDVrGGVABvk0xRxsp9/dLosFT2jCPKY8kIlA+tudU8ybh/cXk2Ax6IkK69WclxgnuswVBM6MJfuwTo4FLYN5rmnH/r+Ln9abGvbIobnyjPjk1/eAwCCiEAQ5y/gt797p6s2NHiNQY7BeOPzu+8A8KOdALZ+58fIytp54C2KotWsaA1OA3hrTl2FPtgk1J1A+KR8TC1VAoHwsYTC2x+YV5F3+/bTaWmn3U4Jy0pZEQcOhMe/z0JTQQT8KCkJC4uJaWzTqFQxBoXJaNiq0eZdnGmfVVeYV5tZCvDz9BYFqCKOFvrX5vw6RtXdYqeAvmXpqOrCzaX40sv444kiIBQDPr/ecxTJwbAyjvMCOHUq+n+PMYyU5/1AuBPK5bJ3dh5uaHiV52E2561a9UROzi3z1RUg0HQwUmD19tIhCxaAhIQoyTATEy9PEaO5CAFREAJheT61uoSMjGuWLn3caExnWX9N9R97eyvc7uHI9QUhwDDsyIgisisEN2vBio0NRh/AzSXHZ2NjE/IKtgw5Me7BjaWI1WBLAQoSu2M1HTTVEeBrN+TX2gz7Oc6FeWncjUbwQkAQ+FnJJfJ8eK7ahD7QX3lgsKdqfKgnN9GqVkfIwZISuFxSNsrZTwDYsgWvvcZxvErFQq87bLUdls275QceQElJ2AlZAoHwX4cILALh6rFuHTLSYTJJJOykM0rq9jOrVobMV4IYJVwJ27fXlpZCJo3eC0whdZ6iogHpPDkVyuekmPUbOgAP0JlsAk0lAkq55MyvDyLbgm+8iYCA6UDy7JH/y/WeT52KTC8OlpUNDfkAlJdHLQsdStNwOQArGJy226vq6nY1Nb1J0ygsvBeg4+OLo+Uup2haEimwAIai6FBKiIGBKFFfvb2XFYMoRon9SkgICgJPUVEUIcNKrfGlPh+Tn38bTVOtrXsvXnx7eLgheDmQPxTkLr9CeWkA4Dl/SGDN1cYJg5tXDMfhYACj1nqzUY263kylafm+BknXCO5eAbMGOiUEEW4fWlu7AemlS9OXLnFwUmNjNBf0MQw7l83LyUURc8Iwjp5qHBi0/+XD99qX5k9pI4egpa0XwIm8vNNrVkS7F54LUjCZkJHeqYx+LINAIHwCiIuQQLhq7Hj77cOOQQCCILZcanPMmq92zA74/k9fkGtnS9kEgqfnJob+yMx8Zvd7DEPzgsDzvPfsma0AgC+D0YEH8D4yHkAXMJddKZRB1AhgVmCF4tyd5Vm7lmegdRAVrehw5AKVvqCHoXG2o0gUk7scifNKEyrnLFjl5dNRXISsDPBfKYYdAM1IeJ4FMD7eMTLSPDraFhOTmJi4Mi5u0axpycVxfqk0/G0jijxNM4IQZvoKiSdqNsO7NJqX8PJSUWOw+vspQeTmclmFFpx9RKFn5VGp4jQaa2rqxtHRlpGR+r6+MzExaTExmXp9ssAHU7OsV8jCBQA8H2AZ6bwot3A4LjCbXmHOc6owJd0RBDjnMEUrguqS7717TiFFURIsWtT0AGhNMIAXjgQEcEIei/RQAFZoQY3G97YoPppc8tueasw7UfE7JV78/esMA60cP5nGYwL0AOZ95H78qz/NFcwJeDxzhyZCA3YcOvSr6urU1GSapgBM9dt9CwcQCIRPDBFYBMLfy3pg12dvdZfkPSCNyVbKAFCg3n3vwwdKixCn6Ojs2z02uXXTypG8tM8FpLrEmdSOt6aXhDkQmxIkX/j8p4eGhhYtKhrobN/WcUo9k1t7vgQJWa1CAmv+scHQv2U1MKVRdKbFYlkafnEANxajw+EEJMBSXiibDugA37zslwjVe75CdTwAYBk5EPgYcw5DS0dHBZfrDzSNuLhF6emblQvSIogURfN8YH7qh1kEmmYEwXf8uB0wrl0rA5CczHd3M6EahWpZwO0HRTFitHTrs8IlMgZLBKSi4KdpZp6uuryE3zdF0wxN0wAoijKbc83mXK93cnS0sb+/orv7uFptnJyUyqM/D+BykHv0TPEc7wcwa8Ga/9xYzHgPFbxojU9d1tx0blsR9tViWyHW5eJIE9odKEvFwESz/ZIKmJx7RY+OBhlGMrfal2dX/JEM6752be0IHE5kWLB5DEtefH/+Zk7/YecrDTNK3jM0vGlRKoBzFxoOGPWlxXkPJKfLNyyNNc+kvx8+e/5OnxvAQ39esAiBQPgEEIFFIHwipqYwOhOBfhTAi2/jxbfHXvudRkaJlASg1hXkpLfa8ef3Z2rZtHYbgarnvq9RS8SQB/DAgbAlLa7gkFkZF2c+9dErmWrMqqsw5o4KimE1cDbk9fWNT7cNjdn0Demx+N77uH8lihJxpv2sfUIPSOb5BOcjAUJFWqIrBoaVAc5Tp+Tl5eFOz5GRZoejcWKiV69PSEq6zmjMiJweqgY9Gz8UOHZsBLCvW7cEAMDStMw12vn9O07//mjpVLfRnJHz8sseYNJmGEw0tE10NWqVYOIedPki6s5cDnKPtGAJAC0I3Gyu9jAEng/O5RGdQ6HQJyaWJyaWT0x0j47WNzW9qdUmGI0ZMTGZESuEBJbkSqKT53wURVM0EzVt2GwSLFYUE3PzhLqeC4OT6S+e6HhgFdqG8cgGXBrEhBtyyQWLHiszsfs0l55OcfxlnyPmmR+1E3BzmqIl+b3tTfYJREZh4cABVeZMDjVOLtHrNMbnd898Js/UGoGnq6vfuHQewKVLbXqFPH3nqwh9pEPMfsgJBMLfChFYBMInYnISW7YsaNm+/Wt79l5z03VyBQCwQjA8r+MzzwSCAfEK8VUAaqUSvz/Qdqll2i8uLgiPTJqCYgBSQDkvF8P81O1CRux70/7ENgTG3JCyGJzE1kX4yqvghMXApdlZfLR/9cog55XPOJfCYVkZwJWXe+YmejwOh6PJ4WiWy5UWS3FBwV3V1X+4grrC0aOiTMZyXAAIVJ458uO7q147i4qTY0F+kUY+cGNxzalW/GgfNuZVXeiEsvdAeRYSYhCjQm1vjDR+s8jq3P6YhARff39YdgYulF804hThTE2e2WI44SQmCE3NAYaJHjsFwGBI6e6pzcu7dXp6yOGo6+2tMJmyY2KylErj3BieD9hsqqmp6CtwnE8ikWNedeeFvXP1cDgg2auMy8uXA7m7KvZetxj7anH3cvSPw6JHUTLkEgDjgInn/Awjm4ymgIdGg1OuRpWUWpQIX2I+fr2gd6qtDXMCi2b3itSDYfNnJVROTsrIRYSzZQu6u5GcHNFBIBD+CkRgEQhXiczM5focr89P0XRXV7fCGxGSXFLS/OG7UyLFcwLP81sQbm348HzTlNDw9msvu33CX4wwARtZlpcw3/SGzD/c01AB6nmiSgmMAKFzdo4YNSgqBhidmMYvD+CaRfjRB6CpRUAs0Af0X3nrymDQeyV7DMvKABXAiiLvcDQ7HI1Op91qzV+06C7DzJFAMRCIEtEfYv36YGWlprZ2cFP+rjgdntmLW8qgV1U5p6sudKFjBJ9ajfW5GHPD44dRnTGmLB0XdRe6m53OsVxrqi8IAAMDkW+qmTh3URQxT2AlJgl9vQwAQeDnm3zm6O8HzwUiLVjzEIOBAYlkldW6xGpd4nQOjIw0tbTsUatjY2IyjcZMimI4Ljg1dcXkBdzlEPgoeijI+RVyAwCTCaOjEBESW3K1xljbO1acjD+dxLgHsTocbwbDABjX6WPGx6cZRn4WkrmEHZ/NTE7rGuA47o+73nRTkLK0O8DcnPLuroWXcx/b+a67f+mSpVN+cWR0TM9H2ZJn2scydCAYZGJj8cwzePrpKz8cAoHwX4UILALhqvHzX75IUZRWo6YoMVmp8qmVEpbdM+m8x2pmJazk8EcnTp5ZXb7C6XLl5WUe6GyXrC5jJUxt3aV777q23RabK9NZc3LizYqRkeElcez14wwF6tyFelxoBKBDSLHJFwosD+C8pfSNGDW6RnCmnQK8vACjGq+dXSSK2bwY0kCq2dOFUcOGlBznjerPwkwMlrqj46DD0axWGy2WkuLFDy4UKGIwGP2AYUgGTXsoo+pQ5whuW4K1ObBPIEaFpgHctgTjHrxTiRdPYNINT6B07dotYkAEQFEKEdyJE9SaNSEfHxtRZ3rm3SWKHDXvNHRf74xMFASOimLBEgEJz3+cBcti8XFccC4iTau1abW21NT1IyONIyPNvb2nTaYsUYyMJ7sMx/tZVn6l58kFvYzaCmB0lF3YHoQuu23anFEgMGOn3X5ctOPmUrh9fSPdiJF6x6HOAD8XkHe7XrPs4TunirKZqiZaxzHgOoa5VC9Xl8kHg9yZc3XlK4snJl2DHDc1PvDam28uXbVxfHxK8HpfTLJyQe7VwZGb9dqP/H7u6afHKVEU4fV6BUF45DOf/ZhbIxAI/3WIwCIQ/l4qr12j2LpK7vP865c+y/O81Rrb29tr4fgN2fEA9jy/+5ot5SqVwnvdssODPVJqIsWMFctKMxQSCNOOkfF9Hu+9QMaAo4Fy9AbaxifBSuVDE6AA4/O751fa2YWRB6AABkK/WnQYmppOjHljzI0/fBZJX8atZbVvV8ogrm7sNwDzg4fmHItRi+spgkF3RCMAOBxNw8P1wBDDxJUUP6jV2iLHHD7CAAgGp0N1mhfiOX6sYmn6kE6JvjG8cAw//gAsA5UMJUtvOlP5royFhIVCAq0ZFwdSRTFUzTDQ3u5cn9tWN/0RMOOHTUoKnDzpB4KCZ3DSg9JlWkAFMAvzYIlz7zRBCNJUuL6hICJ0BjCacSs0r6+fAhB2LzQtiYsrjosrdruHRkaaaNrT1rbPaMyMHqE1c/ovehIcjvOzrCxSfnGcj2ViAd34ONXfk/Lp1d1xWpxpR3kWEk19b5+XMYxOqeV0s1Fl115oxIVGIyD5wr0egdUpkGiFnDEkTE4A+I8jZzfJZUWLrBagQQq9EsbEhNHR4VXLCjeYFB6P99WX3rn/3utvW1KgsKQdnpy8dKktJsZIUeiY9nB3bXO5PGX7TlzhEREIhP8SRGARCH8vPC9YLvVgUaHZpB4engqdeJdIZv5xsSwbCAZVUCg8wtIlJbTgYae7Bvr7prjAlud3G4H9AJ7fDWBpIk587l6agiAiZVn+8LkmY/ilfIB8Nm2V5+7lh37+EcqzUNuLffXQKLB1EQ41+p2+RWH1ZGar5SBa0DcARTDon/997/c7h4cbhobqAwE5sBpQWSzyqOoKwIYNwRMnpMFApMByC8Lk2nVZzc2jGqiTsjKsFM5U7KEBUYQg5i0qzbPbqyYmOlNzbgYCsRlSUfSdODG5IuPlrQU41Iz0uOoTJ4waOWwxBwMDWJqOGBXUsotOH7y4LzFR3tfHLDxFePnuZoPc5yOG7vFjLFi2BKG9zcswkqjZ4QGo1Ra1OnZ8vMtkyhgZaRwYOG8y5RqNWVKpem4Mx3lZVnEllyvH+VhGbjZjZGT+1sTZNO4CwCSkZO6v7+4fx90rMOZGix0JMf7zHd6gKdxyNpCKlAy0D8PlB0RsEiaMz+9G6EP15ocAPLEwP3qvJa3gYkPDlx66vbOyBUAgGGRZFoDiQiNuSAOQnZ05OjahUir0LA2jYXLSBQKB8PdBBBaB8EnZvj305wcDHbzLmz88LIkxBDkOAESRUatDX3UHAezeCwBJhRK9hGVjai51SezHr9u4Jmw9fhIX+7xy2ge5pb17YkKuyQu/pA8I5VmAUjbJ0gCoqm7R6cW71ViTjWf3wemjAC5CYKmA4BXKzgBQctzMacSpqd7h4QaH4yKQAdwFhEoIv+f3R1dXAABWIlEEgt6F8ipw9KgzM66pbXiRLT4mGGSPHNVnxDZkW2DVwxssFhAApDTNCsLMbo8fn863nZWw1UNOZMfj958FQ+NnHx5ckw2FDJWdJZ0e95iTsSasg0wFoLeXo6j5pwj5+aV+IoPc462BwUE5FhS6Cf8bGOgXg0GvRHLFHO4AtLoRqVQVMmhNTfU4HI1NTW8aYtKMxiyN2gqA43xJSYlclPLKEAWB54MsKx8ZCTNfeQGwrMxoFMbGAMihXlKsvaCQQiXF1DSqupFltVsnwgXWGI83D3bptHJLjNzNySld+M6bMiGToqWhkaFx+th7N/9ht7EPxtDH8vndAN5YXAyNBgDP8wzD/LSm3ub3OZXqZbMfbwKB8MkgAotA+ETo9XOHBL8d+mP79j2L2MqqWpvNkpKaAlcUp5soioEgL2UlgrPNUZ0Q1iu14c+vvKNVS2688yFeZGSOqXcX5yqV8h9WNR3yhyLZ/YAC4AF3kBu+aAcgbR2ySNmeD+tRkoLW4TygG3AD6oVrhwwqTiBqhWPF0FCSRtMwNFTnco0Cy4GvAqZ5A3i/3xltIkI5ESQSVTA4v850oObskR/dVfncYSQYKr1OS278UGb++UwLdlWUxmYWCkFzSAnRNCsIwvHjkzL2XEJMVUkqytLgDWDMhd1n4A2gxb45NjPb71TDhHTrpZaWPkBy6lSgvFwaen3NnSJMSBDmnzQUBG5hqRwhpK6wsFTzfBISxP5+6az96UoIrZf6pdKZbLE6XbJOl+zzT444Grs6D8nleqMxi+MCHG+NOpnjfAAYNvzFG+R8oSI5Y2Mze2ao6bpe2AzwBaGWY3k6ukawYWRGBz8lk17zlc84PzjRLnoHe7vavT5b5vITR945S+P8wpVd/Thf0+3mFHlJ8j6vPKrfsq29Mz0tpaqq9obr1n+PV+Cl3Qu6n332yk+DQCBcESKwCISrRntbe15e7tDwGAX4x8YjBzz3m5dpms7JTHZ0tnOnB2SF2UqlvL9/OD090XTzJm/Pxfv9CoamFi1KNplNyc6+pJXFALZN+aeamnUA4FfLgm6/hKGb71958bYlGHb6q7p6AhwMKpxqzQNWAaOAJ5qlSjmvzM58pgEPcKytTQ+UA0uizWX8/iv5jGgAUul8gRWY6jpijal89kPcsxwWPT6sGypINLZjy8VgbNlytZ8D4J8nsAJr104Di5KT8/p7p5pq3pNLIWchk4Bl4Oe0/uCMWOzqGhkY8MTLfnlzKfac+lJ5uRQQRBEADwRee81fXh6Qs/BxagDiwkzuiYlif9/MzzwfkMmiRKn39wPAx1uwEhKE3l6PVLpgulwWyqG1yjHSPOKo83qdw8MNJmM2ExHpxXE+iUQW7h8EuKBvNjBrNheGF3nxOH4RpSk41IokI/QqSOR29GEKSM1IKpxwYWWxjYVbDrkEoohPf+q37uq6i91dw46xjo6+hIS46WlfpcTX3d5uSF66e29jb2/3F2LD76ije0BpNA47xvJyc6a90cxuBALhE0EEFoFw1XjjL/vdbt/SJSVGo0HOB/5SkKlUyqenfSzLpH7qJg3vefprj3k8XoVCWlOpuUaN4kkAkEoknZ39i9p6+hTKTZs2BKYdU331w0J+jAgPkPT87idn178fHff7O36klZ9Iaz7YhB/fjf5xPLoRvz2C4akVQCgvfCi9e2QVF1VEPeZJoBKoBJKBAuDOK9wWD2j9/uhpTw8fkWzYEJRIlCGBdfSofXnGi50juGc5SlLQMYzKLlT35DSNcfn5afMWnAm0pylWEAQgHkB3dxCwZRflAYGRkUs99sqiomvWJIbi0AInThy+prCOjcOFTnhsAE7WXIiRS2BW98bwvczogSVpUE5BLoHWcrvDmSoI/PxThHPqCgDH+ZRRiu6JoV1xnJu9osDi+/slgYBLoYjQKQBAxZrzY835o6OHxsYmL15822jKNhmzJPPUWKj6TZh/ELPZRw0GYWJirgU8i+UZ+KAWAO6j8NRsTlkd8GhT+1RP+9Sn7uU52FILJyZGKa+95tyJeySINcecOVuXlppQuCjLXZpH1TfHajHpwdY1txctXTv1wT5ne0d7Ry/H8aEP58jIpH/CMzE5VV1dq1DIHyhdcoV7JxAIfxtEYBEIfy+vZqXkPnynZnjqq08+6nZNMyxjMGjhcq/kPAC6egYqTteUt/eNSlC0dfNPf/7cnbffZLHEj03ZPRRUItafrFwP4Pnd7Pbti1NLdh884Amgt7kpZX3BH043PpaF+NYFl1Ml+GK1GJ5CfR+GpqCQQBQ3zQZLAVACU9GC2ZXzcriPAJVADZALPAwkAn++cmU9GtBdyUW4YYMXYCUSZTA4dfSoXSF9MVaLCQ92HsPvRWgV0Kvg9GpiFIPzJl22kFE0IwiRNYylFCUBWMAKBC6caRPxF6MaAO5YhpJU0BS+9mrNxgJIGQR5tA2nXujUFy9J5yg4BR3njEHIRXj5FKE4/9Z4PhjNRTjzxIJBn+QKLsKEBLF/AIGAR6f7mDQNQkdHS1HRfYGA2+FoaGl5LyYmw2TKksl1mCkCHcVLy3E+llVMTEjmtXh6nCaLbjROh9uXwuIFTi2YMini5wykDGQd9bkFea7z9sT3dxt4GO34LIC+wanqSgr3Jl+z1jXhG605NzZqP33w1bvU8ao406EjZ1etLE5NtgHgF+dDo3G7PevXLunt6+8I+KZv2dTY1H5Pa/eV75FAIPx1iMAiEP5eevuGtnT2wxrPsgwrYQPBAIAAME2DopCyvOzpmrbVY5Nyo/5UxWmO450uZ2+/XW7Bbgalk9g8u45u507s3GkGWr56ry0G1VWNCUYEW8Mvx/nx6mloFTjcDIbCuzVaIGtevwqYisgaFWqXAQPAOaAFKAL+BZizxLQD4/N+nY8AaCcmruQiZIFAby9lsbjXr/cB97rgvVT9DoCCBHQ6ylLys1Sxzt7eywawpCSup2fmzUPT7GyxZ2Fh2gJaFLmTJ6uSjQfjY0ABFNDlQNcI9lSDAgYnje3CTT6/rL7+bZutcFFJKsdLgMCpU2PAVHm5ThCEuRgsaqHcjCawxLmrB4MehTLqc+D7ByQA/H63RKqONgAATCYPw0gkEoVEokhN3WixlDgcDa2t+/T6ZKMpm+N8ycm2SPHLcZ6wg4cc55dI1U0Do5sL0NCH7Ii/T0oJqxbTAcil8Dmal6zMLX5+wYDzPM5pwZ47DkV82fK1L/7pz2vLEgaH7JKxyfcV6puT46dpKOPi23r6MgvyOJ5nGSYvN0vf1aW3xu778FT49QgEwt8IEVgEwidCp5s7RXhg//7rGbkF4II8yzLT0zwAqUazLzNZN9CT8+NnDz23C0DtFx9YGbP74beq/3DuQKwOFAWWgX55ARZ+L1IGnD7beE+p8/n9zo6BqZdl1F1KrV6v+VVX/wUAQOFSnPwUlnwT71RCr0LHMA2I876blcBAtBSXSuBdoA9YBnwVCwrjcIDuygKLB3SzeUrDEADuyBHHt289/ZsjuqNH5Qqpe2nqO0vTUJiY1s0uN2cmAFKG6eT5wNycnp7LMoKm2VDcd1IS39Nzec8URYsiVq8uvXixO+h3FRRslEjQ033eO9GmUUCjgNsfqG08nZN9vShKEhPZAwdGzZrBrYsOKxfhQMMtgG42TUPIPEYBvrlq0zzvjyawZp8FF92CFTJfAfD7PVLJlSxYQnv7mEymni0yLSoU+uTkNVZr8bCjobPjoEYTL5frlBGzg5xPJjMvbPEqFDFeP8xaBDgEZgXqo8DK1ITJSddrU86mn72+KFUXF6cN0lpa01O8cE39YrAMBieh9dsHLtm/n5Ap/mQnHQNhEDs/uz15xbqnzx9JM5ky9XoAPM/LpFKeF2AyDTnGDxhinrp32xXukUAg/JcgAotA+KS88ELoT2H9+p2sLCvGpON5lmXOna+85eZrAaRkZr14oOJ1J/DAAwAWA5hEz/KS8a/dm2PFvqrpLZmuyj+3hWJedgA7AACqVHg8ntoh/fUbk/rd2q8aNOYgBcBf19tTcSoZqD2DT62GlIVRA5c/ccw9ttAhGIrBmv9Pexg4D7QBecA3EFGiB6ABMxAlKh8AwAFagAty3gjlwR054vjhXTv/eBJSdirH+mK8Afm2slZkdXDxEGZO7bGsjOcC82ZdFlI0zYqigIWqCwBFUaIoNja+RlHi4sXbKYoBwPGdrEafmLkZcK1PZhoa3jl16nUpG9Nd/xeKQoBDuwNZFqhk73Q3FyfqvcLYnzkXBBEBDgwNhoZOUcTELY84RbjAeBYMTocqCYYRMl9xQa8oCmFB7nPYbMLw8IRUqp27j9BfjVSqSUxYYbWUOBxVPT2nNJp4kylbrjBcfo5Bn063oKA1F/SbzOqmRuyvQ5wWlAQAaoC1q0q2FOUAuMlqfbb3Ess5JyedvYOuhs4ZJ+yO2Q+SdwwTjmG1UpNgULIMDK/vTPYBdgDAzp3YufOut37XFpz55PAcTzM0z/Ovc0IrJRnQqOc+3gQC4ZNBBBaB8HcwNQW9/iiAY8dmWrZv/0AQeV5gGCYQoNatXo0PFmbEluKlP3/UNzQVDHL2Qk3RuPa9xbl6g7ZobPJlt+e6a9YwywqubW5kafg55BohjM3Mu7UoaX1f0sneXnM//vgWHlRAS+HkWDZwZKFEUAFzZfImgPNAI1ACPAnsjKauQsQAEXWJZwhNkfv9zoUCK3D4yOA9y//09BvYvhb3rMAvPsL5jq1iXFFYFi6GkQW5uQOMC3xdoTQNAAB+fupziqI5blqlMubl3RGxHxYwHj06IGV78m3ItfXZDLhTAa0cGjk0CrxThftW1Sgl6BtH71iRNwBVog0iQMl54PBRlmUXuAjjbZx94LLACoVDRVx0xkYYCLhZVkbTUUsZCgMDrN/vlMm00eZSLCubmHClpq53ufo7Ow/rDSkmY7ZUpsFM+oawzFj+eJ9ijRWBUVgtCLYAwM2JWdVFOTOPCFTJ0tX19XUZVqRkYk0AYwF88OGJIrXqhFE/OeGsmHQeOnb+Uq9LKWdjTbpN4dXD0V17XL+ocFLQC4JYWVX7J4luQXlyisLkJHRXLLlIIBA+HiKwCISrTGFhQU/vAE1LlUpVZfXF61VKj2d6i0zqLskrnHAG9ZrH12hHfVqDQdM1Sm8SZ87+cTz/5917m1s6DfFYl4tzHaApjLrRdc2Wo909J09c4AXuZC+vA+7ngCMAgBZMwrQzPNxKCRgAD3AeqAYKgC8CIWPJ5EJn4hw0YADaot3NXEUXnd/vUqvmrCyBw0dGDMo/2Sfxi/tR24sn/oyGfqxdmzarri6XgmFZGc/PHGAMcwXOWrCE+QV8JiY6W1v3mUyxWVmR6gohm9DGDWbgScB54MJrcsrl5xDgwAngeIhiccXEmlOnfrFkycNJ2YxnUCHwwYoKDzC6IuM9hl7PccF5CRQE+8CCrO6BgC/aKUJ6tjc8R8McNpswMED7fFMaTSjDWeRz5r3ePrm8TKMpM5lyHI6G9vaPjMYMoymH4xZckef9oigA9PMhs1T1THt9n+8/YGLo8c89/LDd3m2/UM8L0MXEC6ymfWSEqa8cHZ3YunkVyzAA4qzxwqh9MyW4XK5pl/OMzXnW4ZqYcO7kefXoxI06TfUbx12nq01JBVk5uYsK8nHpY8qBEwiEvxkisAiEq8zvfv/nnJyssZ4anUH7mZs/nRWY0uu1LpfnC3858ODd11JWfUtJfrazqXEAqWZ0ORDIzLT32ZfAk3ld8df3nvtyni0/T+bygaIgYzDY2bh+w42HDp+QSeXRyggygGyhi1ABjAN/ANKBhwHLvC4WGAXM4WsgCMQAo9HuZk4l6P2+uYOEgcNHRmK1L6TG4kInzrTDrEGsDgpJCTBX3eeywAqZi3jOz7Cynp4Fq4fi0AWBp2ZP/PX3n+vsPJqTc01v78KhsyQlB3t7GEAKSAENx7P6hM2trQdTUksSbPHNtXvH3TGCQAOgKPEvbw3ZDJMG5VGjGmNu1PcB1FEAVZUA5ryWPICVK6UABIETBD7CEypgdnuBgHsuy2jYmIEBFoDf7zSZwgbMOAp1OhdNs6GCQlKpOiFhhdGY43A0trV+oNWaRQhzVas5zkfTUdyUQBBgJYzwwZu/XXPN/UopRBGM3z7ljU82xX59YPRfNxQPqpiYzMI6icjxjFYQpIEhULo4o64oFszo5COv7fvTbVs0GtXkpLNDpWlsavFOnx6b8DU2XXxy7bqoD5xAIHwyiMAiEK4Ov7OYFhfl6LX0V598RCqVuMdzp8bszFi9LT4OgEqp+NfFOWfO1a26Ze3x001xGgQELCoqaPA1Qq5QFi06PDxkpbEn55Tn5b/Qb2G7AATRocXJu+49f/w9jUrNCxQQ9Sifap7AugicB6TAfUDKwmEcEAOMRBNYHGAApqItPue20/n9A4ePxAGJGze4aPoFhxMyCXhxSfmaIkB+9OhzK1Ysnx0szPcSsowMAMcHGFYWFvAUygUaqnUjCFxr6wcez2BZ2UMGfWJ39+mo9rauLjDz0pELgqDRJJSUfLql5Z1pjy+n8Ms0zXJcr1aBqd4/bMiDVQ+LHlY9rHroFLjxpyjPgogXeAGYqYoIjRzjA6BQJI3LB8CyC8UNRc1tJBCYimrBCpmvAPh8kS5CABTA9fRMyeULtJdCYUhOXu3xjPT2nu7qPGI0Zul0SQA4zhcfH57oHwDAAYLeFC/47Ec+eOXBcQX/3m5hGKCBID7Yvv3bjKdTCWaoftttj1ZUnI6LjU1NWeqenu7t7Ve5nUc/OP6vi3MscSZPab6tqqk0K6d03SpBBEUxW7esvtTePrm1vLau5ZGhqFKbQCD8bRCBRSBcHcYnXNNeX0aMTiqVcByXmF7g8aPVY1dpkbB4bY93esJmO/zz54WRrps3pZ68BJUUtdWNoNDTWr95y1qbbfHYmYCpEiYAs6aipKeeOR0cOXToaEfP6KUe1w2U836L2WIxP9s7dPxypngVQM3mX3ABa4EEoDdCYFFA7JXNVDFAEHABYdYXPxDyoCljcOy7j1V//U00VqE8E8kmOJQPZfIzNQolEkUwEJDJ5hZcsDzLSnjeD6jCjHCzydYFl2u4tfUDtdq0dOkXWEYGcKIoJCZ6+/oig8YWvLVEkacoRqu1lpU+0nJpT13drozMa2Qyo9OLRSX38PTU2+f2eQOQS2AzIN4AQcxptretKd8y5UWcRT006AHAidMdXcc4vo4arJu93zl4gJ27oUDAI42So4EPma+CwWlBEGQyzazkpeYeRWycMDQ0LpNFCWlSqbQymUartY2MNDud/UZjFsf5VOqZBzsFfCnGfFuyeWho5JWhydpdH3zpizezkninvTH42ofJrtk9Ati5818q9r195kxwqmPvG78V5PF2u10Yr58Q4svKyv5yrqbClvTZFUlVLBJUpg/i4odGRvLj8gFMTbm6e7pNMTq71zcxGfW4KIFA+JshAotAuDp83e9/5nxD9tqVEgnr9foAFC7Or69n66d7my4eX7nl/lHgdpvHteuM0n9m2RiGamH2QfPKzvOnDh8+dDzRFm+Ytkcue/pMfWJCbkKg0WQr+FWSTkMBgLpQnrP/g48cwwAAJXAU6ACWAeUAAA8wFLESBZiitQNgAAbQAuMRAisU4OUzqEavX4x7f4PPrMEHtciJX9KGVRR/WS5IJMpA0Bv6+ehR2fr1848NgmFk3IKDhLN7oiia1g8NNbW27k9PX5+WuiHU7nRNiCI/MKCJyD4/t6sZK9ZcLUKGleXn39XTc6yu9pXMzK0UJQNiOcFasiQdGKOoyd6L+yanAajdAbnDmXb6tAhMKGXebMtRP4cYJZw+eAOINyzM4EDNiz0XEQi4VKoFx/0A2GziwEwGhympVEVRTESiV8ExLPX5JqIZtyCIPTKZRqdL1OkSR0cv9vef1WoTZDIdJMwUcENswk+2LY1fV6a40LhFFL4yJJHJmWCQH3JrqIhsqVXHjqTnF7S3IzDZYfDYF1XunngeulgMT6Hg/u2f/eVzP9/zkpwfabp4fOttjzY2NYdm8Ty/uHCR/1LLufMNT/v80R44gUD4myECi0D4O9DpIIoA1q9fb7cP5OTkBBhFLsOcP191883XBgJUTk726Yqp5aWJx/a/Isrjr5XBCOCNywscBVZvvLauru782dOm8dGR2Jg3HeM36bV6vSYtxWYRnE999VEA7e2LTp9unqZEGjQgZqiE62+589q97zQP1AGtQDbw8DxtxADDEXsVASNwMdpthKxKRmAcSF7YFYpGurgpv/FXB/GDO5FtBUvj90dXbtiwwJAjnVfvef366bB3C8tKed4viuEuP1EUaNrT3X1s8eL7zKacuXaK4kLpG9LSuM7OyNeUOH+FkMAKkZy8TqWKv3jxHb1eLYoh36MEsIiiJTEnHRjL1w51dkqAMYPqtfwEpJigks38Ty3DB7UYnnK1Nx5jaAxNGQDNokRVQx9WrNQAKlAIBNyS8CRYM+YrAH6/c6H5auZ+LRZ+aIj2+ZxGY3zEvQhdnV06XUroF5MpV6dLHhlp6Ok56YpJzYtPu27bZyyyduFCmwcymvLHW03ZmckajWbFsiLfoswTBw51dg9MTrrenXTeERvT0zuarB+Ot9nG5XLDQNN1ocrPoeOhO3ciM7OgoKCxsZEWRva+8dtrbr6rpW0QAMfzAJ518+1bthR0dNx++x07duyI2CeBQPjbIAKLQLgKrF27tqKiwmg07N9/OMF2Ly/MneyjEpOT/IKO5wGPPRAR5nShunk8wJ09W2k26XXBsdLivOstZpVKse/Dk+2dfbFDnX5foUwuSU9LOHK0esfUVLwtX4RYV3eipGTjxlvuTnr/jf09ItACtIQWPIg7tiAeGAu/EmjABExEtM9VyImJSIXFARzQl219bWACD6/Hniqc64BBtWTjBibMRCORKmcFFh/5YmEYBc8HwrrGxto6Ow+r1crs7Pu0Guv88dRMjUJ0d0emPQcviHNhWDw/vyQOAJhMWUuWPFpV9VJNzUspKWtiYtLn9ghYeN7NsjLAklv0mIDJAXbw5PFjMga5NuTEY2IaNiO2FNYFeTi9cHvh9qPAhq4mTE4X+YJJ8QanVLogQmvOfAXgCjYqfmhIAsDrnZDLw3vj4tDQMBEbW3g7Jr7VfGx+18Fx9zuPPMky1E8AIKQ+m4DA5OSURqMBoNepT3X2SVj25h9/9dZT1YNDI4acnMr23lfOVpaUFEl9dFh1yZ7vPe3+xc8LCgqaLl5kfUMf/OX1jVtv7LRPVFbWLF1a9uFHR5KTE6RSCVFXBMJVgQgsAuEqsGPHjozMjCxb7JmCIpxt+qxEh/dPAsC6dS+wrEajMdjyh7rrA93hE61qbUpS3KYNyxmGaamtzeicGXHtNas/PFCx94NjLolgyyjJycnk+aBjdDTeJlKgzCYjILIsc8MtN+Hnv4rYDgv4AScw/+ucAoyAPyLQak7BGICRhesEDKp9E54LFh1OtaJpAAYVDKolE550QDU/bRUAiUQZDIYCgmhEwDJSjvPPvXB4PtDRcWR4uC47+5rOzrr5ed4BAAJN0bMldOQAFxHqHpxbShRFig6/olyuYRgkJpZduvR+bGxBSsqaucRXs1lGBUAOWPxBy9JlBYB9oPXt4RYMT6GhL9mrLe5p2RPkMeoCQ4GhQdNgmToNW5dswpkGetmyuUtdNl8B8Ptd8wRW6MGKVisGBxEMTvM8HxGDJfT3+wWBl8k00Q4ZLGUZCTAduv2lS0znL3A0HZwcqC9ftbKzs+u9Y5UKqfSaLatQcxEqRUZ6Uv9o/fbPPLq6vHR8fGqsdyBsueR/e+bwkZPr15WnJKcM25mlIwPZ19y99L7td0t0qGl7fMVKfP7zt3/vOxHbIBAInwQisAiEq0NOdjbLC3hp54LWdeuGR8Z3v7YnISGx+eIlUanOTTJZLebB4VG323PDdesSEiRjFMUwDACV0Xh8slsUEQhgaR4E+aq+5uGKfceu3SbS/lGzUTU0WzGZZSQRxfvCMACOhQILAAvogNGFAmtukRjgIuDLs+1tHkgH1IsSXrBPQsIsOd6SDsRNTT+XV/RQuiIUgRRuWJJIlMFgKD46Mv8TGFY2p6IcjoudnYf1etuqVU8q5Pr+/ksRAoumaHruEjQNISzV14JI+QUuwhDj4wMMI42PX2aMyeno/LCq6oW0tI0mUzZmBJZs4SYlQLIt6wvAmKv21VhLDJCcnPMQTbfRjcdXZGBZOhRSCALerYbDBeDiuXOhvRluvZWeNV8FAfj9U2pN/OziIf8gPzjIAPD5JmUyVdhW4+LE9vZJmUwdeQvzCITu9/wFO4DYOIPgde97/Ve8utAul664ddV+HplL1jYMDE44HHLfpFhzWqazmM0Gs5wdevjO9z84plarrHGmwaGRoVMnGgfsHM/odOrkpPhOiWatDwuSi37+83MZywgEwt8JEVgEwtVBpVJOOcNPYDX8+wPDNz5eWFhQVJhzw/XrNkxMoqEewKKCzAOHTu/94LhKh0aOTUqMX73pRt/0xLQbZg3Od+DlZizNhISLu3NF2SPf/CE0uEsNYRA4MTIJzb/dk+FyTrqnRbe9Z4uEvVal0KSk/aq2rvbyleOAESBj3l7EeQcJU+e1z321xwBO4Ox3bruwq+JCTQ8SjQB195h7rsad1u/3KWdSRIWrKIlEOT0dEoBCpBGLYaTpaYYpp6ez89DYWHtO9g3x8aEEqzzDTNfUDAJJmzfNHN8TRI6ieFEUx9vHa3qojRtV0aSkANAiRFEUKSqsV+B5T8hkJZPr8vLuGhqqa2//cGKiKyVlDc/7GUYRzcwmASysMoNlQ+pTJojFafkpE2z3f7x13GrA8nT0T0Atw9qchlF3g04BikLTaUhYqGVQyxHgkG2GS7J0dkEKQMh8BcDnm5LJ9GGXHB4O+nyXjxZOAU8BcdesNpyt3efxrsjwdnUPpKZIAObJ59/QYxgYnq2uiO/dPVm0fuPpuvo0M+yNx/OXrNYn2jrbL1XX1RcXQq63TE97935wXK1Sbtm4AsCigsxxGVZ+40vnzlf19tpfffUd/+j4ZyKeQnd3d0QbgUD4JBCBRSBcHdxuj4K9/LX9UoqtcFGWP8kUq5qMTS5MsMW5XK7agfpkM4IcnBMouWvlnjdP90+qgnLPiMO+943f6m2FTS2I0yEjDgpLwbnKRrUM129aq/vmD+Gay4HVA6TU1nf2959MTCxYZ1X97MYNljgTgOrMnJwTxz8zjCscGOQAKWAEBhe2B2cNQgbAdf/K/X84BvsEfn4fHvjdErdvfgVhvd8/k0BCnJdHNIRUqpoXgxUuX1hW1tU93tn5rtmcatMvamzKi5+J9p5W09Pfvv/gzuMHW6qRGnvdiRadRWe36o+VpcKs+cU1hUs5LEtL00QLdYco8gDCzD/JydzQUIChLx+xs1iKjMaMjo4DVVU7rdbF2TnJfETdmJlnEZyWhNK4U6HLGQKcYclyq5QdPNd8vG8MufEqSdzNal2g/eKbWwth1cPjx6QH3aMYcSE/AS0t9FwK07IyanAQoTz1Pt+4TKadF/EWaldI/LW839Df1aH04obYhNtXbLj+ugxdWuLm4dH3upiK0zUfHazJSM/+Dpw6LMi0brGYZa56AJ4gDEqMtJ60FdyYnpHV7LS3XqovWZm498CpArViy78++lZ7l9kUE/B5rU5HzYGXt9z66De/9YOvffUxZ219TVtbfUPrg92XnYkcRyxYBMLVgQgsAuHq4PX6LszLUz46NtXU3F66tFR02/Vqob+tetm6Gz/q7nm/tzszDrHZ2H0J5Y+tPNUu02j0aqNSdHb1tNXHaeAP4nQrjIONOgWmvGiur8+LuJZapS5fWZaVXZQBryUwE8/+lFmluG/7e2dO4swBoHw7WoD5R+79OyEFTEDDwsU4QAL4FJJqimIGJniXD9++De9UhVSSD5iL6db6/ZOzP4cLLIlEEQx6w4rehHC5Bn2+idHR5mCwfG3SQZUML52qOnDwep0St5burePxvfdxTSFqezA4+cFNpUgwoGWw9NjFqs0bHw0KVgDd3eEpHniBZ2haFATMpoOfo7cXghCkF5RzhkSiysm5xRjT3NH54fT0RGKiTqWKjXiuCAa9LKuYfSZzWAKcxZZlddW95vAbNT4DgNTcz/SI7TX1J7cW4pYyvHgcFj1OXUKWZU//OHxB2AzQeyFh0GyHwwlvwAQk3DgiApcAJyRaBA0AsxO6VVkTjX0T7yzddmPZAzejUVXbAsASZyqLS7x/eeyww9zZORlZiptl0e5AnA4GJSY90Clx4vB7i5euS89f0dlw6tlvPSEzFzivW/m6vX7xphuDATcCON7YyLkdFYffW7N6lUTCGg26pub28Qnn/GXN5iiPhUAgfAKIwCIQrg6iKAa54NyvT7rcPxHFmmF34fqNR4+dsun8H/7lt0m5awf6u+2TuDSETAtOXoJM4tRqY/81NrOneWj89Z3wQJKKYCcO//Cp3p4+lsGJjz7gslN3dvTdoFG953T9+6rSxM/cXnjqkss9ClDtUH5PqgQwNtolV1AaOVasWJ2WlnHixJHMvvGn8MP5O/wPbEpBAjAZsff2DXl/ZGi4/eAEpMXijl9Br4LTlz5PXQHQzVqwhLByzgAkEqXbHZ5oPhic7u4+2d9/ITV1SdAzsaX44KtnsT4XP7sPP9m/t3sEbQ58YTNWZcLjx/mOZctWJk169S0BnRAr55uqvAEDO/OKkiYlTXd0zF+bAySCKGChBSslhe/pkfF8gGGi1GM2x+YZTUJX10Bd3Z+t1sWJicvD6jpznE8iUUQrSQTAItcWzrkj4+MldntRXpGl4tKb71RBLcOydDy2Ea+fg06Jh5YCQN8YWobA0lichL7x0f7x0f9Q1iaHzHyzn5T8JPx0OvOa62+MNScOAT9BHBAAEueuGherjYtNn1puq2nUf7ei6kat5n2XZ3t6olcdL3jsIuBw4u59u/kg8oeRairU2Ww9Y+qjtOKOdXH1/VAEcfzQewZT/HXX3wigqbGxt9++uNDEAxdqWiyOiSddC/zaR44ciXbvBALhb4YILALh6nD06NHM9PTP3n+PVqORSOiPDh+9YdvWHp8/rqktPj6O4wXO29/RcDzdjJIN99c31NfW1jA0E+CwdvVyrLo2eS4DVScA/LzytCrYv+9sb2xAvTU14Ze3bIo1x6zsGaioqGn51u+9q1Y5HA6rNWcuFmpRQXpjc79GAwBxcdY77rivuvo0jh2N2KYRmJrNv+AD9Azdsa3wVYbGpSFYtDjWgjgdBHHJiDMJyF04V9vXN5CVGf32JRIVwB89qlq/fibdaF/f2e7uEyZTCnB3gvS1Pj9A4eVH4PZjYBzeADbkweHEbw7je+/CFwRNI8FZmJIa7OxkKEoAIAqX3VX9/SHRM2eskiCai7CnRwTA876oAgtAQ8PFuLjMJUs+19NzrLLyhaSklfHxpXO9waCfZaXRwvRDWUadas2M9LHbQxIzLin7kRSqq6bqgAi8WmUtXlw+HQg+f2jPsgzcvgTnO5EdjwudMKmx41awtTN/v5c3nHTdLYWb5zUEIuRdcGLSt+/0Kf/k8DPXrE5Ntm0eGe/s7Dtz8NThqgvlS5KWFSbkNM6OffppAMnApu9+ZdhpTzFBAKwGyCT2xqaLNMNkZmU1VDsuXqyXKBNHFSrpI9tvaGzJzU4HMDjkGH7qqQMHDkR9bgQC4W+FCCwC4apBMYw7EJCJokKpMMTEBIC4ONPQ0Igo+AsL88zG9AtnjsskOHvolbylN4oiAiP1PWOoq69fFrHU+cqG3IyEF3Zsbu+PWT7rHUpNtqUkxR843fzRgaM6LVVUdDlv56W2YY6bnl+8b3HJkpDA6lmQPFQNyIBRwP3vN/6x2Y63KyGi7N3qRUBDi90JqIan7r7C/emAkLUjypE3qUQJiOvXuwFmxHGxu+cEy9JFhXdUVWsNqt9o5Mi24sQlvFcNKQuVDE7vcklCfAKYnhNvKmXQKTE8tRhAZycwq5lCBqpZJAADzA+eEsRwC5YYUiezuRjCSU4OVlWNSSRFSqU5N/eO8fGOnp4jjpHmxITlRmMmx/lFUUhLUw1EyagPAIGAVypRAbBa/YODcxV1JIKYVVSia+mvkslULp8OwOKSe7s7dj/1OrKsCHC4tQw1Pfjh+3goGQCmgLlsDXmFKxsXXMQ3m9x1htr6xlMVfdsK47dsuy6UODXWHBNrjhmwxucv1p+t6//j2w07otxp8oVzdpMGAQ4TbmRa0VJ3/NZ7Hm251Kozp32457WRwT1f/c8ftXX1igwDqRRAEJiYIFUICYSrBhFYBMJVIycnOxjgAoGARCLheMHnC+j1dFysadgx8si2uwBszFjy/nPPTVbsrP7e7oQf3LutFLvPYLCr9tzW8s6u/p0dvW6j/j+T4tPSEn9/naG6G/tbcHMpfncGsfk5gZ4WjodcRg2sL9846Hl/7xsnTlxYvDjPolUCoBhW5PxKCACmwQAYHhx5MdH66qDjS4XZ9w9Opg7aZxMcxQLdDP3+A+XY/AweWocXjhmBBCADOAs0z94NF/F+0IYElhjtnCDNSBhG4nQO93Qfn3L2ZWZuS0xYBoxu3eIDHt93oFsuP75m9R0AgJCJK14UjbwomKyOYNCbm3PD7Eqh9BMBgA4ZqOZISyvr6Dg7r4ESBH6++YqiZuLreT4oYaOUZO7tQTDom3MLxsSkx8SkDw5Wd3QcGBlpSkhYQVGqAfusMgtLO08hEHCHChHOU1dzxLmnuVD+TwCAwpr+6Xj0Xmw8UpKCs0NLxlytnDDlaMfXgSpbwjNx2l/WX7rHGtvXbUdKJgDLjNcwCFAhD2LT+PSp02c9no4br3+wO9H8e7SoFUK8CZ12cDymxuxeMeYzt8RMTRe2NEx0dvZ1dvXvmXRuT09KS00YsA/JJVDJIJfAenL3qB2yUajWf/rWJZuwBIeOnE2Uskfe/e2q6x+rrm4E0NTULJMpnc6o1cQJBMIngQgsAuFqEuSCTU3N8dbYvLyc7p7e9rpjuWVbYs1mpKQA0AH3z478Rr9QUd1vZfu+vavPGKNLS0349W1b+/uHvne65glBGBkyFCRAJUM7V5Cb18gb4wwZmS+8sKsgQ69We+Jijddes2bIIX6w/8PBwfk+p70A7rz9s51d/Tqf+9qEuF3bVktY9s+Qf2XYv7muEu3PLU1Tne/surkEX3wZ2fG4Yym6Rj463FQIyIGYeekuIxOy6wDPbFe4wPL7pyQSRVXVi6mp5YuLP8XQIT+XKdRbXi45c+YAsMC/mJoW6OhgGEbq882/qOTw4YkY1emv3yD84H37xo360KG8w4c9mXHvuF3+E/0XipJgTC/iBIkoCtRlDSTOOdd4PiiTRVqwREASCMyeE5zFai2Ji1vU03O8vn53XFxywO+SyjQRc0P36JFKVRaLb2hIHq3XZTJpZivk0AAtIj2nQDYNmWuwR6AMQZ65O9OyuqT0LxuzzbXNS8oK6hta/3Kiqqqys3BR1i8P/yJsQQrxJcXLbrr+RsA6BAEQluTlt7Y3eaUAYFbBrEZtD1LNaGvv+Wl187+tLP51gqWzq/9CVdO7bi4nO9091rM4L+HeOUfxli2hP0uffqK1Vd7S221oag49qMlJ5+RkX3Z2DggEwlWCCCwC4aoRCAQ6Oztvv/0mnz/Asmx9bf3SXHVlxQFrQmrk4Pfeep1V6NNSEn75ja13jxtCjWaT4beJ1lMV1d/+xYdlS0tWFMbaJhuPtyPFfDzv1kd5Xjh8pj03J1Ot8DMsm5ttTU5Kxp9/H7ZyW3tvWlpCfoolx+cIAAEEATwZZ37rpjtHRoZra6soqkohRVU3ukaBRmwBgB+H5lKX3wmRfkAtIPoDU1LpgnTkweB0b09FT+9pmy3DbL4hLjY/8mYlEg3Pc7wQZGjxwEE3AIbGelENgGGk8xKNBk8eq3lkw76PGvDsfmRZXq8+c21CzD69CsszYFSjIBHjbpqJv4YTAPCiKND0zIYp6nLuU573R8ZgUeB5AYIghAksADQtSU3dZIkrarn0XlXVzvj4UputlGWV841YgYAbgFSqHhqKGqIFv9/V2vZRWOOSss9VVjqBxuLixbfcdH1sXNx6p1dZ2+qBDKwip7j0puI0b/NgdW2UGpG33HR/gk0ym1YjCNAUrfZzKEhAbS8GxmGfwMiw48+vVX9XKv3tXddKNi7X1baYTYZlSxbpl620D42cPeN6+5fHt0eszLJsRkaGVgZ/IKhUygHk5+cdO3bC7yeVngmEqwYRWATCVcPvD4yOjlEUFfISrly1UiZjhPEa91hX5OAbb9pWmqXvHUPPJM4pkVK2tmNyDK2Nqky9NWlDfmXzmXNN4yODi4uLFFI4nKioOC2Xy8xmK8cp/RzLMlKeD0Q9VL9xwzIA08Av5VYAExP9PB8wmzUAzOa4zZuvXbVybW1d5bivEpiOmM0BLkAe7SQdDWj8fs+cwBL4QE9vRU/P6djYtJUrvqjTybq6W+aND3x0YDjVXNM1Ur5lS4xZSx0+XFea8s7SNCSbMKV7TBCVAMMwUp73AYGDhxwZcb/jRLQO4lOrsDoHP92Ptbn7DMql5zsnanraEhJLDaacMy1/LmBdJlM8AFHkqRkT1oK89oIQjBBYIsByQReAsJODc5jMPlm3oaRkW1/fqcrKnbaEMlt8GT27TiDglkqVcRbf8FCU6cHgNB8tuVZz81vlq4pLSp5QqWZqYx/VKl4dFNUqA5AUainIyyjIy8Dz4dHlCbY4YGj2LyIAsALnD/DoGweAXBuqq+uOHmrKzl9sXpLXGESsnOk1YXISHIe4WJNSKb/Y1PTd7zyF7f8auTGpVGqypff2DiiVivb2dovFynF8IBCMHEkgED4ZRGARCFeNtWvX1tfXcRzn8wdUSjlD0wZDzLab7xgatOP4jPJ4VqOWyySry0tLV5SfPN2okiPLig97UTAxkZWZEUhKamptnR5pv2593pb1ZYNTClbGul2TIu9vaqzPyc0cGnROe/2CyDKsjOMCHrd/T1H2L+tbP51io2lqZ0ff5/MznU63Vque2xXLSAJ+DyBmZcQAaG2fUKpUK1euXblyLZ6NLDynA8aBhCvcot7v5zUaAGJPT0Vvb4VeH79kyUMxhjQA+z+sT0mZc/YFPjpQ9dN7399VAYPq7MVKFCVCJXsn1by8lcqZ4i2AMjSOYaixMdfBQ99ZnY2EGOQnwBvAkWbsrYXHh/Mdn8tepLjQ/vvsrNvcnmG7fXpRwR3NF/eUlX1OoYgRBSFU6TklRZyXgww8HwwLcqfAA2yQC/cPzoNvaGiRyTQaTXxe3p1TU719facqK3+fkLA0Pr4MFBXwu6VSZVR1BcDvn5JKVQh4wtr/5YtPhJ1JTE1WD/SFsotdziU2Nj71Vn7mc01td96+RVXV/KfugS8VZk1OufW64GzMexBgK2u64rTwBDDiGDl3rNrtZx77zDUqbcw5J1JsqLjQJGWgUsDpQ0HDe/+Pvf8Ms+Q6z3Php/Kuqp1z55yme3LEDHLOIAiQYKZkKlmgLdnSRUnH8jF8LFv6KOlIpgRSgZIoU6REEoEgkUFgMBhMztPd0zmnnXPldH7sCT2BH20JgH+47gs/9q5ae9WqMNUP3vWu5+3f97k9e3YG/N7zH7v74PundMP8d+WrUqwMwwQchmESiYTjOARB7N9//bJTFxeXfyauwHJx+cB45plnnn32WcMwNVUP+r0kRaTS6Wg0nGxovNzmN6q1v/Amfu2HP7lnx87G5lZV1YoWBayKvB2PJzOZ1MahoeXl4LkzJ9sickKUx+akl3/00mIPmJNXHesLH/vYifGJUlm7M+D8+RP3JuIRADvzpeGRyVdefbWra6CjozkWDQGgKNa0dJJQJ6eL1wx4/guPHTp8dm0tazQ0Pzs/93emAYSBwuXgCoAvQV33C9GI+o4uH1tYeN/rDW/e/NlYtO/yvv7+SrlUP4Q+dur1e4eO/s738emb8OQuTKWgGljCI4q951LziwnsFMX6fNae3b8MqHlCOnZoUWCPe1h4GEgGtuwOnDr1/abGrY1N2ycnXwWqTc33VGsrExM/3rLli+0d9PlhErAWFq6qVmhZ2qUksDpO/V1nGArDXJ+fDgBtbfbYWNl3yYUhEGgNBD5TLMwsLh1cWTl5e8tOEUSipydxycBq8eoIn6ZVOM57Rpe+QDMPPnRX7CfvNTTE9u3dcr3jw9xCzbTq7vkEgOXVzPDw5PTMkccH+b946sFoJIgHbt2RyQ+PTH77O3850B/74ubB3/ren67vYQHY6sVDd2y+8+bBpQJswHYg6yAIeFi0x3BqDo0hnN7/D93bHz1+8vyf/fAnn21ueDp3lYP/ysoKz4u27bAsraoaRVGVylWOoy4uLv9CXIHl4vJBQtOUZZkTExOx2E3T0zN9/Rezhn//s0+urGU5jjk5M/c5H/dUo/jim29v3rk7Hg8NDfVu2bZjbn5+dHQkFosCsE21I4bxVXAM+jtE/on75H96I3D1gfa/+Wq0p/fRhx6+ia3iYvK5xkeiu25LfgyhudmVAwfeSSY7Ojqao2GhmMls+R613jV0Cmzp4+Qv/ujlX+7r+OxnHmIZ5lHc9R9X8ptmp6ZnXpXlA8AXgRCA21H4HNblX78zfgbhX9j68URi6Jpz93i8aa0A6NL8M4t5bGvHN38BUykML+HHZx5h+HNtraJ4KX28o9OamaEAUJRgWQ7QDFiWTey4aSPwEKAfPvy1DRvum5h4h6ap3r76GkNrYWF5YWHx/vsfO3nyLycnXwPuJgiyvd1ZWLgqXmVZVzm5E5ec2Q1DYZgbrC4E7MVFVtNq0ehV6e2hcFco3JXLTWxa2v/HlbpbxpH6rn/AF/58d72WtnHs2EFRXO3u7vrv3Xf+caJ9Oxb0zzx06PCZX/zuy9EnGrZ871obeuNJDWCnZxeHh2eyueLGoZ5/9cUv7xKnKxtbpeEpgPXGm266s+nz29smx1/85g//8beuG+5nPnnf9v6IqkEzkKsi5kdZQlsYKyWMryIRwBvDKBQK3/yHf+sNt//8g/cd9zC/mX5tcMuAp6n9AgkAzc3N7757MB5PpFJrqVS2v69P190ELBeXDxJXYLm4fJCEQiFZUjZuHLJtmyQdOI6qah4Ph8ENnmTJMAxCVpZvu3lhftaXGj3y5j8tFui779z9yG4hYmNmtjEYDDMM6Q8Eq2tINjRq5dWWMHZ3R8hXr02X+t1/80jK5kBqf6pF6wnpxcIyYEWiLTywYUNXf3/H7Ozy6Oi045i0vvZbWG9wgAXsemzG/81793W0X5wNTKL8e03Rb3X33QcsLs7PzO6fnlkslQA8dN1ZPpJIXJ/Jbnu4QLFYeuPNZx7cgh0d2D+Gl07BLyAkQtIC8YCoG8rl1pdt2SmKuVTEcH20hyUIqlZTcrmJ3bv/DaC/+WZ6R8eRj9+HAxPjr7/+W7ff/sS77z67uhoArLdeGrNsNV/DUHMg2NkHwLLMdTlYV1YXGoZM08L1d62lxVhepjStwnH+6/dGo32DUQYH/unqzcqxY6+EQkxPd+dnP72nta0TwGOVYjcWALAMc8dtu9rbGv/1zNIfoNyG99f/8oHp/v37FcOkNg31PPrwHRRFAvgjbMTwAhABWuulrIMB7Nq9sXdrF775/Pqfk0mwYmS5AJ6GZiLihchitQyvB2ERNQ2aCSk99uabZzb3J9K69gM1ddetH/vW1Nx5D3ro+XD/gwB03ejp6Tl16sxtt90cicRUVWtra4WLi8sHhyuwXFw+SDo6Omo1ua+/K5crtbY0UxR5UWABHg9XrUobNw4yNN3U3KREokv5A36f9Pabr588Ef79p7cn2NV33/qRwKGla5OkgeBQVjCygrwEZfOucWPSsqxQ0P/3C6u/tqnvQtZD8E4iUL1rb89S1p6cytM0q2p1I1AbIEmS7O5u7e5uXVxcOfTG6euHevdde75HEAA0tTZ64cj2bVf8xFtb21tb2++4HanU2quzFz53BLjaHvN6PvN6HpCfhgwSOAc4+Id7fx4AYDnw9iI+Ojp2SUjh0iDrESzWti0A7R3W7OyVRHWSpCYmXtm+/XMHDpQf2PQHMT+Gl8Ex2NuLqvr/U5awtwcU8Y5fgI//oWMjVdnJNAq2owOsZV1JcifW+U2YRu2aHKwW6PcdkAECUL8ECWecFWiv3XbjacR6ftmlizD+81/8ZLKhaX2Dl/whIDQ9fai5aaOH92HTwN02cPLapYUrC6tbt93b39eBa2cQVaCu8MhLl8iiSOOlzf3//fzEPXffxJ8Ypihq06c/fc9d+1ZXVobPn4v5IOnwE9i2bejYsZGQF6Zafff9U+ViIdbc1dDoJcuoyHj3te/E/UFJV+fz2NIQX0plDcMAnA0b+i3LpGnKMAxBuIH0dHFx+WfjCiwXlw8SXddrNan+IRyO6oZVX/qu63owGGlqah0bGy0US4FgJBxmHnzkkSPv/PjmWzr3n0o9+muvjGy0H18GwYAUv2vX4Hv4S38jmN85Onn23Njv8t7dWwb6+zoA7Mzkzw9PvvjKQZNQ7r7rnpw8BcIHUBTFmGZ9lucqh4XW1qboPTfjhWv/zPf1hOsfLoyptm3jRiSTDc3J4MqGxldfP8h7uHFS/MdsCqUXZ1/3AfEH7r8y5/gI3g/Up88u9fQuksvAG2+WksHopl0sw/CGcTnJ2rocVbossGbX+XnJcs40dZLYfurUP3TFEfLitx5GxAsCqKo4Oo3uxE1kU/vw+MzpifMbN39KEJOUyNqXjBrWJbnb699yhqlcn+T+OXx93bdvl7H9Ndx3+X4COHBAXsIr3wgG74s19ts1RdUevP8WDzeU9F/1/uzq8M3MVVGPn9GX5N0NTO/x5U8/OoJOwLluj7m+yGM2lz4/fPzV2enfa++4mGbX0z4+Mffe899/88zoxx677+Zk/J4/+NOL3mQsHtJR+tKXBr79T3fvCLPePr+AqopcFQBG1jQvxoOJdtvGj57/1tZ9DxmGYdtOoVDw+bweD2cYpm1b143HxcXln48rsFxcPkhM0xqdGdu6bej88PDuXTso21FVXdf1o++8RJJIl3HTvjty2dXc1P5Y370cC5LAbAY3bUx2Nor8e0v+9XnGf/M3X+WpcHd83817nmxvupw6lIhH7rnrpk+XqJdOHn7ltf39/Vv7euPBYIKiWetKtemrbMgpinlt16avHj//mzuGAMzNLf9jcZz+7nsNDdGGZIyiGMexbdsiSQrXISnaSz96JxoN3nXHngeAX4Lnm5YwnMqkUmcvjK2mUiVN44HHcVUuPADw479fZvCJXXvKwTsAz80M/XtT81g4cnmEk2j66t3NFMU6jmOvM23XtPL5899paurq7u5+5+1TC3ks5PH9oxfPynFgO1+I9A6iCoJmaHZuePjlzZs/5/FclCa2bTmOQ5IMgP/33ZEw1qcWrf5iZ9e1KVHXcurAgd3ADziOaGzwNTQ0P/Hxpu6GX/pVpyRCAfD2/qMv/egd4YFO+K+aT6yrK9u2YNsUxeZzjKQspdZyB8iRT4eCPf/qCXP/sT86OfKVXZsuvXiv99O6WIhweSV1fnhqZvbgpo0Nv/Tph+8R/NWtAzgzBqC/ryOxuePc3IquE//5L77/pLTupwCAn/vSz2fmTzIOwiLGV+H3ICCgp/fm5YW5qlRTDSQCiERi2WzecZyWlmbTtAiCPHXqzOx6hevi4vIvxhVYLi4fJLfddtuLLz5fq8kD/f22bVMUefbccFPTXdFkh1aai/pw4fDzqaIqhJu92Tfvf+wJf7Lv/NTEyTlEfT4qBFy9kOvzD9zh3xKnCfxtFdvasf8C0mvptZy0cbAz3mrdG9wrK9zySvknbx9KJjvaWuPZbPbR54cT0NYLrB9+oeP4oTNDjv7nT9ybTEQB7Nm1aXMBfyhRM7Mr7x96r62tX1EkSZZ8Xr8A6+f/+CfXnNShTW17bt4qoW4ugIcoWunu6+6+uH4wn8uspRbwxkWvr1uArwFhINqwJxLeVrai9V/RDN+GZWB5XccPAc31uTzLUn/47jsBHL+yc6bwxc0777jzvwH699985sp2CrCmPoVBAK22erqcBYDDf1rfWcbOR265HQBFsYAdhtaGq0J3Cbp/ad3XZcKp2zv8CXCxC4QeemCtofGpWOSKx1g3qqhBAgsYe+644/33zzz0P14tIbi+52//9j0yKKlWm5tfKZRG3j1wZO/e7clk9D998uENYRuSgl2b/ryt8f3DZ95c2N+0N/7Ii5Prf56G5/ivkrNzmbELUyup8qaNfbff9gWBry5S1h+QWnhuLNoKhoJhYWwFuzY1mdWRX33iXnztW+s7qb3zN/EnvyQO3jp6/pxhlhON7SvL8z4P8ivz9z34yLFjh0OhsGVomUxqZGS0s7OTIIhKpSCKfHd3F1xcXD5QXIHl4vJB8swzz8zMTNZqEsexlmU7jrV508aVleVEcyvV3jk7PZOu1ihU/BxYBtMzS3fceffx46fCQa+qw7pUaff3Oc7nEzZv7P34r//SgXNjkxMTYS8yZQw0ojmcWMyTt/bZm1rx4zMWHDkZ9nZ23H5+eO3kqZP53OIt0Ntwfv2Qnv5JZ2tLozPYNRyKDF8SXloT1YdAX2+7LA2upXJHjxZeePHFjo6hnoZI23qVA5TRf/aeT5wFVleHvT6/zxe7vKu3OzQ5XYxE45FovNwVm19Z+PWX3v6LJ+5N14xnJf14WS6tvloqKdWqCXB/gO4bXjGSpAmCuKFLZ2m6gGQHcLVzvAXgCPAxANcUKwQAnLCsXQRBvPeedX1QDcDQpPIPk38NWH4/HwqyzcHgD/bcvi1A/qKXvuP5N//0sbtCTe2bvG3X/Goavmmvr1zNUITi9bfjwY6Hzv/TNanrMzP9M2uFqekzNKV394b/7b/5gijyAKZQzVyOovljZCjaOLLyyov/42tIrf/5Anb8xnOzCaG5ryt63/2P0xQNrAEsQ9HJoEYSyFVQlNAWRdSHsozOOLSCfvCO3eeGJ2s1+bdVDYC5jJHzJ7lgezZfKtFEcwvuuff+qanp6WOvvvRPq3c/8pTjgCAIRdGGhganp6c7OjppmpmcnOJ5NwHLxeUDxhVYLi4fMJqmW5YVi0U0TR8dubBt+zaK8kQiIZIkvFv83x0ZX0lrwQQiPDIzx78zevzuvRsnZ+ZY+sqU0e9o2t/Eo4ePnjvyiS/tePpXBA6Khgur4FmERfQk7TMLODmHx+8dOn16hCS1iE8LiX6W3jZyIYCX164ZzxMP3pc2asctJ4J60tVVs4eCyHd1tXDsTkFsrFSsbCqFG9HTHU6laNu21v98vbGWZVnvvnfid/dtSyaiyQQ2A1/j2+tlpy3LLJWKc6XsO7nt6q6NX3v2u48FfNOq+RPtJ+d/crSe6n7wYAaXhN1lr1LH1ro6lZnZG0xcvv56oSE4Zjs/wrW555CXn/V5QBF/WFHxJMvez/o9Hs/BcumX+zoCfu9CvPUXQtuDwTBFUQAEWJ8a8PAnRgD87r5t77534tFPtvy0O2tbZk2u+oKyY9/A6yGXLTQ1Jwb6H+BYxetvuXSpMQ0fcMX9IWOVhG1bf7FtF773h1d3oG0a6vvc/R0XVloUo/5m1gFO1pOzGb07WWkLw7AAQNEhsHjjvQnpyGRJNhOJ2JdzF28E14t8DVFyfvuOnSdPnazl5ll20+Dghrm5RR9dunD+5LbNW1SHMUyDpulQKEIQoCgyEAiappuA5eLyAeMKLBeXDxhN01XV6e3tXF5OESRBUYSqahwniqJYKmW3bt+xujQfFsxg694TJ45Hvcil50QOfuGy9SYAfGlp5cXNQ1NE+eVXDkyMnv3VJwcg9HE0XZSwrR3b2jCdwfNvjAR4NIdxbpEzLC3mw227u+T2rrRhHTp85s+GJ/cDx++/ZWBbe1yq6boaDocmp4skqdr2tYneFMUwDNnRnmQ7A/nNgemZxd9+4/0HBP51RX00qZ0fmV5a8VuGybJXxZm+/MevX/7chhO/Bnxj4+ajuUxzy1XzTX290ekZOhIJbG7kLpwZeyzg++ST9wH4EoJ/64koqqwqiqLIZ8p3YXtP+eUD9alVy7LLZGrh8CuWZX6nu8227amGWOdyiqIokiQHudcpigqSO160q/XGJEmGQn7b4x0Mtu3gBQ8v8B7+55Scf2cTf2Ik/Nwb0Uhww0DXKW9Hfl0ieUNHaP/YIryJpYXJ6JZtv3boNP7yW7+MfZcb/OVXLie8w7JNVTOWF2uF0urfNSg/ShH3857XZOW/3n1TR3vz7uiQDKpcXiuWK96L2VnO9YlWpqkDnmD4otX+f6HI/2jV1wXoA/0dhgnFqKs3A6ji4ixkVNIqIgvLRk01h89NHDs11hRm+oOxwY7gQyfOXnn2RiHvQlWFNX/SzyMegK7rJEnqusHFey1bOnzwzdbenQTNEABJko4DmqYqFZllr6+N7eLi8i/CFVguLh8wmqZNT89s2tg/MjK6bdtmiqKOnzg1M3zQtPHk556ORqO33X3/6uJ4S2u2v7vDqc35m3edPX1c4PBHt2+oqeBonD0xufv+3TGqfGEyoGlyvKFh/7GZfGkk0Ni/d2fffM5TURER8eg2nFvEqXl0x7WpdLise2Ymptvz+d88cPJTyejXP3HfK3MrsyeGnx1dFaMNotfasf1OiiJt+wZ/Si9XXKZtz4Xxmf/7nWP/9Z69fT3tT5arsxn5NceZmVkaGz/iFYM9PZtCQX8o5A+FAm04cU0/o6Qv52TKBOM4V6acpmdKVxpcmBnccEV+USTpFbxewQugM0yKhcqLuUJ/b8dAfyeAYW93PQa2r4fwnRl///AZhAI3790KYNjbD0CAtbmbCpwdHxufHZ+cu3nvVgl8y9UTfPXo1OCGrtELMxsGrs00mpmr1EXMgk3GyYuyqA2HLjcwrXuKxXKhVCkWKhOTZ2q1wtDQLaGgb2io487ffLJpZunmqfn/8Nbh/+fO3YgOAbDMKw4RG/paL0ysz/iCZdrz8wurqfRrs+NGJNjZ0fzZ/o5vHz77T6ncr9za5OdRkgEYQKY1srRWxpYt7SdOqgBZVQieVMZmtcNHzzT6aonG5pZGv0rgH6r42+192dWZbTsHLRuZHDY3w7RhWchWwNBIJpPLKyvd3V3xeFSWyiOruQYpK9tiIOCnaWp09EIsFlRV07JuvIzUxcXln40rsFxcPmA0TU/EI6qmDw5uKORzoti6ZfMmS80vzU298r1nH3rq6Vwu1947dGFqNuHDahnJZPYzn/+5b33rW2kePAvGgRZmfnR06eYh/0NbcGAMYsTnwNfZLO0/t/S1U6O33tQ3sKG3zePb/vXv9oYwGAKA/hmksferQ9LsxOR/vXlTXUnEY5E9uzataoETc0vnh4/PzRU6OvobkrGGhgjDXJRZm/94FABwDqCAIQD/iTj+hw/e1tHeBCAQ8PUGYpv5JgAbB2OZbJamg8VieX5hJZ9f/pPrzp0kqGwu39zCEusCN5/544OdWAMQwMSvAEjn/kv3Bi7YcMOr9/10/s/2bbtmo+/M+A0bAwicHQcQi4X+n4MnH79u7/PeKI8QSsu/+e7xWwF8/bu/hA0AZtH0va/cvL6l5Vj1sobXjue574fDbeGwPxoN+rwD8UQ0FuuiaaWja2PwxDkAfT3tf8gwX3ntvd95pykNHjgD6PV5zwu/fbETwzDX1nJra9mZ2VFFyXa23/HYk9s/E1mp733w/lvax2b+w9vveSqt/2rf1s1/+YPgznFORPoQoE40of3C58SjR08uzkzsvf2Rz37ukxRJ+ny+8+eH82uz8QgKaT3HsEUh4THTy4BWBsdA0hCNN9bU1dWVFUM3HMdhWSYcbguGIrWatDwx5fdvIAhicMOArEiSVFCUG+Srubi4/EtwBZaLywePYRq1msSybMW2TMP0eDgh3OWQ3NrcyNEDr/b379K0CuE4KytzsoallbkDZ+faoxBZsCRm89jdw5iknlXw/Ens7cZsFiKHiiF2toudLUpmNX3gyMRTu7f/tgMUgMLFg56hDhtG/87H7h5t7Rq9uM0BCMbjGRzkbSvT239zai03N79yYexEwN/W0BBraIh+Di+sG/gkgJO/8Atv+yPXnxRFs6GgN5FsrXerKtrhpFqtSsv/+EouX3pdUTmOTb1/OpOe5YUur8iLoiCKPMexYUgBTKzvSgESnfGZ2VL9qwDrP/3R79U/vwnge6+VseH3v/LU5fb0188CuB0ZADh7FgC+0g9ABvWH3v7f+eo/9eHCmwC+/t0I8PvA//irPx2brtQbyKAo+4obVQAXAIQRAKBphiTJkqRIknLu3PBsVP+q4HlNVsmO5k8bRiIeSSaij/fcyl8ygFhZrdI0B6C9LfHDiSz8l+Jhm7r2NG6655t/tu4UpwH8hvof11K5tVR2bu5CU1NvQzL66MOPrq6dakxutWGdXv/6HWj7Ulvbq8vH/+zZHx+y9HWu+6fS8P32PzyfiIX3bO2TSksD/Y/m8xkADQ2NouhNLZznKb23ka3KJk0jEUBNge1AZGEzbK0GkUW1ZjiOwzAMAK/XSxDU0NBg3Z6NoilNU1mWkeUbLDJwcXH5l+AKLBeXD5j9+/f/3M99vlaTo9GwIPgN0+A4j6pqfQMbHGBxaqRSrm3ceVtPX09mda4pjCd24LtHkKtA5rCxCekaJrNsSDC29qEjjpEl1FQ4DooSVAONIb4x3tzQEONn5649sLX3nrv6E2F1olSxbB/AAiLrMVA383Rsr+Dp6Wnr6WmTpdrqWmFpOXXk6MGvXTd+1p/IX21V2tMdnpoukCRl23WfLQKAh+f6UsvHjp83TPMXfv7jn9f1crn2f9vxamVGkVVNK46MKqXSis+X/PJ1hyiXa2MTczQdJInrvaAunsz6L3VVdIn8z7gBwMJ0sR5Dsm1b1w2zUr2+zfd/8APLskKhFlHkRZEXvZ6e7vZHOulP3LPXf3b8By+8SZFkZ0fzZXUFwLYNkqQ7273TMxWAucrQNZq4/hDPv/h8S0tfQ0Ns08aP1VcU2rbtWJbfI1Xs1R/rAaAV0OvmooxvuXVw7xP8An586OpuZjZuHPJ7aY6HoeHN55998JNPpzMZVdV6erp0XZs5txISWLOS9wWRraCltX1lLe1AMfPzhRrOn3jL17h9ZmbG5+NbWloAGIZO03S1KhEEkUqtiaLPcdRXXnn1Z15VFxeX/yVcgeXi8sFTKVenpqcffPCesfHxrZs3BQJctSoB6B/YYNmYGTla26/y4bhtQ1LxjXfQEkJVhaRhKoPVEiyFOTdXm6lC4BD3oyWCqTREDqqBoZ33ZrNr1cxwoqURmYvBq6/Hw50dzU5H8s5bulvCMCzM58BQIAlYNmPa1Pjw2qahXtNUGVYEIIje7m6xu7tVUTbg69esZUOtpnq9/Prs7KnpAgCKpKxLZt8EITuOsLC09ocnR77xyfsBcCwbj4Vb2MZsNrl1Sz8IbNlMWpYl1ZSRjpm57b9Se/VgrlBSVU1VtaMHT2ZoFgRBUXQw0Bhmr/c7p6amFymSJAiCpG7ghr6wuObYtm07N/QfP3DgREG3S6Vly7IAEFK+K+jzeDi/T+Q4NhDwaf7E/W23iCJfrwPoOI6uTbc2N8YVGWfHAdx+645//f3X/7ghhoH+y91atkmR9Ox87foj1mry9Rsf/9jHLSPo9V+pwGiaWktzoiUyU5J5Wa/X/qMAA2A4xol4EQoGr+tmyeNp4mjVAQoSWBp/99fPPvGpL46NTbS1Nff0dC8vzFL2WkWHyrTfc/9gqVRpaevM5bIrs8MRH3JVWKXS5s2bWlouVvUxDDMcDmYyOZZlurq65uYWafoGc6MuLi7/QlyB5eLywVOuVLu7uwEQIC5cGLvr7tuHR0Y7OpoBDA5uKJVqRw68cdOOgd4kqho0E7kqfB5UVayUAKCxbUN7N5FKp0KRWLmczVSg6pAAikRjY2NLS3x0dGrcuJKV/KuZwp/q1neOD/sn9ltCS29388O7g/NZpEqI+cExiAfgYaFoqaLczPE0QNXXEvK8J/+rn3nzJ4crFWnLlr50Op9K519+9ZVIRPB6W8KhQCjkD4f9NEUBIEmat63f/ePvAwBkQAhg4ofo+0bL5ssjIW0SgO3YJEHVXbL8AW8H2xQvlD47MvnVB25tbkoAWFNIJ9yp64aum7puMLpy0Lfb2LNl4R9+FAj4LMuWbKpUqti2Y9uObdvfbEpYtj3TlOhYXCMpkiLJlZUUSZAESVAk+WI/JZLdiXh4ZnapuTnp8bC9ze0G62HZzSzLcCxDZGce3t0ZOj+5vJL+ymvvfecXnswg7PdesVpwbKurs4WgqG/5ujRa5wwG3s4fYinw4/1dP85cbvbvP9FOURffmQSpZNJaoVgpFMrFYqVcXhlqjCcTka1b+l997aDf77337r0877HZWj2WVscyFYFDVcVKsV5j2wDyQDWXjx2fG56dc9rLw2Ph4L8tlNY9TY2A4xdQ1RDzwbBQVfG97/x9orFN13WWZXkxwBl5SoVenm9pfSidPlmtVjo6OgCUVoZNC83Nbap6URRaljUyMrpv356xsTFBEEKhgG3b7713BC4uLh80rsBycfngsW07FPSpqrZp0xBFkZZlbdo0dHnvxo0bTp8+Z5lGTWfyNQgsVAM+AR4GPIOahoBIzS2mt27bmZ0/wdL4zE348RnUFHh5rKystrbGeQ9dxVVJM79eKhPbBjN9lXJl4UcvD+/fH4w3Nj95e/NSoYHz+G0Hy8tTiVjAwyyHOE/NiukmB8Cx7ZdfPWDb9mOP3sHQdHdnK4BpvrtQLBeLlUKxMr+wmi8sJhMdoVBAFOn82vI12VQA1rseECQIwLEtkNTEVJ64VIpv9MLM4+FAXV0BcByHIAiOYziOBSDAuyHQhVL1q+n8n+zeFI9FJPATvojjXNRA9/78DvHU6PuHz6AxXl9FOO29Eli6s+YToWSy+f925Ox3Hr4DQIM3Jq+TNTbs0PlJAM1NicfDgdELM7EN4fWn0NkZOHFiKZHYlgcLk62tqxIYwOjlz+VyqGxlZSVVKFRSqZlotC0c8sdj4f6+9lDoljvajPDwFIDHHr3ztdcPvvzqAeeTAyR1VXCovd3v1dKSDkAXuKkgOfvie8tz80YuVwmFlFDo5i+0E18+ce7qC1wDNB+HXAUbW8AxsGxE/RCpBUXpBQjDJBywVRVBAW889+xjn3p6Zn4JQEdHx5wDdfbUt/7qT776p99YXJwHYBjm0NCgrhvd3V3Vatk0TcdxfvmXfwUuLi4fNK7AcnH54Nm/f/8nPvFxluPqAsIwTA/HXd7r8XhEUWjo2bkyfdayEPNjsAlvXwBHI5LsUNNzanlpaXosJqommLgfL5zATT146Qw4FmeOvDl+CuUKdgCf2rLVts1SoRyKNkUiAc5cTpcDoifw+D2OpVQz+aXf+/MRggvs29rDh25iWU9NEf7DNw/CNwGzD8pFY84/vKVv566hVy3z9dPHH9q5lwABIBwKhEO+LjQDUNVthWKlUKysLGeGzwz/zHOPREKOYwOIwPjMH+8HEESlCdiCyOzXV3/4G3uLhaWa48SAazyiqlVJ1/VY9KL0cWz+8n7x1Ch+FrFoWNf0alXy+a51Ac06xH9R6XC0vQPVT6fiSNXw7v5/jQCAf0Jv8SudU1M54qpssBv4VwE4+s6R5u3+RDwx0Nex96bNHg97uVl3V+D4zDx8yanxc109Q+xnPnPyxNlf/+q1Bba/9ZXWooPJhUI5e96pLr9+qvzgzmDev7WtbTtBjDOUUQsQf3Tz3qUpkyCMZAsLUCehEoQ9l4Pp4OQcBA6tEeRrEDicOfZWWWHn55du3RLjGdDehC6l//zZZ3/hl59eWV4C0NHZIcly2D/72g+effCTTy8szBuGEQ4Hy+UqQPT392ua5jh45plnfubldXFx+V/FFVguLh8KIyOj/oB/3949pmkahuHxcONjE/0DfQBYlh4YGGhpbsnly3ZhLlPGnQM4PouqimgslslkPJHG7kHfYi7X1cg4DhJ+HJpEWwQig6Ui+htxSx8OTqCmGlUNKYeQ5mttSMSiDWZ5Tc9BtwjT9juOv7Ov2VQr8/NT4++e9Pobe3ra2zCBKrAuCsXv+o8jAChkgHOWQFOXw1EXpYPHwzU2xBobYl2PbDt7Kpjn2Hyh9Cvfe+0TsXCpXH1VW1p98YVYrN1bTxUX+UpF0nWdZjw8rOuMshpkUG39bSOjM5e2OBEYT/3R/hpAAH+HPdI3Tk0i/fZX/j0cXBY6ta/PAdiCMoDa2QXAxFf6uzr8M3MVAF/3tj311T8OI/l32Idvp2qgvoD5//GVexLtwbn5KgDYjkRRHlBYly9fF5hNaC0Cuq4zDLuymqlJilSTa5IkSepBzPMMfc9dN732xvv/8ZbtyUT0Tt1o7NtFkpdfm3Z9eB1t3umZMhCyTG0a0Cm/lyh03Jpoe/u71zwVK1ODB88uU2ZN9AU4IfSJ+9tpGmGnse7sEPWm3tOR0xpnjKLXSyWQATqBRT9vNwQhctAM6CYyFQQ4zKfhi7bt2Nv7Z3/y33Ur7gCKZtkaupM4dvRYc3Nj/YjxeFyjYrqJl/7x2cc+/fSZM2cA3jAMgiAIgjQMa3Fx8Z/1gLu4uPwMXIHl4vKhoOtmV2cXyzLf//4Lt912S1dX+8zsXF1gAfD5REmWjPLcLX14bxzfO4btHTg4gfLi8Q2Du7ZuHlhbS5Mk8d47b6wUwNAQOQgsbAd9jTg0BcvG5lY4wFwaYoOztjoTFh1LAeHAyyFdBcDH4/FL2T9kopNYWZ5bWlq5fpyaUi+Tx24a6u/pCszNX87IJrBupgzAzEx5ZmoeQ73vvnfy32/dcNOezQA+ruKrTlSqyTVZqVSl1bXs6OiZM+eX4rHODSL569cdzras8YmU7VzVc9s6WwIAgPfty8cn6g3WJwmtAgAeqqurOmFYbZi4SjjizovqCrBhMwRtW7ama7iO114/mE5PVSr5LVuiosh7RaG5RaTJwL/bFo16HAADWzdMTS9uGurFSnqdugJFqZYlAJhbuJjhZFpmU1OiUZxRTaSUG5TceeXI2p7BMMV1AAgIOLcAgRMADyABjp9HURaAgK5nWLaUbGhPrSkAERKgG1B1lBW0xzCbgcAi6sPGHTtyubTfy2omevoGUR4dTiMrgUuf9DA7oolGALWa/PDD99dqlcrahfoE4vDYZLFYPnr02JNPfowgULnREksXF5d/Oa7AcnH5UGhtbS2XC7oejcdjmqa9/sbbgxs2TE7OJxIRgPD5vMvLa2sljCxjTzcOTmIqBZZGTUNu9LhRy3b2b6dp62Of+HQ2m3vrjbcKNTgOFB0f34muONJlTKexkEN3Ags1ej6rJ1sREsHSIEkEBEiaItUWCPBRr1832IWi4A9EKPqSOAH+G8u8pRtPJaJzYy/5gtHGZIT1eOemh3UzSJE+iq1PaF47U9YYDR8+epYA6uoKAO/xhPlAOHylHHN3B+31Nzk2F5YKr5Ob8hu6v/l3L3ws5FdV7Tnl7NoPVhWlQtN0a2uZY1mWZZq5q8RW/bj5fIm8CEGSN1hFKEuy5TiOZduOY9s3cCEfHp5c0Qld13XdmJ8/b1mGIAQTUH/AMg+K/A+LlV/p7wwEvCsB4aa2ZhB9LC15fVd83ltbBX60CCgAbtqz+YUf/uTw0bP9e7auW0BoWRZ3zUEtq9qTxEKqNjytpFPp1kT0e+nc/nUN2jtaW5NYKYKhYFjwC6jIPGABSthrrJVRUdoA6Poiw7KpNRYotrZ25DKTTUHYDigCJIFEEMsFxHw4c/B5f+P2RIiNJNoFwTM2jYYAEkFQBFJzJzdvf/rs2XO1mkRRVDKZrJSK5cra1/782V/6lafHxqYTibhpWjRNz8zMwMXF5UPAFVguLh8KdTcsVdU5jp2amn7ooXunTr2q68hmO9rbWw3DnJiYuv32244fOTCVRn8DVouIehFq2wWztjB9YXz4xIOf+NcsyzY1NX7h5z7/3e8+v3nn1gtnDh2dhshB5NCdxOZWzGRgOAxDmBXV7/HGVdsoFdK2rQLwcvDzCkMrfh4AeA9q/BW19H/pxv8F/J2HPzOuhiPS8z8+JIhiV0ukIRnt7YgEvd0lPVZXV81QvvjHL1/63XgAOIPbv8a3/7QT3zjUvbyqC6K/McTsjA4dOnLml/o67r3rJgC3I/4distll8rlXDjcoeuGrhukLn9/oMu4act3vvvyw37Rsuy8RZw8NWrbTq2WchzHtu0oQTjrgl4EQRw68naxqHi9SYIgKYr8uyAToYIURb5ckT7VEPN4OIoiAwGRZRmWZaJhIxiKx+NtW1np1r6o99Ro/O0jPM/t3D5UQ2vRS9ZqOq62/lpcqP4Pb/Plr+JjwUe+8fVbT08BF2OQ5wdGnrvzS6KvGWDgOIVCpVBcK6+89zfn0jVZ29QhDrQKQk3cj9z6bnXNXimQFImKgmQQti0ADQAJlHsTWCoIFYUBFmDPs8xugALUfGpR0sFRKEigKUga1ooAwNBYzAPzP0wE2XgsalMcRSIRxEIWBIGYHxMTk6LgGR8f37lzu6rqre1dY2PGUJ/3woVRUeRpmjZNc3x88n/5yXZxcfmfwxVYLi4fFuVyZWpqun9g4PChI7zH07bxrslTb8v5ubKInfvu2f/OO9FoZN+td6qqeuLoYcMCCKTOH//M578YTza9/tJzf/uNP3rqC7/c29tjGNLuPTujkXDfpt1jZ4/la9BMGCZsB44DD8uAgJfJ5wt2KNTiC0TT6VRDQy9gK9AV0yqmFwAIKijy2ljRzy8svfvI0NnFxtvu3DA/d6Zm8ovZ4NRSTVbeakj2hsOBcMjfFKICuKpSTQ78ujV6Tt2O4fLeC2PzXv/F1YK2bf/5yNQfPXz75b0cy/p9XorUGxti9S0R6Hd10JKkfFPVnvjix2iKSoNUvT2X+weIL9cmALx/+AyAvTdtJglS9fY4oAAwlGVY+GQtmoBtWtYP/vJ7t9+6UxR5xxc6JiPIg6G9Fyy/z+vt7QlhQfKeGgUwuKHrN19+96bdm+uyyrGtQqXk9dWPaLGUVShRjKAb5MWq2I0+EUAABjBS36KOYaqNSKXOpdOZVHqCof2t8WLAL+zZ2pIIi7pF5Gv4wuzZay54XxNpOZjNCEFBTpWFmpoABMBoDCnDy9BMbGw5P71q8CxYNgQA0CyHZShoNmwHmo4lBSKL3kYYFnQTxya0hCkOUQjEopYDD4NkAFUFGtseDHgBJBINDQ2Juo37LbfsrVZrNE3l88WhoQ2mafp8/p/5GLu4uPzzcAWWi8uHxeuvv9nX30uRpG3bsqxEIpGU7N3Q1744PVJ96a8i0UShUGptbQTQ1dVZrdYqlcr+t9/RTaKpqXFo+y1H33lh+Pib4yff1EwEk+21qtzW1rYUSff2ttf7/+EP32hq6qhUio0tG0sKZZml5pZGqSaapp7JkPE4BTAAQpGNomBWqno+P/P7Tw6RJGRJevXs8h233exTsrIMD71Yyi/ygpdlPOFwQyqdJggnlVqZnV2WZW1UXvu1q8+LacvxjK4Y9XR4Z726AuAlqSf+6n2gJQpFhvzX2Fp40fzr32gBoNRlGUE6zrWFWbK5wscjQZq63vHy2tV8JEECcPQqQ2m6WWQ9uGX3EHvIhgqaoj4eCWZzBVFsEvhiiweLed4j+B3HJghifqEmQHgeId5THHrxJ3/bBvnb/9Ql3ROAAMyf+NVtrf2x4ycWwmKmIiv9DZhI8Y7TBegAWnCtnSk/CHX5u5Wq4POKuzfE0xInsoGGIEgKmTJCIrwefOXuLZYlDufJpBbi+v0JY0QxsJRPAG1FyQCkep1pIL1WAs+gKy6vFuGhDYJkAQFQE8kkpaUcG/kqTAvNYUymEPFipQASyFURFfXOBjYQaysW0zWVKtuR5WImJMCjzSeSDx14953V1RWG2VUf809+sn9wsFcU/XNzc21tzeVy9dChwz/jIXZxcfnn4gosF5cPiz179vj9Pooib711X6lc9Qd8vd3tTS3twXBk/PSB9PywtWf75cY+n9fn8+7Ze6tUK7HBQHtH00RjL0k4Pp7wAY40X6rML02ekDRUc/OJxvau7t7uBnG1aPO8f3V1cuOmm1U1PTszk0j0WqbW3ToynQ4BXgAAA1DxOJfP5Z8nI44DRaUmU5Z+IXs5i50kQJMKHAvQAW2wtVZRYFoICsxuuRmHr1Sq+c8E8VL2pPDjiUDAx4V3EEzIKwqiKIhe/lJX5D0YxTr7qCD6rvLKIojL030R6I1/NLWIIgn6Zmxf/Hp6FNbRT4je+sBhAWAo51Vvoremz4OmOXOGAAg0BFMcjaKMTAWvvjPSQGIvD++ffff2BrArBxZfgYfDqLZB+NVPDA40SLUs4JVr5UAwNU5BJPEoj8ACALThrfqRzlCDS1PveRhUVEQ9tfRa1SNXl1KHRuaqy5nqQbkaIoh31k1TKqPg7+x9aCNMC2cW0BhCtiLO5azuuNoYwGoZYS/eXYPjBBVLJdqEJOZOKcjXALRduilBADQlM/RqexSWA8OCpGFzwjgMDqCBajFXbAiA96AooaoiV0NbGCUVfg/yEqIiRrJ6oplNzZwKNQ/s2bMLMAe37ltbWx09e+yV7z27WvZs2bzp8pg3bRoCLEM3hoaGCIKQZaVQKMDFxeXDwRVYLi4fFvv379+2bXM4HIxEQqurKaDR5xNrNYmmyV23PzI584333vqRUdl20z1P5nNr9Z8EAt5yuRYKBhLxeDgSu/eBexYXly6cOljTEPeDJlHT4GFhVOanz82HvLCclGmjKQKPNteeaK2oa6v5lbYk3x3Hlpbi8bmiqsOyQRIgVWzoiFgObAciQ69ydoPXIUmhorJVLWA7LMuVVbUKsMlEOFUu7u5CWMTYKvTcVclJ/8lx9lp9vxdOFgzTWMvqRsnvow4fHgUQDLYEAuLmwPWr0q6amiRQT6iyAGyV1Xvw3Pq9OWwnYy1yreTlNA9bKtSgEfj8n38XwO56i2NjAL73b75EEIppoSEAACIPwcBWHVgAFgAAGtjuC9KmqXJxaqgZRVmuKshWYVloiYDw1/PXrzA2fOq9hZqtV8ulqmKAoLh4kGtPsFvbuQ1t0YHVpv80MnbVWfhx9yDmsjgxKzY0DRiotoVrNX3FsDBbQCIAigRFivFE/Ny5o5RWq/I+1bBw0R7WAAxAAECg0BxGpgzLRlMEPIuJVZ1l65E8WTc509ZWihBY8Cx0E4sSRA4goBvQHR0gCIqZmJnf5o8Kgj8YDABoaGislfvOjU5sGWilhYuuYIVCkeM4XVfTmZwo8pqqnTt3jaOpi4vLB4krsFxcPkT6+weKxVIg4C+VKwBa29qmpxf6+joBPP7UFw8fObG8PPejb//h3U88rchlXdcj0fj42MWEpy1bNpmG2dLSPHUGOztxZAo9SfQ04Ng0ZB0ii7wEigBDQ+Rpwsn4vaTXA5auhH04PI2KgsYgNrViKgWWgs8Dy4FlA4Bh0eM0GNokaSVCKQG+XFHhYeAhYNYmgyIqNj+yrORrcBwMXrtUDtA6OT5UKi/G/SWHA0XiwduiqmbISq4ir8o1/XLDZwAA/w6T3/72Ox4PxfOcx2NEArpPMFN2nmO5knNt73TzKYHrawimPQx0AwUJXfEbXFiWb4YxFfOjLQLTwplFEOC2X93GLOEH76ZpQuMIjYJGOXoqrxmaNnpUm03Dc2l4dZbmCi1tg5y1aNpNrQlmYhWf2A0A709iqYDb2y8nX13EqWGxgOOzYt9Af6ViRQljvrTSGMb4KtvcHK9VliuymEj2Gqa1trIYj/d0ibqkxQkiFxKPS6qgmReT5Q0rvJRfHWqCYSFVRsSH96cMhhEAAlAAqjmMXBW5KnQLUR9ao7Bs8BxmM0gI2q5eLh5AQcLI8Mm7739CvlRAqad/g6Frxw6/e8eDT9W3nDlzbt++PYah1mpSLBYpFEqbN2+Gi4vLh4YrsFxcPkTefPMt23bi8Y85tiPLiiDwNE3XarLXK4iisHnz0NLyqqYsvvyPz8a7dhXmj/sFRHvvrVRrfp+XpmnDNCVZFjxgadw1iEOTKMtoCmOtBJ6F10BAQM1pX16r5FWWjcVKxSyADc0YbEJNxXIB5xaRrSLpR7aGmkrzfMDnD4JApJGSiGi5UCGgABfX/zM0eFahSNgO7tsIAIUacmV86a6hag3z56ajbQnGE5t3AvUk9o0tcBxky+AYlGSGYRgVUS+p4NLSuWcAAGWgv2UZjlVRTBEWqmalbGXmzWzFOpE2PnHpWtUb3+XHKz98pSgH2jrbbIcrZoYDgv/L113YQ0eOry2d9vO2Ydhl2ZJUdKlkdl0/ACgvTh55/9YB2gKVk+nlIi0bVEec9vp9v8PlA1dbYrEtvQkfka95NyQxnYJpY62M0/PQDTgQD5U8Z+7dKlfL6dRaZGifX8vNqihNiE1NvdWKzaiTC7Lk43F+3ozFOh0nzPhi9RDd4vyIj1cTASLkxWYhfW4BYRGFWrCeHgcAYHa0M6mSkaqgPY6qDEnlRKFebFsPiSg58bVShqMhcGgMYyEDigJBIO4Ha+lrFdZnoKrCy+G5F57/+V98Op1aBUAQYHi/pmsXjr7w6V/+jzMz04ODGxiGMQzTsiyKIkdGfrY5vouLy78EV2C5uHyI+Hz+7du3lkplRalWq5Ig8F6vUKtJXq9A07THw5VLpb033XXwwNtrZ45vasEtvfjrd9+MNXTcdvtthkmahhmNRpoHbnrjnSONIXS3x9LpbFkGQSBbBUuBIFCr5AQhlMtlLTvqC4RMeSlTUfI1UCR4FkMtoEjUFMznUJJNQyuvrsUTCRZEyDAD0WgSAGAChKpVltam2ts36A5oamatBMOCYcEgYXnBemA1k4rfcgQlbAxn0qFEMjBZjlk2VleXPrVHmc9hNsNbdsyyleuvw/Y+f6oEQUZeAuuLZdKrzR1b/KB6oeC1F+ptngEAvHVhZ7U9zfva0hnacUjb2c6FeGDqmg6Xl9JBL0eSpOMQXj8RjxIPEMQz567OKCLQ1NZfopCposGP3giWC1iWBYqUiSCQvqpt2KkyDBzg3CKSAWgW3r2ARLKXhyeszizJ+VYPjs9Z3tAALeU4P6Sy2NTUtbJS7o7PVk1YtugIzZZ1nqJIwKpbvK6sTPo85aKHyVQga4jE4vdszJyYFYDLBhDKjvbx84uG5TAOjHwFa6WYoWfYYAhQAaI96shKJijAw2ClCFlDQwimidk0DAuiqVMUSwHNLe0LC/MbGvHXf/HsI489QRC2YZjT07M9G/dklyfPHXqFCrRxHAfA4xHn5+cFQQgGA6dPn/kXPNouLi4/A1dgubh8iMzNzf3Kr/zC/v3vNTUmSqVKIhH1eoW1tSwAhqVHR0d27NzugBBY7OzA4WnkqrhjAK+en3vrh3NqJe9r2XnffbeFI9Ft2wYnLoymx7P1dfgVBVEvFB2LeTIs1ljKNz9f1xYULQTHVxXbgW3DBuDAdgDAdkAAqukkEgoAiiJtywKQSl8WGpaH51JpA4CPw9FpACAAkgQBeD1wHMrQbFEgvUwgmfARpA1bJYAMpbx4CpoBhlbC4iIh4Kv7BjUJ2dV0trk/GgsB1GSeBWhw2oB/UjOzZoBNpWoA9kHHtfACz3vFyv2boegoyyjUrmsCPLCTm0yFWBoRL9IVmBYC173MLAmWDZYBz2Ai7YknEpxPiPt4QPkGAbsFNWNFLZMNzUmaw4IMZUlsaGyQstM24ACJhm67aijGZFCEh8HoMnixkSAjrC9cQSWe5FZWakF+VjWRLgPw2NlcS4zLFaabmvoAYWVlsT0imZop+ehNrciUkeSyuQpK0mV1VW4OzUymTb+A5UIbwMuaCdC6fphhBwApwDuEg4oMEKipiPiwmINhwbLB0vAymJjQG2K8pENZnfd5MJGCbePokfd6OtoYMbh165Z8vuDxDE5Mz2/bFnM8wdWVZYYVhoYGz549v3371n/+Y+3i4vI/gSuwXFw+XNLp7ODgYEd70zvvvt/R0SqKvG3biqLxPEcSBM9xS8srHI2Kirs24OgMziygL4mSjJrB5s6/M9/X29TUeNNNrZs2bV5ZSU1Pz83OzzkOVkq4dd/G9w6NCiwsI89AkyqzqsmLLKvoiMbj6XQVMHO5VEOyIxRuBBiglE5l6lX4KIqyLAuwGoKpUCQ2NZ+th0lMe5Ei4AAkAThwANuGhwUAwUN5GIvnbJIoMnQRBDw0CAIUgad2Q7dQVVBVUZRwjEQZmGbJ2sKFnfEdqTQNCPE4AIysgCbBUE5EXOBZFGz8+e6Npm5/58zorffeTdPerGY5K2shEQcu55QTKANMD2wN1qW6eRMp2TAvOdfzWCpgQsWfbd9sWdZ3zo7c9dA9ndXMGomqJOSt2Pnps719e4DLRaDZHxjhiLcwPO60xchIMLG2mgZEIL66YgFNc5kVAF52uqyiLYKJFBwnAlRzuaqqKgSc5uZILj0DSHE/2uMIixhfy5MkWqPI1RoAH6B3xfMzGexImkUvvVaE4MHEGsoKc8maYRVY1k3EfPzIYpn31GcMacDUdZllfAK3oltYLKIjipQRV4oZmJB1NAZBEGAplGRoui5wgaAAowpZw4ZmcAzgIY+fOLmpv33DlpuO5gv9/QNH0gvnz5+4+/4nKYo6ePBQZ2fn0NAGSZI/iqffxeX/YFyB5eLy4XLw4KHOzvZCIbNhoF+W5XK5Vi6km5ubAbS2ti0uLt96+21HDuPIuWEvh44YahoWctAtDGzadvzdV44dfDMkQjHwic8/HYvpAE1Kc5oOOtieaOykqeHuBBSDmZ1xOmOSbmmGBUmFVMqEeOgWQq0RoGJKNdth/R62t8FynKJhgFVrpbKuqLbIga9kb+2DZmJkGVUViUQL6glEzsXlf4vZHIDVbICi7LhFAB6SVHDJooogoJnI11BTUVVRlmFaEFh0RImaYgewxoTgoCYQqmYqPINb+qBb0E3oJnIa1njoFrEWQpZdkw3aItHZIFQ1MBT2dCFbwVwOd27fTJHQSqtkL+LJxqCIJgZlGWtlKDoqKgAs+bFKgKadlSDO1dJvywRFwrSDq6tkNBou5HWABowAn7PsgtcDisTuTlsyCa2SIQiQhBQW56J+TKyCZyDpSATRk4RuojWC5UKeptAazs6lRaAJ0nm/gIgXFQUHxxHxYV8vaBL7x9DU1AQAYC1P92Dj9OELpk+gCQJ+DxaySDZ0rK3qwCxQaQmDZVA0YqaRheei3ZdhVB2HZFmPaTmNIawUUVaQzWeCAkoyANg2lgogCPg48JQmW6zfhmVjqAVVBYoGj56O+nFhan7/keG7732I49iuvi1nzp594cXntuy4edOmTYcPHyNJYnZ2/iP8R+Di8n8irsBycflw+fKXv/zGG68N9PcLAi9Jiixlq7m5s+/NmUJHMBjKTr7399Mjt955XywW2//2O1MpKAY6Y5jLoqt3aG5+xbFlgCQJTJw/rhiYGT/hWCBJEOX5ubmY6PW9cGhxoH+jTqyMr3li0QRIm/TAUC/6PnAMOBosbcNROValCFj2osgBkYyqGlW6aW8vshUsStGF5ZxlI+6Hz1maSLUCwWTi4l/9aDQMOCQZnJtfM20CCBB2gCI1DwOCUDlaeXsUpgWSQEFCkAfLgGch0aTP43AsWH9cq2ZkDZoJ1QABaDqyFSgGqipMC1GRUE1IqsMF44VcxrTAUaioODwNkgBHoy0M2YDtQGDBReNLK7V4ojlVnmQpsAzaReg2GoOggGMzIhfoLMoiHHl3FxxntaqgKKGizkkaLBuaCZFDIghFw+ic3Zok+5sQEiFpOLOAhSz8HrAMmiJYyKFQQ0MQDUEMNWO5gNePWiRFbmhcqaoQOZQkeD2AiGQAPIO3Rz2mddlA1eKNNcOGZpmWwvYFUJTgOJ61VQAjAD3QCFlH2erQNNPnu1LJUdcrDOMnCEI3zbUiRBarRfQlAQJVFbfceqemaWuHDiUD8HH2sbLZ3cc6NgwLtgOOAeEgXwUXbA949EhIKRaykYiP9QhdXV08zzmOUy5XNm/eWK3WnnjiE3BxcfkwcQWWi8uHyzPPPDM8fM528PobbzGM56lPPubzRuZHDyqFudT0MZpENI5srtje1hj3Y2DHvV6BLhRLc7nDL774omXi7jtveu/9Y2ERy9MnHIAC6GCsnM8yFGZGT5RV8IJYky2SCZfKSijihw0Aqp4FHwwE4zagwNZglau5laUZjvd0dPQU8yulAl2uqC1t8HFobAGQ29uCooRsDbkK/PxiRVks5XnVjCUT9ZotBEGqIX45LDZ52FQgGGGtIkPBtEGTUDSYNioKKBI1HdBQkpHJEtWqXSRAkRmeBc+iXpT5zCL8PDgWpg2ewZoCy4FtoaI4tpZOBgiOhmlBysCyEQ0g7oOHxlJBOLcSAqjeSKtuqpZNJ5K96dRkSxghAeOrWJLbSNIfS5LZwrGwTw5HYucXswEBPg8aQuj1wOvBuUVwFPw8NBMkiXTZeWIfGQjibCY+NpMB0J0EA3AcUmVEvKgquLkPDIn3J7GYR0tzV7m4aNjevgYs5tHRiJFleD2Yy2JsVeTEUDW7BKCSKwTFWZvFVEb0RTaKXiFvUumi5fEoi4tHWlq720PFigKL7YAl6voqwF9+WnSjxLJBQAdokTNtB6qBhQK6Yhhshs8XikTIRx97bHl55cCB99uiNElRBQWf/fzPvfz8twICClX4eIQE7L3z8dOnTpMkTNM6f3749ttvJghyYmL66NFjDz/yYKFY+p3f+Z2P+l+Ci8v/YbgCy8XlQ8e2LcMwb7v1lrd+ciCfLzW1NKn6vmxmRaqVcrlashGp6ePALsvC0YNvPv7kUyzLtUUA4L0Tc7HEx267ecfxYyfXSgh7AWB5JXv3ENojePksRB7LDitJCi/4ZTkNEHVXT5b1apoEkAABULbD+HzNnd2R5aXzY2MjiXhbKNbMCYppyWcXFcOCZlxaM2jCtGA5AKCaSCZIQAdYACRJBD0CS6MzhtlMvizDASKxLtuhHAc2KPBOlKdVRa5W5mKiw1pklbJbo/DzYCkwFEoSSBJFCYUawrGObH6uKYS2CPw8mArRHHJSNaFgBBZnZjq6NtrOLEVgrSiYbNJSBJtmg+G1XHYFsBhqJEhA0iBwmMtiTIdqEihbQK09RFjVbJBvyWSyPIveJJrDqKo4twAPA92El4XloKqirMCx7YUcMTsDw8o2BNHXiFINVRVKDc1hLGZBU1guYGwVJamxWp0M+KPd3T22XTk1h6Ywjkwj6oPIYS4rNjW1lcpliqalQkExZ5s8GF8Vm5p6FxdTtsVmsuVSZQWO0929qTlhFzLwcomSJQLQdYkgQpcfFUOvsKwf0AFS9KCmojGEooSUES+uZeYyz99yzxPlcqmzs/PE+29zftYfaW7iaalW3rnvnlRqTQyV9dLS6OR8NvVs3+a7LMdUVXXz5k1rq6u84Dt16mxzc3OtKpvGtZV/XFxcPnDIn93ExcXlX8b77x9eWFiwLPvWW/cuLCxblhUKBRqb2m+7/5OtvYOmhZqGwvzxlraO1jBSmaLP523u36eb6G5gCgW5rbOHYxDzI1dFpoZtHXjnAt6+gFv7oRpIBtEUKgXpnO2YlqlfEliCrknXDINlWa/PG4lsNC2zWJiYnh4BqGwFNRWGjbrM0kzacpJAKzAAtKfSfCqNVFpPpXWpyI6tNafKODqDqorGxtjGFnidmXx2aW1NBViAA0iCJGVZjgawoYngWV+hipk0xtf4Jbm36AzkayFfsGtlLW9ZvliiVeBgmELR7shgx5Lan60ik7U8gri2xkfjnWJoWzDab1hB22ErlfTK8gVdr1Wrqy1N0bFVZCtQdJRkqCYGkk5LeDnmm+OoMYosgrgoFhfzuLCCY9PIVkCR8POYzuDcIjIVxPzwMPaRGdK0BR+PljDmsljIQuBQVjG6BMGDgICRJQiBvkQiCsAqZVaXFngWqoWi093e1WM7KCtoamoGBMvUuuPQrdnuOKpEX1PTgCzXFheHp6YOGbqcTPT5fM2MvZpPpVojfMm+WOta02TAc+kWGbquiLwBKICeKaM9imwVIS9idKYniaYIfvTS8yMnD+i65Y20ZSW2vTmZaOkB4PV6e3p6Ovs2LZfQ3hx1HHznW89GvB5F0TweLpFsWFpa2bNn17ZtWyzLUpQbWGm4uLh8sLgCy8XlQ+fpp7/c0NBgmlYg4Jucms5mC16vcOTosYXZKUUj+rffQZEgSaRW5lJlTJ95k+P9HR2tqQqj2sz7r3+bILj7H32yqiIRgGWjJYz7N0E18MNT2NOFdBk1FV7B8NEGa6+CIACwrFipFm3buXogUjJgJ/3LCZ/cGKL9XCHqrTEkCAA2aBKWDYIwCaR83KLfMxbwjDUHx1pDY+3hsY7IWE9iqid2vjOGBzdhRwcEO1uWUZTAUAqwmM2cqxYn06lSqUhZDvJG74XypgrVU9Pw0Gbs6VbC1KQlz9sOnc3q0VjEcWzHCRbtrZanz7CClsXDoQD5wc2ZBzbhzg2jjdwsb5zWKhcy6Qtra+ckadU0eb9XGIhkTDmX8KMtis0t2NQMkQUIhEQQBC6sYbUoVokmjoJfQKqEpTwiPoDAhVWhgs5wbCiR3BaI9OaqKEmBoaHNreE4Q2I2Q/g4yCaGl0Q+OBhJNFs2FA2+SJ/fL2iVQluDV1JnfCI1siyGo5uAYLUaIIQ+29MH+FZWCs2BnKJbTUGxSvZVKuri4pnJyaOO4/T174vHe3VdCggl3YRX4Gcr7fX7YTuWYSjrpggVXbebwmWgtn37DoaB5cDnQTKIdBnzWTgO4n44Dg688bySGeU9rJU76fX6AaTTKQAsy4bCMZqhGrp2FCvacz98qbu7m+PYdDpLEIRt25quG4Zx5513fkSPvovL/8G4U4QuLh86zzzzzODg4LZtW86cPrt9x7ZCPsuyTGtLc3p1anp04rOf/ZTX633nnfdDTJGl4OVw/PgJAENNxjtnWIGs7X/5W3c8/HPdQzsPHTpBEth/AU0hbGhCtoqXz2J3F47NgGW7StI5gZN5ei2jN1AU7fX6dE2Kxry1GnFpIFTcD4ZATYfB0iThMKTtkKQDSJdszWkSANRLudqKAeDickFFJhfSdlsnQiJCIoICqhoCwkVrhpqKmoZE0jFNPTchGzatlFS6ViM9eH0YholwLJ6vZQCFJkGRkMvTtkMqRgwQk0mOICy7Vg2KODkHfzheK2UIArYNllYbg/B5YFpwagWRwXSmUeAAYCKF9igEFiSJyTQsm29oaNTTJa8nBWnFcuDnQRFYyPMjM0ubNt3uXVdwGvAWau1NwXRuaSQY8MZ8mEjxbKAxEhfq86G2w8Mjih5rdUXnYhMEgbYoDh0Ptg9uDPGxdf34AGtlZa0vuWI7kDSmbIql0gXbsgKBhr7+3tGRUx5OAKDrCkv7QmFvWff5A3Sl7ADQNcnnCwB0fdUmoJCOEQ8KedMsLJ7cs++eqbNvFSTEVDgOfB6UJKwW0RGHrGFyVQ+HfO9PoSnz/MOffpq4dJPX0sUcZe7emrz3gYeCInH69GlBEDVNT6XS7e1tuqYPD49873s/+AAfbxcXlxviCiwXl48CTdNmZmYG+nt4nldV88SJ0709PXAs3jP/3N//v5/+xd8aHNxQLmVXJycpCqXzx0MiHtoMSWIOnDZyVbz10re4YPvmNowsQbewUEDWiEnl7EAjJlOI+TCXAsU2TKfIZJKlSMOyGZbldV2q1cRLdgoAxNlCc7G41NyyGTTB+GyD3UhTNAE4VqZSXqtUS8FgzO9LejwiRV37ctB9UkUiFQPPn4Ckw3EQ4OHzgCahGwh4ILIevZIzbKW/LSIYF5pblENnF1kM7OtF3A8gY3VAN2FYWCkgXVFDAirKguXAkAW9eKqjp2OxwjvAtkRaDhJFCbkaZrJwbIgecDR0E7YNykZQBE1C0rCYB03BtmHZoCmaVGeiolJgq/EAptNi3k46NNfWQZUrOVxRV9bamhL35RK+Qs7KN0d8MwX+3PTSpo13ritfAwCrK2gMroV4ycPAsLhjU0pn1waSCqxv4/UZq/PTg40Sz2F0VcwV8wytBQNNXm8UgGFaACiKAqDrkiM2q3oYQF1dAdD09fODAGRdt/wiU6lZpgUpM7n91ie2Oebbb7wksghHExXd86m7d588fqxSWoiJeiLMtiVBAv/0989+6otPZ9Krsqzs3Lm9VkyPnTu46eZPKEqtVqudPn1627ZtvX09iqzYjqPrxgfwQLu4uPwsXIHl4vJRUC6XHn/8oVQqS+k6x4m33rr3jTfe6ejo3HXrvVPDx1/8zrOPf/bps2fO8OzkchG7ulCo4pvv4Y4edpjXORqWjWxqvrEFLREYJgQW87msYWEqBcsBR4NhStlsIRgkHSdqwUI9z12v57k7lzUWywqVSrG+RRDjlmXRFA3A5437vPGQXFS1VKEwX6mU/P6wx8OTBMnSNkurHAXCNKq5GaN50MtBN8HQ8HogesBQ8AkAYFlFzYSkQTORlTCfJZfy9oYGFGooVJGvwbCgGLAdFCUEeHg5RHwwbZQkuaoSR2bQFAMBfP8YEgEEBCgaeAZ+DygCINEWBUNBZfi8ETXlJdUERcIwkQzUCylWG4KgLIfg4ovVJl847jgkCCiyTVwM71hra+W4b745CC8PkcNPiqEisbG9k09llgjyirrKp6sEsTzQIBkOkkExYzaHEk5Zni5VUiTZWm+jG6oiZ/VKWmARC+CNs6aDciLew/NXFJhlWaL3YqlqXVdYVlh/LwDoWo0g1is2RdUs0Mwjj318aWX59IljjoNo2+CmbTd7GCc1dahaQjj8cDga00oLFUozHXZ0BQRAEHjjtVe2btsqy6rH4ymTzGpea1q4oDL+sQtj+/bdpCiqbdsASIJob2/7oJ9uFxeXG+AKLBeXj4Knn/5yKrVkmpYocEePn378Yw/cecetzz3/oyeffJRlqdTCxFvPP3vPE0/rhnn65PEAj/Yoon7sn2Qqsm1aZlCkKRLTaXgYlBVoJgwLQQEdEYysQjdBU0w8IVSrFdPUaJoDHI4ViqVVAOv/otMMx/OCrqksx1MUZVn2+kHSDJ+az27YcKtlm6paUdXiYEONY0ACIGEZ5LyIsGDVNIqjIRt8ugybi8IECAoAYKUy9bo2RcBDU7qHceI+LOZQ1ZDwIyAgQEDRIWkoKSgpYEiERDAUGkNEU8RJRuA4dT8tpyQTmomhJkR8MEzMZvipvN+0qP7+XtsBJSDEk0olE+CV5jCCAs4v8hP5cK5S1fTptbX5avVcKJTg+QDP+0VRTKXmGwKFhgAiPnhZLKmdZU1oaDQcCIpMxWKXZ/2stdXFtkheNhDz4/0pMdnQC1CwAILSjWq1sqaqVUUpV6qlhliQEmiBYUeyjc3Nvrm5ozzvX389LfOiftV0yefz0bQHsOu3w+9HpQJdlzkueam5bpq6ZlAO2HK50tLSnJ87dnR4YTcQaOijSdNxIGl4+XvP7rjtidGzR7MVW0iwbSFEfQAgqfPxxEOLi6uhUKCvb+DYwXdX5o5Vmb7du3d6PFypXKFIslQqcFzy5ptv+UAfbRcXlxvjCiwXl4+CZ5555jOfeWpmZmZ+fm7z5k0A/AHvtm1bPB5/c1NLJByeGTny9gvPFiUkAvjJCHw8mkK4fYD4uylaVfUVi9ZNRL1wAIpAQxBVBTUNNAXTRtSLbBW5rNTWHtU1uS6wWFasVAqO4xAEsX4kLOvRdYnlhEvVctbtYjychwYciqRFISwK3oKlwHJkWVU1RZalhRyhXigHgxGSpCkSJEXn8lWKokmSpkhalpfjPng9kA34edVDkZklpzmMtSI0g1oqOKpuOLZVqdYSsXDSBwuI+hDgQZNYW8BSgSf9zeXismqguaVH1+hsZkEiI6UKq5ssPKxhlQmAFwxFZhwnQIAKRajV1TWSj7x87Ozg4B0kCJ9PiMeJltY209BUtayqFdvWScKJ+wtNYcAmTy0QID00VaZoWZIqmlYDeIAwDdWydZ4ri2w+5oNmMscXPCRJrq1N2pZpWYai1FJrs4mEz+MJRqOdzS0+inBsRxX8fKVCGqZmO3Y2S8ViVzSraVkUXZ8fVHTDBpDLUdGoA6BSgQNL12WOuzxFqOg6IXqCRZk4fPCtZFPbnk5MrGFhaaE31MJx3Pga2tralOLC2YPPt3VvmRqfaAoTPgHLeZgWuhrwt3/1LMX6N2zoaWxsau3ecOHC6Xvvb/P5vKqq0RRVLpdphpFl5Zlnnvkwn3QXF5eLuALLxeUjolKpPfboAyOjE5cFj8fj+ce/+gMhseHTn/kkgPkLR2I+kCRqKmwbqyVMrIHl2CBvZBSIHCoqaAr1abi4H34eqyU4DsoqEn5LSSoBUZeVjKxQ0aifohhR9Gqa5PF4r54l9Op6vd7ztQILAMN4ZKUs8MF6W91kAdAsvCy8PnT1+DlO8/kCtmVbtm7blm3rXi9VyGdt22QYsifpmBaWCjg2WiAIMi9zJ2YJiuIoiqMo1s8xFM3E4qwqTXOs42H4kh2pyLTtsDIbjseips2LAWFh9Egw3B8KMrbTczn7/jKKXF/7TAFQDW841mNYBgBBsGWZchzUz5RmOC8T9/riqpIPe2uOw00V/JpO0qxhmaauS4aklcvZ1NqooiiapueyWYIgtvWFZZ08Mes4IEjKIkmCpjmK9eq67PVGVZVuSG68PBLbASBWKgBgGorfF1qvrgBYlnUpAUtm2fpSQfJSPjs0Tfb5AgABmAABKLrBOCQdFDGXxfTswtIiBA6tPTsaGxt03aAIkI42tPOuCyffLk29/8kvPH3u5P5YAI0BjKdQrGLfbffomhoOhwBYli0p9ujwid233KtpOk1TlmU3NTYuLa39Mx5dFxeXfwauwHJx+YiYmJjcvn2jYZgEQb7//tGbb94DR+3tanjt8BmnPNU8sI/wdRRLcxEfeBaSBscGABPsfEof7MRyGQ0B7OzEmQWkytAMeFgILNqiqMnoa8S2KPPujBHzWZqxTGqwHZ7nRf0GAktQlBKASIQpl68VWCzjMXQFfGD9xOJlKJIkSbpWKycS3eu3NzQ2AwD0OQmWzS7nzvYO3AYbpnUqFttAUlfZwRBAVrJC0S7F8uGy3CDgXMz89gCAg2r1p11I6toNjkMAslz/6FwzcMsmVopOU1M3DdDrstgty87lpLa2nYpSlGQrFosDkGFFYjc4RDo94fOIghj/aWPSDcWynGtSrCzToi9luAt8CEA0euWC87xVq7Jx31ym2gywgGzoFMsaCznE/YgFwFKQNKTS2R07dxcKWZaBR0/5fHs6h24+/s7zp37y9wN7P55ePJkp13PysLepKbW2AjipVObChfFIorFncDvLsqVy9VLVSMK6UszHxcXlw8X1wXJx+Yhobm4uFsszM7O2beULpXQ63z+woWHgzjvu2MfSzoVT7yzPjhEEzi/B58E9Q0gGEYtHW6OMoup7++A4WCrg7VHE/BfzmVJlzOZg2Qh6cWoWz51itjabfh6Og5CIsFcJC2bQk6E1GSC93ov6hWWFcjkHoFq1bxTBEnTjp7pQkiRJkoxp1ICrHLYEof5nm7Xsuuc7TaACEiAI27Gv6cTrcwiSKpevik0RxDqFxfOO4zjONSZeN4AAgXpNaoK4+Da7bkrUcax4LHjNgAE4dZMwApZlApVLmym//wZvRdNUy2WDIm/8wvT7HcNQGVa4RpXeKIJ1hUwmT5GWrKsAAziAousky6pRP6J+5CqYTYNnkVpdePvNlwEkG9tED3y+QCwWJcQW1WZNOdc5dGtra3siAA+DV1/4ViAQXlhYtix7cHDDxz72aDLZUKlUxy6MK4pCUZRt26bperi7uHxEuALLxeUjYv/+/blc4eOPP3Ts2MnBDRs0Ta+nJIui/7Ev/LvbH3hyemZWkcp+D2Qd5xawvR3ZTM4mWNM05rJwbNx9972SjpOzqKoICPDQIEmwJBpCeHgbehqYF04apomWCGYyHWW7XYNoWhA9M1F6+bJcYVnetAzbNimKuT6ewTC8aSiXS+5cA0GSJMnUapVrtkvSVbFwimJKxRoAgiCu10nVKkESpONc9ZeeqOuk+ueLYuvGYwBwzXbHcdbpGudqfQXbtguFiiBc25V9SYpZtuk41uU+K5UbhO5MwyAJmiRvsKv+E8NQGIa/Zmx1gWXbpmXqLCtcs1fXpJCgc4wHoAETcHQ942EZVYdhoDkIy4blICBAKizoumXbIEhQBADKH4xEWgeL2XkAoXCAptA3uKOQK/y3//wf2to6KYpkWdayrEKhZFrWwEDfuXPDfr9PlpX9+/f/lEvq4uLyAeMKLBeXj45stkBSVFtbm21biqp5PJ4DBw7Nzi2/s/+9gYGBX/+N31wuMqm1tIeF7eDYDAYa4OGYoEc/OQfLAcs6t99xb1tb+8bt++azoGkEeczlMZXCyDLCfvr+QYPncGEVG1vm0hmSYZMT8/kKOvOmoMj19X0gKdrn9WuafP0qQgAM46lUij9t/BRJkARtWeb//+gSRbKWbXpFR+CjNwxEESRl2/bl6UEAIIjLDQmCqIstQbh2eJdbX/7k9ztw7EtbbOdSWOsyjmMRBC3L12ojx7Z5IQbAsgyKokXxpx0LjmNblk5SP1VgATB0tS6wstkrL1XLsiia0nXZ5wuSJH31yB1dVxpDoEgOAGACjGFkowGOIVHToFkgSBRrUHVYDiqVSiQaS5fx9ttvjB55XhR9O3fu6t50ayQS8fsDpgXTsEwm0t/dePydfxTFYDqTOXToKMuyhm6aptnR0cHznuHhkZ82fhcXlw8cV2C5uHx0nDx5Mp8vTE3N2LbtFQWe99x++z6OY1dW0sVSxevzffKpx1MFZWx8MVc2FR2Wg3hjU5DTG4MAsHDurROH3pydmw9HGm655Za+zbeEGvs+/vEnayqWCzixwHzviJEqoyuOfA00OVsq2SRJqarjIGw7vsvhk7oHKUVRtmVfEw1iWN40defqXKLLkBRFkLSH5y1TE8Wrol/rdRRFMbZl1iQHBFG3X7q2H4JybAugLh99vSoiAMexAUgSfL6fEcSqVsh1o7UvJ7lfxrYtkiSvn/hzcDGCZdsmRbLrFZjPd3WuuqkDIEBFotxPG4xpaizjARC9ehUhTVG6LpvWtWeh6VI05OVZwrRYwAQqA4064dg2SQdFKDoIArIGOAgLyJbR29tbLJeKElZWUzs78Pxz36coJhyOAFA06/VDc2up9H333b113/2SYvzN17/6C1/6hT17doZCfoomTdMkSTKXy0ajPzWHzMXF5QPHFVguLh8dxWIxmy3s2rVN03RN08vliijw99137yOPPLKysvbSS6+Vy8qDD96vO8yp4VnKliZSkCrF5SKRr+gEAb+AJ3Yi6sP7bz534czBWk3dOLTR7+M++elPVxQQJGNZ1PRifmLVVshGy+YZKhUKR7UrVZ+vWkhIUWRNSl8zQppiBUEwdAVAKHxtvg5JELZtMzRrWto104LroSjasnWAJEnihrEugqRs++rOCTjrQliXPpM/LWdI9F7RMY5zeVqQchz7GmXoODZBUJVrZzVh2049ImVbJkWxlxxZAaBaverFaJqazxe0bPv6TurUs9YoisHVSlGqpSma0nSZZUTAkspXJKmuSaYNngFJgCTm7hjIlxUoikIzzHIBNImqApaCbsIh0BHHt775bHtbh8CCJvHCcZ1nibff+NHZ02cEwf/u/vcZimSU+UKhdO7sKO1vj4f4v//mnzMMnc0VHNtRVd3v962srLjzgy4uHyXuKkIXl4+UXK6wb9+O73znOZ/fR1HUvr07Jk69PbOY/eQXvjw42FutSh4PG448sbS4dOL4Cb+oOU5YMaiqrN+5mT27gLPzuLUfkykQQG7hxOTICYFD3+DOiIhIgpmcUIKBHl2THCcYiQYB3ZKnq2o+k6mbLQnxOAOAZflyOUVRlOM4tuOQV2ctMQxnGCrLCsXCtYvpSJK0bJumWdPQ4IHXa9dqV7SIKFiSTAEgKca2DAAEbOe6JHcAJEH5/fVo0MVDE8SVINj6hHdZviZn/SLSlQKLCPgpQRDrn/1+olKxsxkpJKCsGE0NtG1b5HVlfwDLcRwCJADL1i/VBbpx3M40NdO0acKhKPKGbQxD9fnC12y0HcdxHJqidF3y++KsuSATHNAE2ACpaTWKxLvjoKms7eDEHMqS7cCO+BgLqOnwcqD5IEeXJA0FCREvRk68ZQNtMSiS3plkfR5o6RN/+qfDe/ft8dCGwILnufvuu6NQKK2urjWGjGq1du7sedM0w+FIIhHzekM3uI4uLi4fGm4Ey8XlI8UyrUqlZtu2aZgPP3QvTbPtfVv8PuGvvvZfazU9FAq0tjZOjI/ddtve3/qtf/fo44/ftHtHsrU7LBghAfcMYVMrDoxD0WE7SHTslHU4DpZnTogcsjUy7idEhiuXy3WnK8DsScDnsZqDi2FhsSU0DmXaqi1LskMzBEmSBAjLstZHgwAwDG9cWkjovXqGjqQo27Yp2mOaOoB1ZaQBoCZdFGQURVu2CQcEyTg3miIkSKpYvJgTVl+BSIC4kuQO0rkycUkC1/dgZTKyJaWN2qRUmuTNxZaYhySkbEYeH1s2Sqd9nplkaKYturiaWnNsiyDqL7r1/VC2bdcXBdrWRQUmije+Zaap0zRbn2q8Yd69YahXB+ocAJZpEQRIktR1pSWQtRwI/jiAXI4EoOlyV4IRPehvJLa0oSMOgdZ9HqotRpZlmCZqGiy1VJLB0Ah4UFVgOWgMQdagUvFwgD09urS0km0Imq0tDcmmDp5DW0srSZJTk1O7du3o2Hw3w7CbN280TXN+fj6dXjNNtwShi8tHiiuwXFw+Uqamp3O5wvbtW7u6OjVNK5er7d2DN93xkKSYh978x8XFFIAtmwfz+RLPcx0dbYlE/K47b5lY1p8/gbdGkK9hSxtifizkkJs/ccdd9wrh9qU8mvq2MRSSYbYhkNncn4iwi167kssxkyk8vBUsA8Oq2zcoyQamNZyK++xqcaKYK1iWLdWuGiHDCIah1j/XqlcLLLI+RciZVt1kgfBeLc5EwQZAUYwkSSBA3simAQBJULZt1Z0jZJkGrklyJ9enxl/6aCmyLcuyJS+S6gjHzER8qWRQUQxlPquVFduSZ5P+mfZoqjkCWefzRluN6A9He2zbvpRgTq2XR47j1IWXZRn12T1Zdq7Ku7+Eaek0w9mWTZGk6L3BPTV0hWaEy1/ree6mZYliwjRVnyiwFBzbf6mYtJXLKbomT66Foj4oOgo1VBX4OAMkk6+iMwaGhqRDMeDlQBIoyPCwkDToJlqCkCpFRbU8lM4E2nff/ngqlbId2A4IAqZpHj12KhIJeb1eSVZ43tPe3rFp06ZwOHr9ggYXF5cPFVdgubh8pMzNzR07dqq/r1vXdFXVDcOsSUpzU9O+2+/NFeXjB998552DoXAymWywLJuiyGQyHovF+vp6c+mVak3NVHFqDucXwdIwbbz11puMNh8Rce7k6Qce/7ntdzz+3vmSZoChrIbwckScMm08fwKtUWxpx3KJLzv9RUnUmaaSAt1UmyI1Wp5dn34EgGE9ui5f+nbVLpIgbcumaa4ewQJQu1qc1SQSAEnStm3CAQjCsXF91IcgCcexahf9LyGKDgFifat1AsvKZhSKLDrKaGe0EPPJDYFiMgiG5KfTmEzB50HCh7aWREsEfp7X2ba8sykc7XEQAFhcXEV4MbQmCHYhN2vJo5Q2Cvk0qZwKkqMb23lLnclkhmulOUC9/paZpkpTHsu2SYqSpOtsTgHDUOoZ7j6fRZNWOGLiyhJCqT2GgszbXACwcrlKxDtPkbM+nw9IrBU9XgaWjbIEhjQohi3JmM0i7gdJXLSp4Bm0RCBrYCmk8urkzNLx02MEw/d2tQR4GsD4+EwkGju7gKXl1Uwmf+utN3s8rKbplmUZhqlpmqJUNU1zE7BcXD5iXIHl4vJR09vbXa3VDr5/qFKpbtjQXS5XAHR1dbT37xjatt2jzZ3Y/9x7r3zr/fcO5vI1mhF5ged5/smnPlVVie7u7oSg7NixkyKQq8LLoTOMkgKRw09+9C0PH0wmow7deHi08PLRvGrgse3Y1o7RZRyexPZ2xZIWVlOc7YQNkyXpMBfZqTBBQF8/vPURLADrZ9ZIirQdh6JZ80oD0iteG/WpB4Qs2yBJwrnRnBpJUNa6JHdJckBc44N18aDF/GjCP82Zix1RNIZAk3TBbl9VB4RAu+3A60FLGB1xSMXMmtpZdDosO+wPitlMhtTOQz1vy1MRn80RBbU6I5WWUyurDUGlPq+aKjqrJbKmgSCwsQUsxXuDzYBw/WgvTRHal4xGrz0jw1QYlqW0cn5tfi1doEgKl2zcJangZQGby+XKIsbvHlzK11Qfz9QN6w3Lr1nwhpIBERrT/omnntp72500BZ5BRxQMjdUilvKoKdi4/VYx2HDs5LisO4Mbtzf07CEAm8D88Juf//znWJYcbIUsV7LZQiQSAiDLiiB4JFlRNa21tW16eub683JxcflQcQWWi8tHTalUKZdrd9xxW6lUAXDs+EnHcQSeGh4ebWntFBs3MzREFlZ17shPnvve3z97+tjRaKxxcGhTNBoNRprePTFz6sALAY/8wGYEvTi/irs2QNYB4J1Xn6e0QqWq+X2BhsaeqA/LBQR43LkBdw2hKCNbUzpj45lMmWF9ui5TlMc0BYBd7+rJMB5JqtpXjECvzKyRJGnbFsNwNenKgrqadI3vFAiCEATBtkyCIGz7BlnhBEldTH6/1DGxTokR674k4s0cA01HDj2nVsJlI2ha9dAU6+PB0XzRaT+5nFjM2ZYtAhQclMu66ElJOmgSuqWUFbuqGhSpJIKl7kSFItEYgmLg7kH78zcTN/dCM3F0mg9GOgBP3XmUpQzAqv+XzegcS9dqtG2bJEkAFktfpUdtx7JMU5XKVXWJoxGLxerbLUuXCsWBJq2qoaKVgHRZxtEZbO9ASSIAETADnmyqjInZynyWkVSrubm9sbGppaWNZ7BShKJjVxfKFWl2dv7v//pru3fuHtzQE4+Fx0dO33vvA5HWIdXAYg5j5080NjZ2bHk4HIlWq9VwOOg4kCRZ4PlatVatlDVNz+d/qreZi4vLh4S7itDF5X8DR48eufvuu1599a0dOzZu2rixVK5yHk4UhUwmt3nz5lGaXpw4ZVnwcahVoZfmTh999+Tht7du39qYiP3mb//u3/71X5w/NJdJ+3YPRlar4v4xmBbWSqBphjCVxmC+KPtkzVoxqdWSZdpwHHA0/Dw6YuBocPSibYm6VqONedkE6XSohsdxuPqcGiBGojHDUDj2YsKR6LWlGoW6wLIcmmJty3JsiyDr82U3WFtHkYxtmZezqQTBvJhrVf8BQV7vj3VJVFkM45ElkzAyHjZV1OFhEBRhV7LXOIjyviGANEwCjg6QPh+q1bq7Fdngh2ZB1rCzEwEePg9WiijLyNWQ8GGxCIpEvmqnTfJcAWWFise7ASuTWQ7yRYIERSPoAUuhSsYJIt0YhEY52bE0VJogSqtVPhrtACjAymZtoOrzeUW27Od5mWylKCOVKkW86fn5FZoixlebhpoR9MJxoBqYy4C++H+1PE0txANOVUVJDons6tj4xHFysXnjfSvLCytAxIvbOmsvH83OLFUGOiPbNvfuf+P7TW29+YUz7UnhpX989rFPP31W4CdHTpw5dfyuB1srlZJhYHl5edeurZKk0DTNMPTw8Mi+fXsqldpnPvOZD+jJdXFx+Z/FjWC5uHzU7N+/f8OGQQLE4uKiquo9PW3lcjXgD996y97V1bRt26FQKFOGaaOqoTmMrjgYTsiW5Fxq/v2fPHfqwA+3DiSfvLs/J3u+8cP58ckFW69takWIR2NLi6waqgFVNwmiYtpJWTEpkpUlORBuIvgmiWjLW22BcKsvEKhUy72NdFfM7G9QehLF9lgq5ltsCCwG+TGRtaHNFPJFklAASLWLQSySJGUlTVI0SZKmtT6Qc03tGpAUZdkmSVws+bdeXeFiBOuiKZTXa2WzxvJSdXlptVZcovXRhF+NeNOt0VRzGEEBZZWvoV2lg9eWcb5UktmBQxCoVq0IKXPqnFk5w1DgaBAEagpqKt4bx8lZyBosG2eXoegQPZhKOcfnfAYRBqhMpsToF1oixZoOnkZJxlwOqol2MRMUufHFWi5nV/NTLJPNVOA4HrmyxtvD5eIFP78AFHsT8PFYKyNITWwIT/i4tO3AQ3n6uvvCXqRK4GhIKgiA57CUR7VWAFTTki0bayUAZCCabPQbiyX25KmTySBIs/reydk/+cFMXmYffvi+ux99KiDQuRqmZ+c0RZFsviThB99+dmBgsHfjHprGufefGxjYfOTI8V27thMEUZ8fNAwzk8kSBGmaxjPPPPMBPsAuLi7/M7gCy8XlfwNvvPGTfKHY3t5WLlUAnDx5Stf1UChAEEShUG5sbLz7tu2WBQeYz2E6iyf38qVKDcB8HqtlqAZAUEPd8Y/dNeAVhJHxxXJ6fktTlbJrQd6I+dEZ1xM+R2RXGsJ0VNQ7GwKZjJXJ+AA/4AcCNB2hSGpB6js+LUxnoFBdBt3OeJvBtzgASYJjkPAvejHJmYsARO9FgQXAthyv12+a66s1X+tfQFGMbRkESV72wVpfi4YkKFm+mEcv1WyOGuuOTzWFVrqTxcYgwl5UVKZgt6f1XoMdCEd6HPgt2xeNRq+7kHYmoycFrTlCaJULjjPDsXnNIibTSJXg5XB2EZNr4DkoJsbWeIXsCIQ6KBK6gXxNaGrukmWnKahHxSVJh8CiPQKCxN4efGo32qM4NsMbRCgY8PrY+YoKkqQ+th2DTUVJKzpATxIVRelNyFWtnqemzGfxzgU0R9Achj/aUZG5fJV0PA0VGSQB3UIygLUy7/P6qtXZvgZIOgPQQLVSSKVL2oZWxtErR07OTE7N7e71PHlv32B3LJ9ZbGxs7NxydzgSp0hUavJQG9+/caNh4fUffisZ8W/aeXumjOHDr3Z1dfj9XtM0z507z/N8rSbt2bNbUdT33nv/g3tyXVxc/mdxBZaLy/8GisXi1NTU9u1bU+ksgJ07d5TKNY+HW1iYLxbLAJo6B7fs2NEew12DyFVwZE5o8BmZkpnwoSEAT6i9f9f9mRpUkwxEYk89MHA+5f2rV1bs8txi1lrM2eNLeqZKSjoAcCxEjzHUlGoOjlvysMecTjBlVi/1Dwzki9WdbcUHNoLSZlbWbNsOOU6Y92/WnWi64jGYoclUcqXIZbPSzIyZSuuZjLG6Ul5ZkSmaNS95ZV3iKoEViQSseg7WpfWA0sVULSub0Uslvb0xZNbSSmVJKc/7QpGuBMFRyJntK2rvyDJD0WHb9lu2p25toKlaPl+UaqYkKbl8XlGlTKZmy4u2POLlxjxsISzapo3pLEaXHccmoj5QJAQOyQCWi1iTG/zBvki0CxABMZgYKMm8Y4dK2fkNjUUPg/YYuuMoSyjK8DCYz2Iqjbcv8IFQQyLihAQQhBX3E6KHfOM8ZB0PbkHcj9Fl9Cag2yBJeDk0RzDQBK8HiYbE8FLIMknL0gzDSrAlzcRaCSKHlQIfDMYB+H0xhoRtAQgANcdGvmoPX1gem1hoSgg37ejzBaIlmQz7UFEQizdKktLc0kzBnM9oUzneATu4dV9JxsjJNz223NI1cHZ8TmRojvNIkrJlyyaKIqvVms8nlsuVfD7/4T7NLi4uN8LNwXJx+d9DPl/cutX/wgsvDfR3t7c3TU7OeTyEzytUq7VisRQKBcPR5MFD6IxjVxcurJAM62FsWdL8Age+Nr+yFnvqqU+OHPz+Whl9DURfQ3S5EH3/fD4vyeTkmEb4mpsHZTkTjWyWoZXy6ZpU9omcj4eHVUAsNoZgWij6lFNzZgpoCeOBzYunZvlMNZZMhBjGI0k5gBLYlI+7KJ08NBQDQSEbFkZYzgNkzGomLwtANJEIASRg1jOx0mkLMAnAkKqMU8uCIYkqTcHPl0gg7kNNR8QHgU1TBEwH0ylleNnX0hrjPIIk0ZeT3FVFrUmSVJMlKe31horFRV4QKqkL04UF0cOIzYFwyF8yxYk1hEUACItwgg5FIe7HhRV+Yg2hSEsqfTgQ6l//rrMsx7S45uA4Lwhh0btawmwWDQFYDhQNMR9ms5jL8YCfMWb1KqI+ai6tJoMUgJgfHI2ihFNzfNSnzOXAEJZDUk1BrJWgENAMzMynY7G+2dlVy1aHmul8VUlVgtFocE3WHMpZWZkUhGhvQzUneRaz1UoFlcp0rVImSLq/1dux6TbHgdeYWy7ABkIiOAYvPPdcPJH0eQXSVnyCpzVK5XOZaDSx99a73nv3bWbyuBjuMHT1+HsvfPn/+tMzZ077/T4AJ06c2rVrx7lzwx/9s+3i4gJXYLm4/O/iU5/69PDwOUVRc/lic3PSsmxZNnbt3re4MHvsnR819uzaumXg/vvvef/dt6ZSaA4jFBRyZfnO3XcB1vzEaWf2BKlmzy6CpvD6eXg98HHYMRBp8VUsT8Pp6ZpWHp9bLlmWPxAMEQRvmoXVdL65qY+y/dCt4toCQcAr0A9sMlu6sFTA+5OoKkpzaLFSydaUBkNXAXhYDDRBUmE5kFTwDDriNE1YDAXHgaxDYGVgUasssjQoErYNhkLSD9MG6w0X16ZtXaIZqykMgYXPA8dGWQFq/Knx5Q39m0lKsGwqFCEtlGyHqLtMKbJSrRgrKytwEIk0aRodCgdjvqoPWkXVtm9KMuSGU5PVseWqNDZHU0QyHvRTAZH3NodhVp3xNV9Y72xu9cgybVk6gMs+WAAAa3FhgaWVtaoTZ4jhZXAMGBKZKgo1MDSyVZgWHAcB/v9j77+CJEuz+8Dzf7V2rcI9lIdMnVmVukSX6KqslmjdTQgCJBckZwzgmq3NvOw+9ezYmo3N06wZ+bJGDmEgSEI0G2h0d+mqLF2VmZVahA6P8AjX+vrVch+iqrsBwhYkRFcV9v4sLM0y0zPj+vVj106c7/vOafEsRAYiKyd4lRYo04PEYqeL9aaQzS4IrDoyrKFWOTydtD17YCDPIBPDXi+ZzTK63lyeEBojiiCFTKYEQFW1Xq9CEPRgoHbD/Z1GsFYfnF6UqJg8lZd8SvA51h5UDp+9tH+vwnMgCez3YToAgVhM7g9GbGjk0kJKAUvupVKHEwn5/MWLt669z6gVOTU17rffff35nebwqScfW19fdxx3PNZWV9c+kfCORCJRghWJfDK+//3vnzx57PHHH63X28WJHM+zt95/RRv1508+K3AY7V2tJBLl2WKhNKdubmsmuoboWf0b16/949/8J++9914mzqOxk42BIeCE0CyMDNgedncFLxiWJgsig3Sh2O4ZBJEyDXd7e3dm9vj6+q2JYrlUOpRMH2cYTQ4ql6+GX8n7SYk6Pw+aRGcMu2sC24rCN1tuIX9ydQDAP9hRLsdCS8wKQkL1VE3rTkwcBXzWvVdKgqVhu2Ao9MYYW9BtZtQZcvKcodnFVMZn0fXorsZ6Pgmw4BFi3/FFhjgYkoh0OtXr9dutruu1Wu1eKpmdnj4sCr5vbE3EQZDIxTAIwKjQLfgBChmF4pW4UAwdLXTHlLn34Yp/V0rISqFQnGy1dIrsBiEFBNlsptft/sKNt7Mxk5byxHjb8EnPhOChmERWgWoKseREv9vIZMusW+lpIPgZw6ypBG+7wb0a9cQUeBauL6SzcwhD04lJrJeSRYK0b1eRkkGRaA6FbLYkK+Gw27bmZhSBdekZAPu11dr+Vjwx067dnslzDxrSiTnlV79QeHOVyDOo7DaTpdnVxiAh4uZ7L4chhiaSEiwXs2kMWhViYRFAf2TG44neGCkZNz54+Xv/+HcIgnjkiWdffvn104fLDE0Pu9vLS+cAkCRz5Mjhu3fv/7LDOhKJfCxKsCKRT8zERCmZTNA01R+MyuWp1191p9LiS3/+n48eOySy2Lj5ciz27Ucee6Sxv52UYKeEByvGXDl87c9/bybH6xb2B2ApFBOAC1lAX4fugeV4wR0888yljfWN/sDjhb1MOo20lIsvdAcGQ4lrq3fXVh/EYouyLKeTbmtEvLfmMSwVhAgPvgBA8HwzHm8BEwAFmLZWH+jZAhIkSQZBQNOc/9Emd8rn5vctKgwQgvIDABQ4KvR6prbH8ukgUMMwpf98Q/xHW90DP9A0LQwtx3Ec21HHjZgyIUpCMjFL0wxNC4a2Z+q+F+DSUdzdx3YbzRoKCcg8VBO6i4SIvo5H5uXVptzUJzIToSildIOoNzZpt6Z5/GOHBM3nrZB3ghZJICYiJaEzBk9DQOt2L3j6IXJpBjSFK1u4ui1ksmWASmUWANj0TCG22+nslpKo1IYcV56cKTZH+tgUUpkZgAKcNKXXUYsJ2Ggms9kS4A88K5PhAVS21WJiLDJ+U4tr49r29g3bNhcXT/u+PbuwSNPMmTwGOl6+B4pANoP7plVydvL5uGGDIuEGWJ5ZUpvrBMAwyDG4eeVlwwq368bRRLEcQ30IJV3udpsAwpC8ePGibZmLi/N7NSmTyWiaEYaQZVEU+V9qQEcikV8QJViRyCfmwoWL//pf/+vHHnuEYdlMJvm5p57OpJQPb/8ftmXFBb6n4c6Hbz761JePPfTI1r330jGGoNgEa0ympYPW7aKFIIBmIwwxNGA4eOYobFv4tz+u3X7/ZYKEqsYZBr5vU1RwYpbxpmE6KcNJdQemPu4M1crmui6LrDFoMyxNUkxKYRg2R5IpmqFUqz0asQIPwLe1rTNlyFz1Qb16pUpJMr20KLofDw/2A/m/HnNHUYwf+JIkjoYjAGEY2LZzkEs5jjNSG61Wl+M7ipJmWVZRZFmWZCVkmCTgj1TeceyMbIaA6+H2HtIyRA/bLtaaGCIMQQBJQMvG3A+2wTM0SVJTM0sAgnZvYuKoM/RC31rdN1PCoNW3JJ48NCWu1fnYhJBkeIkV2hrR08KJJNEe4/4+aGkukz0Y9ey32zagJcXWnoW0jK6G6Yxza23NMrTJ058HKIAFfAW7+wMzKTGrNS9fKLmevbdnZjO062k7lWY5tRGS9J+9tiLL48mcMzudS8RSgjJbb9wvpmM0afoBRBalFO5U0Rxh7tCxRrvbshAXkJZgu+jX1nsaylnsdjGTRjJXnlSUrY2tiTRzrwaSxIWTRw9utabpNE1ZAMtx+VyW45jBYGgY5urq2ubm5i8nkiORyH+NCMO/YpBFJBL55fjOd7716quvHzly6Nlnn7Qse9DvptOZ/qBf37hmOZA4OB6+9mu/89OfPl/drTw5XWvr/K6effzJSzdu3HD0rucjLkLiQQCa9dF+nWblwfLSvCJz92vIx6CacU6Ol2PVkYn6AEpyDvCHwy4DnSWDxn41kVCI0PU81/O8es8OfT8MQ4ahsjHW8OikwjAsbXnMyGZomk7IXJbttOzSSNcz2aMEQYVBEIQIwyAMnb3qMAj4YklwbH1v7/b0zFnbskKEY7VJUWQsVmQ5lmWpft8U+C6IyXw+Cfitlt9pNy1rePIwWBo9DRkFaRlBgPUWaBIcDZFDv90UWExM5JuqyMp5QNCHK2OLUFUtlcxlsjNJ2O3mpoPuyYXMWhN9A7/xCNoj3Nm1DN3qjuycaK3sm/2xP5XltUCcSRN7AzJfmOe4DEEQFEk0GoNsfG9skY8tkV2N3O6SPEPOZknTFff6bCo16fme55kYr+22hxzpNAYEfJsmLc0mFpcepqkYRbu0tTq0aEVkLxyWTJe8s4fjU6gbS54f7lVvycqhtLx3YgodFZqNgY7eyI7Fk9lcznM0e9w56Lja1VBKoJDERhNLBXTD8tEjy/3+IBaTb12/nuYGZ5/5J6Y5tiz78htvnzt72rKsIIQ6GhSLk8Ph6Ic//NHUVOnOnXufdIBHIv//K0qwIpFP0lNPPdVo1L/61S84jjszU7p7d312tmhbtmU76+sbobav28jI0BxILCq1wbPL2ks7M88+e8kytTvX37vw+CWeIz9858UwBE9jbwCFx6BRKeRS2Uw8CGG6oEhsd8BSODqJcgbvbQj7g2wuFzeMYaezaehBMlWcKBQIwgf8MATgBIHfrG/ZjkcEbhC4pbh3rOi6rvf2iqOZgeFAs2G74GjBCyWC4BYWFkkSBOEvyjctj9zpxTvjFEHuT02dGas7ufxhlmVo+mf1cjcwVs7NYX+A1YaYlg2GQLfbcx3zyImHaKc7NBAChoOxhW+fBQDdwW4X791udsf0qYdOA/LHXUZ9AKxTI4mh4SAfQ722Z4aCS6dFFpqN+SyGBjwfxRQaAwwNIZ3N+b5D6Bu3VuqCXBqp7bn58wRBh6G3X90VmGY+FiIMWsMgCPy4EJJEuNsTk5kcwJIk2emQLFs9VKIn04zIM/cbtBMwx2foB/XJXD4H+KFx3/bR67TbQ//EoYkwxMUFvHAnkU6XxlrbssbAzPnyWm2AkYXJFEYGBv0RJRURaCKLcgb7fWQTuLmDjIw4DxUZ0ulOxNHH7MmTR4Ig3N3ZuXvvwaVLl5JJpdPpA6HjOBRFXb9+6/Off6LbHbAc8+ILr5ZKpWjAcyTyCYqWCCORT9Lly5eXlhb7/cHKynohn4nFJF03b9+6/dTTT6qqkc8dee/Nl0NA4SFxkCTx915vnT+DjfX1TDZrOGivvGxysw/P4IU7oEnMZpCN4a0mf7NizvrxTDZnALYzjwAAjxVJREFUm+2kiNkMplLY6+P2LmjKfHi2utcVNC2byy5sqrc2Nz4kcCQWL6hq+LPBzyRTFJgRkFO4UTZh1j0EIeaX0W51WCmZlAgCZBhCZEEQAKGTyOwNxlvmDEkgnsHMjJcUC5qx9eLttijN5XLCQTLUbvuAoXD4YAsEAYowylkINHyLrLbCXrc7tmG78D8eVLjewnYbrREERjD8hCiSgAz4rZYV512eHff1QVJELg7Tw3oLG7tEsZRLC2xMMFUTIRCXUGkLtJOjJDYt8QAoCohRqqGfOH1yY/1KLpdpt8ZTqVqM509NzXZ19DVkS5hKIyHi7TXi4uG5TtfKZhKdTn9+spmLz/Q07JlgbJxaQC6GV+4JB9mV2r8fFzCTwbhrn10SQWMmgwd1pNM5AIYxJMn00YneVhsEiSDE2IRhw3OtamVzZqoQhNjrY2hAEjA7W07GpdbuvdmSsrPbVS2s3H3pxIljqjosTU56tlm9+7Jw7suapk9NTezu7PMC//DpU67rWZYFhOXy7EsvvfyJhXUkEokSrEjkE3fo0KErV67/s3/6a41mW5alH/zgR5IkkgQkifd891e+9Wt7e3ubt9/2fEykuA8MjHWTdnda9R0CcEPs7u5UCSwVsNVGS8V2Gw6EojL0fPS77bFB1rrBxWVMpjCZwsUF1IfY70GzTZauhq4gCkosNseyxO7urUw6PZUKQiAM4fkgSYRhMwxhuB9NCmRpCDwz6OwVErMHtW+KPihlGZZbJUmcmEJagmoiALoqTJsioDJk1VSrEgsAEzGMHeQUCBxcD90QD2qgCGhjwnLCzhixRN4caX6IbDbV7+7dqICmhHy+CAjNzi3DsFutbk5pKhwh80jKHy0p2j0AoEghIdJxqsswSYXHRAKVDuP6QT6/8F/d9UQ+n2BZL51OwbxfzmAuj83WRzOzRyayMVTa6IyZIAxipOx7ar16e2mSGVgIQogsYgLCEDNpvHyPT2XmAGhaI6Ogp+G4jPuB09WSpTxWGxjoiWyGCRGapipJybHdFTmm2icU3vF9qBa6fZMTEgSBcgadMRgaoVh+5NyZVru7s4n9/YruwHUt3cGHb/34m7/xO91uM5FO1o0Rwwgsy1qWPRyN2hub58+f1XVDFIU333x3dnbmlxfBkUjkrxJ1co9EPmHjsTYxUez1B++9dzWVjKfTqeXlpfsPNpLJuGH4LMvOz88/8uy3OmOMTYiiNKmYXzoJkcVEAusNlLMwHaw3IfPIyBBYkDS/smsIDPwAFB0kk+nrO/hP7+EPP8CfXMXVLbRUSBwSIpKSmYphc/2u604fPvQkyyqNvlvv2n1TglC6u9l36AKE6YCbDvjpkJu2qOlQWnT4mYGfqg/R1dAZY2igq2FkIAiw3sRqA60xLBedMUSOZGlMpfxyDsUUSklQJGwXuz2QIXgGioAQ6OnoGzKfWE6kD5FUniD4MPQBKYSQSM/LiflWyx32ammuW06P53LNQhwxAU0VK3U0RyAAL4DEIa+YGdnMJ8iBzt7bDx9URhStkATzX9/zIAgBQtNMhsJcFraPWg8cg5tVYb2JjAKaQmcs0AxP0wJgjVofxCUnpWA+i74KngFJYLeLt9cgxGZGo/be3s3hoN0xlMMT+Zu7GOuOJLKKgJGBbCYHwDSHkiQvT7QpEtU+CcQAHJpAGEKkrMUST5HQLYDPJEQsH15mWdbQrdMXnhpbMBxIhPn5L33XD/H8n/ybTKaQSme9kFx9/wfpdKJarVEUEwQBz7OaZjiOY9v2T3/6/C87jiORyF8UVbAikU/Y5cuXJyYKlqUtLi70B6OTJ4+PRmMgvHz57eXl5YPXcBzL0hia+OJp4fJdQw1Tjy7h/Q2kJKgGFB6mC8NGX0eMRy7Fb2yEZOgEIUsS0A2DJhmBdV2f9wPX9cl0pggAYG2AZDu8UE+lfYCOx2eBTLO15xrO3v79RCJt2xxFJvALU5ZJytG13aLQJyVwNAggDKCasH2MDIxttMegCHTH8EPEJXIumx5jxnIphJztBparB6FGEOM7NbA0ZA6aKebyk7oUjEYqwAIgSDIMQoDy/Lg13kqKWMqBpDGmEAYwLIQhTDdUeCIrY2AgxsP2MZmE7Qrb3KGWl0tnEwQQjw9Vtd7vtx3H4gWF5xWej1EUAyAIAoKAQrqsgK024hLW20ImW0pneQA2Rr1hN5cvd9oVlhUZyjFt99g03RgjxsMJMNBRSIKhUev5nn+bZYVkckqSEnLQq7RbJOHsdsPDR9n2SEin8wfTfkxjuFzwOyr6ehFoAqbnY2CgGHPe2wjSLme4CAk4XpjgkM4UhoMeSZGFQu7Ew2evXrkm0sbqzVenD100uhuv/vDfPPPN31lfXXENJJOZMNylaOrYsaOGYbmue/fOqqZpv9wQjkQif4UowYpEPnnHjx/v9bq12h5FU/FYTBD4Xq/31FOPv/LqG4VCNpWKq6pWiMMLkBLEzy0MTRIv3cX5eVzZAk8jLaM7RkZBTsGVCk7PwpgTEJjFOOt4IAjT8UCSkFjL8VmW8hjX9gOWIGzVZGwnEQSB6zoMTUuy12/Wf+MRZ6+Pu/u5vhbu7t4K/CAWT3OcxLEiy8kMIwQh0XVnCJKu71byheWPel8RFCmZgrdv2EhmJwC22dzZ6Co6Kw+GdhhYpqWO1UEsluR5OQhYlgqUeIaiM2mZAkAQxsGBm1ZLBzwQBEDxTHM2i5yCrorVBswh0jJmkhiZ4Gh0xnB9zGWRlrDeYroojx3O9xskwQIIAVFMmMZgaemMbduWORoO91V1GFNSgiCbhmsMt0EwxQRW6gIhlj5u03AgJSfiAOX5oUBzrkcjDNaaTErBgzoDgghCZ6ij0Romkpl0rMzzccCXgopqmYYrMPwERe+N3ALL8sBH3R8ExqwPILAZgAFIhjIA3N4H5ZoPzwsuiVISIwOO3wtkPLj/4Iknn3Ccu47jBD4hsHj7gbE0l8imknTh4sad9x988LykpHYaVU+tKbLgegHHscPh6P79+7Mzs6l0+pcewpFI5C+LEqxI5JP38suvfOMbXzt2dOn2nZXpqWK73fvww5vHjh766lee+/3/8IfJZPLE8aP3axBZrNrC5prz1Sed41Ps2+s4VkJ3jNpBbygSlQ5m06gPcObpb7/4/AshHZd5AIiJYEhQFEA4CBGi6fkgAIpAXICRoXv1D/iJdOALHGP+8VX4PrIx59wcVDO52igCLE2PTHM4HNW08bjbVSu7kiwnTMtVx2oQBGEYhGEQBkEQciQVdLutIAhJwh+rzWp1PQimk8lsMjk1MXGEpA6eOf5o2Or11Fw+f3AHCIIIgxDwGWpruXBQo7qjArU+NBMih8k0rtXRHtO9UMzn477f8AIwASod4fauJclpT2NAIAwDED+vt/mBp43H8UReFJMAWGbMM90Yr3m0Hi/SzRHRGFEEyG63RRIkCJIkSYIgCYIkCZIgSZYl8oK6sV+haVK1ydbI4Via5STQGS1gE8k6gXmepzvtYTm7R5Do60ImW263mzwvsGwaCETJN3R0u/vldCjxuFsTARXg/UDLyCAI7NesXJFvOPA8+AGSIigS929fbW1fPfPktx3HvHf76nTKXfPcYkbY27j6tV/9nfWN7VsrldNHypUQN9/9swG1PDMzxXFspbL36KMXbty49f77V3/pIRyJRP6yKMGKRD4V3nvv/Uw6eWh5fnNzZ2tre2Fh4YMrN0+ePPEv/vlvNZtdmqYWFxd2tjcJgmB58f6uQQtsRsF+HxSJpIiBju02RBaKCInCsFl9aHmuq+vdMY6UYNqwfdS64GnwDIYmUumZEF5/1CdJ0wYXuDZFwfXNUgLPHcPQQEdDb4yWCqAuMCAJwSEmZqZTfuBubq5TNO24RjZBjbQGQIVhSBIkCIokCQI0SVI0RQUhI0rpuflUOp0WRa7T1nQ9zOYO3i5FkXQQuKLgGiYD+M2Gtr9fyyaCtIz7NUylEBNRzmKjhaEBhKApUBR4Evn8BCDE82JP2zJdMZ+fG+mrBEEc7CgNAeLjBEuWgqbvkTwJ+P2uJnHdcsYEgbiAt+9zNHNCIAiOoUOQQeCHYRgGtu+FIfwgCBF6JEnMZgLDxYTiGeZSOrNMktwvfmSWuZYvmJ22n5L2eBYrtXw2lwOgjrqKkjh4jaFTne7oxKRmeWiOADCABrhzGWx3QZMYja27jdh0EbUBkiK6Gg7eBU1h/+YPrm1jJovB0HjymNgdE9k4fvrT5x86dWJvb2+9skoSePOe8flncnfv3puenpZlwbLsfn/0SwnYSCTy14gSrEjkU+HIkaPNVmdhsfxv/91/+MpXvihJ7Fsv/AmlrUMuHzt5Ohbjn/n85wanT927tzIcqv2hkRMS3THOnDl75+Y1P0QxDo7BXh/J6bPqsNOvr9x9UJlfPpJRcLSEjRbu7EGU06Tbi4ugKYxHqhgvpjIpAIYp1uuVkFvyYHPM7m4frgfPh8CilEROgePDckyWrva643RmQlHSsiwpCi8H984eSdvjzlZbrA8zCJHJJH/2jsZqazzuM3Q88APAOjdf9QI0h0JnzLu+AoChw+puIyUNWArzWZO29otJnqPg+7BdUMBEAqfL2O1hu439vhCQMYAGZACaxubzsyFkhgpC+CRxcF4nDEO/2eznUz4JyAEQOpbpxZiVcgYEibiAqjGtWUI2Z2ua7nuDRC4ThjH8xW6A7bZWTDUs24wJ2O0JgjAtK/Zfyq5c1/R9Tx+3koKZkoWuO5HNfbTIOFI7xeIcgE6XAEZHivsjE7UBWBoAD3gEQXT1MC5gIolgaKUzuWwMtQEkFq0x8rkso3V2OujrmM9jvw/BMylGGLqI58rnT59iWfbdd68GNjgW0wlDENhyufzBB1e/9rUvffDB1V/91V/9+4vSSCTy3y5KsCKRT4XLly+fOfPw/l79W9/62vXrN5988jEhvUwRpjmqvPLTyuxsefHo6Ww29thj5/eq1WPHj+VzyT/90Yvz5cmJQuqVF18ilaKp1mczOHb0aDzODfun37v+/8zJjsCz//F9HCvh9Cze3TAzmeWhr69u3V6cRmhaug2GAhkapj7od9scY98dftSOgQAIAjyDg3YMEgeJS2YkDuhnySbrMgpSbQ37tzuWB4o0ZK6aEBGjqtsd0XIz+XySojnPM3O5jGm6AHu9AopEJiengg5DDXoaWBrZ2CAhgiXR7BNjM+hp0C2EwHPHoZrY7OD1VZCEkMoU83lhNNSA8KAJVkbuUeTAcolEAosF9Oxhu21k5NAfXpmZnc4khfWmwJF5P2jTTC8lI6tgezw91IWDLeeBb5Ik6Tq2oUMQf/Fz8Hvd+lJh4AXISMydvTCXXxwNVZr6y49KyxpN5SWKMLMxoetNfLzXCkHgaeOhoqQBkMSYofddNrtT2ZnISpbLGwhmZ2e/+NxT9+7df+fdKznFafR9IcP7ASYS6OkoZ9AednIKYiIcDxyDlIy+Ob/bauTSOH78CMuyzVb37NmHRZEb9Adb2yWapu7cufv4449ub2+HwPe///2//2iNRCJ/vSjBikQ+LQzDfP3y2//sn/3alSsfVir7ExNppTiZov3e9Q+1fuXVn1bK5fL8kdOPPHr2Jz95/f/6r377d3/ntx3HyebSX/zKF2v1vjg7vXHngyuv/N6jX/gnb759XRD4BGctTbKzGdyvYaWB80flK/cHmUw6EU9bQdY0tNNlMwzhpIJ23Vue6BMEGYZwfVAUDoo64cEBQgJBAIocEARIAjrX8n2foZyEhEvH0bQzlN0d6DgYF13OGr5ftdwqQfBknNzZuEaQtETnDkbftFudfAwxAUEIP4BhozOGbolKPE9KASEsyoJpqfsv3IYbgKWFTLYI8JIYbld8w7AysktZ9wQWGQUANlrhRpMgCRTiusvouRhWHM4X5nu+fHAeMJ6I+46vE/ne4KPU6oAfBCRJep5D0QwASQ50LWy31enUXiGGtIJtdbbaGpCkC8DzPYqmfvZvJcmvbI/ncm3LRVYW6nb547byAGDoQ4IgBV4CwFBuPobdPYvgYnHRJ0xuaDaBJEkLe7XWfBYbNWu5xIOCYWNy8VyZDt57/0OZQzmH3R66Y2g2HCfYXLl27PAiy4Fl2Var9cEHNy89+6SqDm3HT6cStVpzYWEhk0m1251up//LiNRIJPLfIEqwIpFPi+9+93svvvjTZrPz2GMXX3vtje9+92urq9sPPXQ0Fk9ee+eVkQW1V3n3lUqhVH704oVGo1WanGBZFoCm+w9uX/mt3/4diqYfXH/n3//e733zNOwF4cUb5p1mLBdDRsHjy7hdaSs8ul0IYtow1HxhumX7H21bYgd396jJ0hwAEAj8jy5J09VerzE9dajV2gxCAKApaEPG1K1lAWGIV+6BIrodDUkRDIWkhMYQLA2SgMhaMgdVoeJCMJkCCXTHUDjQcna30/ED2B6y2VmOZTmZ81wfYQ0QAMpyQRJEJjsHSIDbadd9aTCdgjse52PIx+JjSxyFuVZrJ6uAJiBwSEjwPGEQTJCSDcR/lkvtVfcXFy9aLvtRwgi303YB1OttgggLBX44UIERQDB06/AECBI8LWyrs2HIOE5DEOKSHLRaviiyP/uYKtvj2UyVAAoKu2eV/1I3QVXtKkqWokgAtpc2iYTtbvEsLXF+XwMw2N0dPP/H/6Y9QkyARFo0zRs+umNI48700dPLC73aXuXePlQLSQkksFM3JImzQzovwXGcICTPnTvNsIwgyq+9/u5jj124+eobTzzxuK7rAKLpzpHIp0fUaDQS+bT4/ve/PzU1vbtb4zji8c89Wq+3lpdmO51+sVh88rmvJyXsdsHS6LUrq1f+9Kd//H86o6EgJgFsba6TBP7k9//N1tZ+V8PJafzJNcwUeJm2pmdmhwYqHby9iqEJgQXHtF0XBOkCvONJB1+CNNHvjzxf9nzZ86UgkAVRDAKZY3PqaOT5nMxjOo3FAg4XcXiSnk17kykUE8gpoEjQFFRL7OviKJzSbMzncGgCiwWAACFMjcn5jju91kRHx9BEp91xPUGOz3Y7/SCQAB4gJCX8eC4qy8uTA9U6WHRjKDOrDKazmMuBp+l9NVF3DouJRZJEEGIyhem0cH19uNGfCoQFP5DicZEAAbjt1rDdGqfSqX7f6bT1TtvptN3xYI0kt798cvvxpcqRUl1iAbSySjsfb2UVDE1hHM7vm4thyABwHINlRV2jfM+jqZ/VqPxistrXIbHYNeYAqtMmfvFDVNWuoiQtbaSr3VTSBSjDVNOZ2NhEGI4A7qEZOB5IAm0V9a5J0Pyh4+cee+rZvWrlnVd+YPYrBAFGThcTqA3BMJhOGJ//4ndoEgyNZDJ75cr1RCIGYDQal0oTve7g4sXzhqG2Wh1Vjba3RyKfIlEFKxL5FLl581a/P/jd3/1tTesyLHf9+q10Jp/LZdKp1OmLT9+7e9vUexkFO5bo28O3Xv2B7eGZL3wbIS4sYL0JvbeTllAfYD6L19eFcqq9V9156OGzN25cm0iiMcTW7pCXFZbpJUSY6trYkgAF4GOxdKWy6bgGy4gHNS1dIwFQFK3EEpalWk6yNJ0ajwMrgEl7vbAnOaVOe6/R3D98+HxaEA/WEkMgmxNqFoKQ8gNqv3aHIgWCFIJQCULQlBDP5gBBkijdIEEQge+RJAXA0HEwoocgQBJ8GAYHN8QPhJ4uMHKxZrB9+x4QHjQj9XyZIsWGPeEHchA0iIPeV2E4HOi5fKD2VyUOjy8jBNq21u92+jo0CxKHCRHvrKNe80s56sIivABXtwQlWeQkVtdI3/sokQpC3/MslhXx0RLhzx6VFCHMy6JzZ7+ZzTEAstngZz+puq5pGFouBo7hCW7KD0jDHEpSzDM6uwYcDwnBHmhoDCGwSErQYLFcbvP+1XP/9Hcymcybb74XjHclFraLM1Noj7HTRXXHTE1UT50529y8po618+dPMwxtWfaVK9fqtdpzX7gEkOl0rl5faTbbv7RAjUQif62oghWJfIpsbm5973vf3N2pJRJKCJw+/dCDB/crlepo1JueKmqGO718wnBweFpodg2LmzVdvPnKDxq1nQf7eGwJCQmGDZmD7SOX4N9b95azbhBidnrqoOXV8cUESbKLeRwqoph05nODQqyakddD814hTvF+FwBASnLws0sS+LhtjdOZmcFQ8fyY68VBxEfjoR8IqcySJCuOEwAEfn4ST3B9wQ9YgGIYLgjdIPABMp5akOILQAxgdJ0EIIqi//FiJEFQiYRwUMQiQJqmdfDnQcikM4uuLwFMJpv4hVtFZbKLfiABCMOQODhFGAIgSMJLK0hJeOkO3l+HOuhkYnhoFk8fQT6OkQGexeGJ4LElaqeDt1YFJTkHiLrO/OJWKscxZemg7bun6y3q5xUsuL7Ubo8J8uOHJ/Hzp6hpjkAQixMuhRjAkCRhmkMg5riy42Euh1wcLAuGAkcjL7uNvifwfDaGjfUNgOj1BhPzDw8MDPq9n9yC7eLh0+fiidSoV7v94bWhAW2sHpSv9vbrlmV95zvfJEkqkZBbrU4+n93a2vrbRV8kEvm7FCVYkcinS6PR/vFPXkgm46+9epmi6ZMnjrz22pvDkcWy7BOfe/TChcdzc+c8sAxDNncfBCFqA3zlIcRE/MF74BmU0tjpoq9Bc4h8Umj0rdbWNXu4N51CLDu71XT18fjKyvDmXmq/h1o/CaFku4hJLEPaAjsgrNut1kDXfr7sxfGKaY1/8QppigYIz/MBsKzgOAaAv5hj/eyVQhC4gR8AIIi/0OYAIQ5aYR38jiCI4dA4OLJIkGEqnWy1dG3Q9vU7vnaHJfcVrHeaO7at+b77l75LGAYHCVYIL9AHE5waE2C5YBl8/QwuLMDzsNVEX4Pnw/MRhtjv+T+5TW61qWxu7hfyKv/gq9221ZEKUO3WoLbfTyYk+hc2uQOwLZXnDhpS+MbIBj5KE01zlGCsjskFXBwAAdIwhgylD029mITEY2zCdpCNwfUQeBbD8raP2gBKLNZu944dOxpLZPJxLE1gPo+FPN58480nnnzcJ9m4BMeDrg5pmm61On/+o59evHheVuSf/OQFhmGvXv0w+Nm+uUgk8ukQJViRyKfLaDT+3ve+sbtbe+65Z8djPZvNfvWrX9zZ2et0uqlk7M//878Z9Dvzpy5xvNTsGWdmkItjt4vZLL54EiMTm00cKSE3MSuxEEXeMc2mCsvD3gCkvlPOMY8ejc9MLCpM/3vnkY8Pmi1eiB+n4qf7dvrD9UHIT9FU1Rrv/ayIxfPKaNj9+Oo+yqJkOe95HgCWlT9OsP4KNMMFvusfbI8HKct/IQMjKSoIvI/+XyKo1waNZmPQ22P9jZwChd+aSjVzMXAM6k19ZW8cEiLDsPXa/V/4jsRB0cs3LM5tU9Y9muySZEsz0RmjGMf1bfzkBlwm4/i4sycMggJDQeJR7/mmx3N8CqAAv9tuD7obAtuSwvt57v6R0hpDd3nGSUidTFZ23RhN/oWszrL0TFah7CHtPBDj3s9SNJJwfc/i2BxAdrrGcFD73BGGJi2BT7l0WtUBYGQgJcPycL9qxmRBt4EQL/3kBxQRKorw/lsvp2QgwF4PjgeZMtLpwkPnHh8ZIELotavdbr9eb37ve98K/MCy7K99/SutVufUqRNRf9FI5NMmSrAikU+Xy5cvu47/xhvvxGLSq6++HoZIJWO7u3uDQVdVx0pm2h9WNjc3JjLiTMJ44S58D3eqeOE2Lj8AAZyYwTDIqt2dmQzGnlBQzMNFjC3s9bHXhxeApl2K7Jgu/vAK5nK4sLDVbndYlidIIfBD06TSmZO8UjrYgwWAZQRRFC37Z0WsEABNUf5HFSzRcfSP/4pIJLxffC80zQWhaxof7Q3S9b+wH5wk6cA/eL076N1Py72M3JzLDAoxJEWYjjAmZnv+4XEw2+23ChMlkmSzubwkJ+u1e6apAr450mlnb34qRZO7ithyvKCpEreqhOUiq0Cz4QXQHKGrcYSwmM7OARlSnG4OBUYpBUFI04w5HHLu/ZTSYmnTGHWbI6zUYbl44hAAhpXLwahn9PcIewc4yLF82xpJktis7ZvOHviDo44hAMsaSozTHYd0LD/o754pVx5fGl7dhsJTmjbodJy4AJJATMBeFxKLVs/KpXg/BIAjk3jw4cuDoWa6qA9gO4glswDE9CxBuMVisThZNm2339odq2qtVqcoQpKFbrcvCHyz2ZFl6ZVXXvm7jMJIJPK3FiVYkcinTqPZnpzM67ohSYo61j+4cvWxx84zrKyq491qt9k3K5VKcWpWoY2zc6gOMJ9DCBSKsy0Vd6rYq3U0GxstnJnnf3TNWszB8VCMIQTKh87qTNny8LXTeHgW9/ZxbRtny01T3ez1JElOqGqj1Wq1WmqrNWi1Plr84nnJstSPr46UlICiaN8/SLAkVf1576Xh8C8spdE0FwZuEAThx6Urgvh5EYskaf+jChbj+UhIAk3wKjHddJbfu99LpMpeENM1tbJ9fWJinqYLAHrdUTJZyiXTbFDxtHssvZkQBwkRA0vouqXWSBA5AEjKkHn0NHq9xaQzs0AS4D9+3MXk+GwQMDxHxZkeR1cJAgqPhAiJw/IE/tEFlJJ49T54qSh4ldpwM6n0a/10uzUwRnsx3FfV3ZQcKpwpMEkv4Dttp9Nuudq+a+6ZtnNyNuvqO4pg3t3DW2s4N4fOmKfogKF020Nx4WxXQ1bBc1/9ZuBauSQvsijEsd1Cc4Rr166GAVwPHAN10AnE8vFjhxVFMUz7/trOvdXdq7scwwlnz522LGdnp7q2tm7oJkWRnU7v7yEMI5HI30qUYEUinzqGYR45fPj11986ffrUvXt3Z2Zms5nkW2+9yzIU6+1tbFaStDocqs/f8rca9uPLWGngbBm1/Z1f+/Vf/dznHp1MYbqUVTg0NYGn3NW6R5OwfSQFrN27NlNeLCSw2oDH5i7M4+kj6GoYW+axmS1Dd+dy9mSqOZWuZuRqTlklrHuhcXtmKi1SfcLqM5QPQB8TFE17vg+A40Tf9zzf+fjaCVn6+QZ5muZM0wzD8OcZ1s+3avkIBcf2LbXtae24KOx2RUIsekE8CA+OBAbqqLm7e2dq+lg8Xmi19FRKFMh+aNwXWC2jIKugr+NBHTs9iAzHubViQp/LkTkFo2BSJw+TlEiR3Mfrd+HPfvXDsNXcP1QEx9gsg4wsWDYEFhSFag+rDby9xpNAit3tG6ZteSRNf/nU/vGppuEMbA9TKQx0pGQEguQbD87OrZ0ud4bG4EgJhhFW+tZMFgqP+TwKcVguQvhArJQIbDoLAvni7MAAw0rJ7FQmzvMM+jrycXgBzp87FwI8C8cHSeKJp56hKIrn2L29OkkSX/riU4cW8vkET5Gk4zg0Qx8/cazV6uSy6fPnL/z9R2UkEvnvQ4ThX96XGolEPnFf/vKXFhZmeP5gfO9gdqZk2t7LL7/83KVLw+7en//pD+emsoOhkc3EY4mkasHxwNDIFGa/9tVLOzs7b73+MksCBB482JydynOSwlBwPDAUvAA3H9QOLZZsD76PEBAYJCSovWalg9mpQiw1JbBACMreIwCOgRsAQAi4Phw36bEzg+HAcbxcLg2gWr2RzsyJQuIXLv+jDvAAVlYuex53+NBZmgl6HcMPHIYyFX5EU0AI1cJkMcN6XdvFyso6oUyXpk8A3OqDtwqF+WZrO51aIggvpwxI39ze7xTimC5mH7ST2Vyx0dwjCGcqCZoERSHGE++vm8393am5ZYYCSwum69O0lEiUPr4qAvC7nV5a2H/vxsZ3Lx2utGF5YGm4HkwXCRFDAxQJP0iUM0M/hOHA1eqWx5FCJiXj6CTqA9zfx+Ei1ppIy+jrUDh4IS7M480V2J5CU8GRom550C3ERGy2oKqGosRm0p7jfZTDnZ6BKR19+ad/Pjs3FxdRzsG0sT+AF2Aui6GOpIzmEAGTPXnyWBCGv//7//l/+B/+GcPQL/zkR2GIS1/8xvb2ViIRo2m6UqnWavs3b97+JcZmJBL5bxIlWJHIp9Tv/M6/+OCDD1mOPXp44fad+zF6nFI4zcaFz39bGw8//PDmZCl75a3Lxw+XTBu6g5SEnR6++c1vTxZTL730qm2OR/0OadQ0h83ksp4PgoAXQOHQVGE4YBg5l0vduXMrmy0ausrx8cAng0BNJAqynP+Fs3UegAcrby8uHVMH9SCEHwiDATfo6+W5aQDAHiDn87mDDlUAgIPWUD6AVmt15YFWnpufnSE4dz8kIHNQBCBEX2N2en46M02SrB+gWm3kc0VO4MIw3N78gOO4XH5eH1ezkkdY7ZWdfixe0HzJspHLLySTsqWtxnjMZuAHaI6QEAmRMh6s7/uxE5oFoAi0ABH4aP40AQBtjhkkWYs2d48cWdrtYq8Hw0UhDteHH2BkIAjx8CxcH213YdircdaqzyQyqYTIQhFwbw+lFHRimg+qvg+OgelAZEGSuLMbUmSWJPVDRdN24YeQeaw3aIokOcZhKGgWAAQhkhJ6nY7nOql8UTWRlmA4kHgMdRybQmOApIiBATk7N1ee29jcURR+eXnZ8/xbt+7xjL+6UT19+vT9+w+mp6coivpP/+mPflkhGYlE/jtEjUYjkU+pSqX69NOP6YaVz6V7fe3Y0YU7t2+Tbv3OOz9ITJ8rz83JIjlQjUpDX5iQTBc0hUMFvPHSDxbKs+WJ7OX3thkKjQFflPWWCpGBxCEpIQSSIghA5jXK9E7MZWujVDwhbW/fY5nMoUNTg4Gm66rMdzQrm88nAQog4rGUZboZBQyJEGaC6Qheoxh3whADE4A97PccDzSZZCibZwyOhh+AJpFTME7tpwTfVCVOhMDCprMjI+76tK6PbKcdIiYIoaYTBMGGCLVxd9DfYxhmonicplnLUNf2qsnk0Zmj+Z3KPQ7uI4dmK3vbN9c2Tx/K6Xbmfg3fOIP5PFYb4Tvr4c5u4uKjE663fWxqS2QBaJ7XHhhojjAywVBYyKPa8j9coTQBOQUXFjEy8eG2kMvPkhhxbj3GgSKpu3VhqsBKSXT2PYpnaAo7XTA0LA/NAYREXOFge7CorEB0NlsIAkrgpWazdn7JM2xpb0ArvDfQedsazxaYlISuhukM2naWdDoKD0+16o6YEFBKwg9BjEESkDjs9WA5SAhIT54YjfrD0bjZbJ05c2k81jvdfqk0wbK0YZPJZOz48WOdTtc0x39dHEUikU9GlGBFIp9Szz//4sMPn+J5/vz5M5m0/Mqrb1y69Mz9++KwtamvX81MlNMzp3/tN3/z3/1//q05lh9azDxoSSQBkcWgvaP1d4oJBHw2dIwJtltexCv3MZuFH2KjCS8AAD6ATFsMjeOl+tCEtFC6f//OrJxydSsbq56dw16/+sFWx/dn83mGFxKWaRbS0wwF14fCOfvdkJInvYBgw3F/0J2cLLdae0dLA5L8aGsnQ2FkoKehZ/BFeUqQFDuEHQIOG4a8LIemSfu+B0DTCQCuYzYaK66jTRQPDYd7vq/WaxZNUwS1NJ1iLK8Jv8swIJjm/BwLYebGdocKBkI8e72SWGmAIgnbowsTMwT8mSxWajAccDRSMpISTs1gp4u8DNMDTwciR37lFEwH72+iMRBy+TmAkuUY7dR1W3hvzVic4AbdB/kErm46Fx+meRaOL6Szs3qrYgbcUWlYG4Gj0e52lkvgafTHpiRKhLnZGC+bfsKxey6fJwhIkjO2ApaC52OjgYzSYRns9dDrmalsShah6hiZmEhio4EvffmL711+QRsbO6PerddXPv/sMyzLffnLlzqd/ofXb7AMc/bs6UplN5mM67ppWtaDB/fX1qLhg5HIp1S0yT0S+fTK5fKzszNXrlw/fuJYrzfiOabZbB8/81R66uioU3n1+R+0663/5f/1v1G08NN3duaF6lxS12y0VGy30dPQanam8/yffei+8cB76jA6Y/TGmEpjMomZFG49qK03UBvgwy27o4KigxBk4HckziNI/PBD3NjBkaL50OxKq9XgOcWyx7qdGhop3U7Zftb2ONtJhGGKYfLqaByGqVxuqePNt52lun14zzw8YI72gpNDOy2Icd+Lh2EsRCwMY2HIA9B1giLpn7XHDILu3t4tmuYWlx6jKGF/r3Hlg/sKM8rHu6VMg6GrMWFAkegZ9CCYdITFZP6h02e/nMzmut3uKx/sCuJEPHGUpoQMea8kNBkKKRnLE/jeBTx7DDyDnTYcD44PL8BY931QO128eg8uM5/JLR6sh2oa67FLCGPlPEESPdvD/f245yf7ZmyjIczOzrk+Y1nmyRK91tojABUzFIX6QJDiszyXov2OH1JxSRFFMQgCUUxrWt/2gskUaBoiC4lDT8NOF+WUt991A1KwbdAUPB88A4UHL8S29rX1rV2K4c8dTsXjyVu3bu/t1YMwOHnyuGU5YRAMh+rERP7mzdu2Zc/Ozn2S0RmJRP5/iipYkcin14svvvRrv/Y9lqVHw/HnHj+7vrFz/vwZx/Ge+NzFjc3CD3/4Iya4/b+98vznn/1CNrPV0nrq/k7XUvR4enFSQgiOQWky/48/t23R1ocV2XBwahrXK8jHYQY4ulSq7A+T5eNyODQcK5ZaSJf4lS5nWaPvLOPiAupD7Pew2QJLdyZj0DTCDzyKpAGQBEUSpO+HsXioaTyI0HVNhhG8X2gnPhgAAEWzQeD6QfBfvzuOl/zA0/X+oL8r8hzLzlkmV1l5YThS06n8Q8sJgfE0C4aNg91OeQUmD1PtddpKGPKAJUjHFxeb3W773o3bx2azMxnHGhAkaesGNAsjA9UutjsY6SimYGq4vSeQhCkxvsyT76wx2dz0wUhpAIDfbo0pskOSJkWBEzGXw4O9tsSPZI5UUnOaTgWBc2iC2Gz1GFqw6AlAYqWlgBhWd1dFUeYoOyFnfHZGG2zKcqbf9yk6EFkkBay3YLk4XMJGE4V8Sh9WaZYDQXgedBcCi4094/5Wr6v+0fnzZ7r7osKTL7yz8bUlJwjCZDKWSiX6/eHDp0/t1xr5fNbzvFKp4Pv+Sy+9/PcegpFI5G8qqmBFIp9qzz//4vT0zGA4Pn7i+I9+9JNcLk0Q+PD6vcWF8u/+zr+Il07ERXJv++5cngqF3FT5UELhhq2dlbVqZ6B3VLx/t/PBDl/rmAt5PLqI2gB+iIGOvg6CQDqTUMc911NI0m23TZZJ+H6MpcUbu7i6hcYQHINDRZycAUFA4jDorQMHm378Tof0fE/TCACxWPKv7OcuSwHDcEHghcFfcZjGMEamaerafilNKfTo1GxH7V5dLNJf/tzy0ky6pSu+L3Q1jG00VdSGGJjwAy8lmTOZ9kymShBVmRtPJoVD5cTxo2mWa127tXmnRrx5V9/tIi5AYHBvHxIHw0XfK4X8QiY7n8ocqXYCy6OUWPYvZVfZWNUPzNMzCENsdaDZeGjK84m0kjoYp+NL4fbABCCQYtl10ett93vr3e6IopmlgmfbNJNadBzbMEaerxBEjaNBEKgN0dWgCLBckAS63X6laUmCMJMGTaM7MCbnjl+5vXt4iv/CF56ZLOWSMtnua3GR8IzmF77wdCqVWFuvjEaawLMvvPByqVQwTHN/v66q2t9TyEUikb8TUQUrEvlUGw5Hv/Vbv37l6jWev/D1r13a2NhZX1+/ePF8ZWe/PDt57txD29sVPpHYbg9JAm2NevRkvt7PNBrd9c2dREwJM5lUcX5zc9Nh4XjwfBAAScD3MTIxm0EQGI5nACCJnVaro6tOoViyHIQhGAqqCd1BEEKOZQxXPZhCCDjNVv/b56t1fdQcHQIyLMs7jiFJ6b908ZpO0hTnuOYvTsozzbGh97q9fUEQJFHutN1guGO5fjYuPnlugec51QbPABjTFMIQ83mcLQPAnXXstNFWYblIy0hLcP2BLIB2MdDlVHZmkXMG9W63vb2/X+cXY4l4rGuIm3uDdKZkmLQg8AAkiUhlT/Q3PqBp5eB62q3hVKoqskhJyMWwUsehEsRYxlC7r9zg5ufmAIqAJYXrTRUADIfmg41iwh36kDkOTKZA1fo6LDrdbXsMVTs5J2119klAZMGzMF0cKUG3sdfD4SLe30RrYIqSWG8bnW6/3R8X8qWLDy8dm6Fi8USjVq0PUV44qaq670OUYvXafnl28oUXXp2bK3/xi5cEQWi2ujMzs3/0R3/ySwi/SCTyNxa1aYhEPu0UWT5x8vhzzz3Nc8zlNz44cmRZFLnLl9959tKz1WpVlsR7926pw1FKJhwXigCGRKULjvKNcXd3r1vMKcOxVZxdWshhrw/DBUlgMgHNBgiwFABaYklaSpi9jVa7Nzs3FwKeD9sFQowtBCHCECwNniUFhhNZfr01qOzsT2a5M4cyIHBvj9FsOp9f+osXbrZaFsDt7rw2NfVwKqVoel/X+6Y5jsWyvS4zGlk07s0V4+DiJCtr3f3JnFCcSDs++hrGJrwQLIWDnqLbHTzYaOUUTJbyfQPlLBBivQWETBAGwAzPDBh3qzPQHzo61e6O2z11dVdbWDpPUSEBU1XbgihLYkqSU+rIqOx8eO7sl0H4g+72Ys40faQlWC7aKvwAc3k4Hu5WBYbNO66LkJ5JV+tDHCkhH0dLxd09TMTh+kLITxujzXQmNex11E7l7OG0RcQ2miilcGdLL+WlkYnDRVgOXB88i84IAoMrNzcKKb4/GicS6bPH0it1KiGCoaDZyOQnoe85TCEWT1e37mVlNE3lic89aln2+vr28ePLJEm9++77tVqzUql8ItEYiUT+G0UVrEjk0+5/+p//5729nVqtlUrJ/V5nPC5ZlnXy1NGrl3/g+ygtneP5+MnHj2zc/cB2wVIAgdkcNJOiqPypVMZUu6tV1fXWQlUaeWI+LXkER5CYSMB0MdIhcF5XE4adHjCpB8W4P+l5xvr6rUOHHqYoX+DQ6+xTFOgQXhCQhEmQZlzEV08zraHb09BWodmuwLowNlrjTD6fDALP8xzfH/7mo52NJmhX3tq/S1ETng/f9nl/WN+uTeVjU5nY1MRhjiE8H9ttDCxCb4R0Ntttd1gKlscDORKdas9UDaRkSBwyMeTjGFuodJBT8NAMaj0XJGhsCxyMUVD3ya02bC8Xm5he5HrxeELTjX6vnUgskKTruGanclPTbEVJt9u7xcQoH8NkGg/qMB30dYwtZGPY7aCtCrF4oVGvatroqYeUtobJNDZbuLePlISnj2CzJThMqdNuHi/69VFH4HB13yIlNqbg6aN4/jZiMWlo4HgJKQn3h1ANuyDpK5tGYBsjzV0oxRbKSx4ozYLrQ+YhsCgkQWWKwmRxu9I8ceLw9sa9hIwLl76wu9uwbTsek2VZfvfd95eXl5955rlPOiojkchfI6pgRSKfAYVCvlyefeKJRyWRv31ntd1u/8qvfGFzc6ex8b5qgJPStVY/LhFTaeRj6Iyx1UJCRF+HwiMhobK9oyRyQ1X3HaM/1CaS9L4qLpQkPZDKBW46gw82kFFAy9l33rh18twzFEU1myuCEKNDi6FgewhDM4AQhiZHA0BMQGj2XEufnpnyQ9AkghBBCNUETcJ2AQLVPmI8SIAInUG7rjrkaDQ+NC1lUnFOiAWg/AC7PTyyCI4GQ6HZbICghHiuPkRrBC8UECCjmBwNhUdcxAd3WoaLVDrvhUhIcF2YDnJxpGRwFHa6IOx2pe0fPvW4prGq2jHNQXluSdfIwA80XdN1YziopVKTnt/1nUE8Hj83h7UmsjLGFvYHGAxGi9NxjsZ+H71ef2p6cmt97fMnZJ9NHdxJikRHxek5dMdoWNOddihxe/N5aDY0w7t1Z+3i2cMCS2o29ho6wUmubU3HjFrH2GtrFBGUclLHkB4+cai6v79U5GwPPI2tLg6XYDsYm0jK6I7xyFPf6PfbMzOTN27c7tUeXHzs0utvX8tmc+XZyW6vs7Ze6XX7m5tRd4ZI5NMuqmBFIp8BzWbrH//Gr7751ntf/MLn9/eqvCC0Wp2JYikILsyw/vqt94Z97cyZZ7bWbq7WkZSwXESljXwMVGy22dhZeuiJl195a3FhJibg0BLgGSXTaA/GG5XGvRVyaUq+cEhyIO52OyQ1Fp11Wzgsy7nhcP/RQ1QQwvUQAgRh/uwsoONB85hhzw268AMAoEjQFEiEtm2bpqMZdl9zdNrujSzLCS+dFNqWnC9MiCLTd+CYCIAwRBBC5mE42B/g+gapmsH0pJDKFL2wGwZBIZ/WRztxHjtdhCE0B8eKmCuj1ofjoeeCIDCZBE3CCWC6WNsRS6V5TRMA+L5LUayhAwBJkbFYLBaLZbNpXTequ6PQqrUa9UGD53j2gcmx/DTHZadnSMPXB6NBLD6ZyS5Z4/UY6wVk3OfmEuG2yKCjQ+CwXsf+IJ/NxaYnB/0utnvp05O9XZ8WeEYSyLvblmEYvmN0+nu2G4jzsiSJs7OpVFz0fOQZvPPBjbgiCTOckCqnU2JrfH+oQ2SRjWFkQElN/+BP/uQ3f+sf+X6wsbEl0Hj1tZePnryojtSROiBJdnZm+soHVz+pOIxEIv/togQrEvls+OGf/vnS0mKn03/2mSer+83hUL3zwavxfPnoidOnHlW2dn/vwYev/ur/5X/StO5/+S8/GRnwA4gcGns7foCnnn7qzp1V2w3npon7NXi+GEAUkpkzSZyfMe5WjDfvjncajbhAHpqRr67XyjN8EKb6/f7NnbIsxwiQBEkQBOF59sbmnSNHzg16/Wy+qDNJmU1Jzrrv2Agc07KrbdsLiIScD0mOpJDPKlOTnG4Hr97dPXI043hwNCGVyfEQAAZAr7vy4h2PoUERQjK3pHhcKlMAkEiYvd7I9WOsPN8cbc3nQADDLoYGav2PNkuRBBIiHB+3qzBdIZWZmChaBPnRhB/Pcxma/cWD0p3OkKZ6CCGhUTx0JCXY6zVHNW3fd4b9fSWuVrZD13MpMpgoFgLPhm92Vcf1U53GWi4W3tgPJpMhiGClLuQLsjbW26bZ6w4uzAlv3myzTJiQubc/WO1rQSouL0yIgpI+Mi0cXGo5DdWAxENOz8Ri/RNz0sDEwmw2Xyr41+97HnwGBMDEy+sb259/5gmGZuqN1mOPPXLryuXybLnb7UkSwzDCh9evjqPDg5HIZ0SUYEUinw26rh87dlQUec0wRYF7+ZXLF5aFUb9y880Kmyg7RKzXG17+ye899ZV/8u1vPPPu668WF86mU8rLr7wusCAp6Xv/6Fuv/vgPBS52fh5vryMjY7mAB3VwgnjhmPjYiUwQYnXfvLM5QhhqvUZjYItirFZvZLJiGAZhEIYhgjAYDrVbt24Kotzu9lS1aRpmOjXF0Jzpjg1neOKRh0zzo4mEdGvPJPpBiJCgLC+MJxdBkL8wrxAAWE50bC2Rmgf40XAYhh4AwO927FzM8/U9ghhQFCwXQQjDxYM6ESYKFCMJcZt199sqVAsOlFRmCqDCwCBpGvABXWRMwDFGWwQBAgczrc18DJYX1h2PkZIja3DmEKdZioa5g34Nnufv7t4U+FwQBKOxN25qY9N/9+Z7YxOCkjWNcWXbE7hUrjg5Go4Ikuh2do4WiLu7mywja0i7Yas4lTufFSwXcQHU6GB3GiaTUHXYPkwPx+cPm1aQo6qqhft3rmYmvj07t1zbWQtCMBK29iunHz6VTqc03bhy5cNvfvPLsvyVV165fPr0ySCAYVimYW5vb/+yIy8SifyNRAlWJPKZUavV19a2Wq22LPOXLj0TjyuLHG7fumMNK6V87P79RrVtvfyj37vw6KWHLzx27/o7yeSliRhMD+vrG47jBvzkGytqSsJ0CraHkYWuhp/cAkJ8vBNTMALXNtvyzMRS2jOdDDDOZjIkFbRabj4vAYjFSMfW8oXlMMTuTnVm9mDeM0TP7q29axgUQYQHg5Vz+RQQB4QgIAL/ruMSqRSt/cX6C03JqjUCGMCvNzRD7+RjDd8Hy0DmwdL2wbAdzYLjw7A5AP3+IJmK04zUGfW8ALbriqJw0Io9CAMQJOAS1o7uEIeLQWPoWi5cH9MpOD5iIja3PZrEMwuDgY4PtgRemfhZNyyShOPos7MnaIoU/GaNiDleNzf90Il8udXa5jg5kcgDOPhefuAsFWLdMebLCYeZvnPnXrk86dimF8D3URuAIpAUIbAIQyg8bAMMiT/8g38Xl2irkBtbkFi89NMffPlr3/E9xx5WLAczk6VavXrs+KGdndojj5wHYFn2w6dPWZYdBBgMBpOTU3/fMRaJRP6uRI1GI5HPjMFgsLm5dfHi6VJpUhTYP/iDP5yYKH3hi18UMkuF4vRcKWaNRyyFHz3/cnVrbajj6jsvazbCECsfvvzGaz/duHclI0Hh4HiwXez3IbFIiyjEoHCgSAgMprKSY1tE6JvOFDDh+8RYa/U6uxcXtvThRqs1lKVUr1cPgoAgwLCMoesH10bTnBJLWKaKn2VrkIAYwJAkzXGCaY41jQR+saW7b+gWz5MwH3Dug8MTldlMLasgqyAIsNPBCNnGCI4PxwdJgKFtkbVl3h6P1j1XjWfmyuWFMAgJggJ8AGEAkgRDgWcwm0FtAIQoJZCRMZEEEWJkIC15JEmtt/DyPe4XsysAlqWm09lez2S9FcMZwKdTpTO5/FIYUoY+kKQUYB3kjoCvhNsDA34A2xMCX+h1a+1WK6NgbMF0kZKQkKBaUHiMLfgAASSys42Olk4qAx3FQnZkIi6A46Xlw4cbQ+z0MdbMM6fP9PujMAwLhYymmT/+8fMkQdi247rO9nbl9ddf/2XEWSQS+bsQJViRyGeJrhv1WuvOnfvqWPvGN3/l7r0NAJNTxXSu9NVf/edzh48SBOayUIcdhcfpMuISJhLIxZFJiBMJkif0pIREOpdVkIuhlEJKActCYBHjYLpwQ0qR+NA1lsrWkeL6xYVwKd0nCHO3h+NT5pdPViViP53JdTojgMjleMdxJemjJqICHzdNFfhLWRQACIJsmgfFK7LT1jttBwBJuBzTL2fDmQzKOVAkQSM0bIQEJuLgaJzJd751Bv/oPL51BqdmILIwXVqILYaE0mhsuo6t6WEQ+iRJHnRazxIdxtlz1HWJRcBmDg42TqWRkbHXQ32EoQGG9AiKubMrlMvzAB8YervddrRhu63b5jir+CmhKnBoj0GKeYaJy3Koaz2WExmGB1hzNOx2ajGsWJ7X1xEXEIZp07I5juUFaWxCM5GPw/FBkIiL8AMEIeICYhxM0+IZYjonzM2Wm63OU4eh8KjV6ul0emq6zFCorl1lOfbtt99bWJhGiGaz8/nPPz0cqo7jWaadzxd+mZEWiUT+lqIlwkjks6RSqRw6tDw1WWi1eosLs67n7ezWp0q5BjVyHJ+mubOPff3119+R0PV8NIZYzOH1FUgcaAoOqYxGY06UOu02yyAhIiNho42xjSBAEIKl4XhIxkXXMTytAwqmB5IMFwuI8eiMcb8G1TRFFoX4Xq3X3a9z2Zyg6x/tK+cFhvSH7dYAkObmaU37+c9vghA3zYMZO8jmzSl+u6VCYISOC8vByhAMCZEkKTLgGAwMjEx4AXgWjSG2WmiMQJGCiwQvUACXSs0QBLFTuTEz+1AYhEXRNtx9zRo4zrYiZ3um7PgQ2I7IEJqFm7tQTSGTLaQzLAitX783MIXF3FyvPpaFasvARAIxHjIHloIXIhlHU0WxMLm33ho4iWyO0I2+LGWs0SjA3sFxvxBojoj5XGg6AnipuvZhKl3gWKqYhGHDdCCxaIwwk8XdKvIxEAQCYHvldjoprzVhexWWxmsPQBKo9l6WvvBVmhUCxyglgv5APXPmYQD1RgcARRGqqtXr+7pura2t/dLDLRKJ/M1FCVYk8hkzMVFcPrR469at/iDBsJxlDWIxaX5u6j/8wQ8effQcQRDf/OaXXvrh79MkfC5b7XUAnJzB0SL+/evKym5TThUYGgTg+tgfgqFwcQEPah+lUK6PnhY2+oZJ+LlckQ3EXnfv5LS3PIH5AK4Hx4PuoDuG5Zqq3NpcH4fhhXw+CUDXgqePBApf7WrYbovtYQZgc3m+3fItiw7DoaXuM9SAobAxBMeCZ83lImwXfgjLRksnd/cCk0cuP5GSqEFn/4cfgiKQyk7kOAXg+/2bQCjJ0DU/mSyJlMcH20mZ8NEVOTRVrFSDUzyRkIEQ2Ri225CT04CQVagwJAEgTLYGBMfmQmNb5k2ORj6OgQ6SgOehlEJfgweYLpLu/m7HPXVqNgwCQ++TZCod2/MDJCUEwEaLIUAgcIIg6A231FH31GLy4SWsD1KleN8J4IcAQJHgGHTGKCVgu+CJscnnsjEYNkopqAaSMu5UUZqcjsfleq0ed9XF+bIfuKORduXKtUOHD41G+s7OzvnzZ6amyp9kzEUikf9+0RJhJPIZc/ny5d3d2tNPP/Fnf/YTRRYTidjObs113aeeeuydd65UqzXbtne7oGgU+U5zhAsLWKnjP72P5x6WbcepNG2JAwhwSq45gheg2gNDQmCRlZGW8NBylvL1mQwphC2RHSdFb6+H52/j1Xt4/QHeWsWNCqo9+AGyCY4Khzmlynu3Rf82QQzv7OG1B/hgE4Zl8Ew1LW/CuDebWTk+1c3HzKnMoJRCUkJCAkchDMDRkDgcnsCJaaQVMi2G2dxcGCaHo8DxEAR0PH3YD7IADwAITcPZ2W6F5gPSeqCIelIOCQJtQ9loClkZs6lQlsh8DD2dvbUTSPHywSawX3jQ+a5nLU30OMYEIRjUfFvFZAI0hbkc8gr8APf3kZJgUTOmOej1+uqg8tCx2bjQbKmYSIBl+L43ydFuXHCcACPTpknXMo14TPywgla77wOGhb4GP8BuF5978hJDoa9DZu21uvO544ppQ+Cw3wNDYb+HqTTW1zcACILECcrzP/w9z/Mbjc6ZMw/HFOmFF15+7NELzWbn+9///icUbpFI5G8oqmBFIp89mmbs7u7/y3/5W7Vae3u78vjjF9c3dq68++bUTDkWy6yvV7/97a/96M9+tNOBwCAt49IxbHfw2n1iZkJJ8uNqn4sLGPXaJ6dxswrXg+WBJMHRKKVAgPXLTFowBFGy3a6SgO3iYOKD5YEAghCaBccDQ3NeANN0SIINQkwVs4Nux3SRlCBxqPZwYgocA8dFu0P3RsZeD0EAw8GZOfBK1tE6tT5aKjwfYQjTIigySJDbnk/VuqpmuMuHPwcA8NstiyD7MaaXSqCY6cQ49MaCx6RX6z2WNvPSOJZASsZd0w97cktTAIKi0G4zIJDLHdwzv9MZFxP7E7Ibk7IeOx8PEZJ1Jo72GNkYblZRSmK7g5mMsNM1HWcjI/f+0SP9d9axvWdwFGbT4Fl8sGXN5/YfXsZba0jR8ENMJQzMMgLP6i5kHisNzGZg6OBoFBIYDgciB8fHTm0cjymbTeRi2GpjOg2HydBUl1LKksitrG6RFCnzwqiPe/fXMpnUlQ+uz8+XL136PEEShmF+YqEWiUT+pqIKViTy2XP58uVXXnlDkeVXXnltcXGBZVnX85cPLfVbldd//O81zXjxxde/8MUvHTly2A3w01v4yU30xjg5g2JOubk1PlSA5cJ00NOgcDg6hX/+JDQb2x1c3UY2BoeQ3l81VhtQBNzdBwGKpkASUDiwNEwHMRFZBaUUTs1xE3G7mEJagm90YwJCYGhgtwsA92rivrtQ0ZcJ5cTIJEJqQowvcjQe1PDWrc7tXYwMJAQcn8LhCeTjsh6m7u26O10iXzwWhAHP2d12m7HvFxNbCzP0VBqFBO1QM11vIRAmPX1/Im5OJFBIIAyx1UZ7FISEybPDXGygCH4u536cXaHfa+aUfZFFWvLuN/KB0V9rbRmWud+HbmNkgCax1cZiXrDIYi6GhaydinM/vI6UjKMTIAgQFNZboEgMdLx8D4t5jAwGIVzTpBiRIGB78ANkc9n9HnIyTBeOh5U711ISGAr6eHxqTg5DjIIMAYwNuF5okamp6ZnXXnvT9zzLMkYGFo+eEwWRoZm5ufJLL70yNzfz9tvvX758+RMMtkgk8jcTJViRyGdSvd7Y2Nz9F//it55//sWVlY3ZmWJIiiMDvBT/8X/5j5l0cnq6XK83Hv/c5zgGpov9Pm7uoK4prql3x54fAATk1Gwuhgc1/PBDfPkkSBIpGQMDh6fFp5eNIyXcqUJk0dP9lQbVtMq94OiYOMoqS7Q0s9P2N9vY6XE3tuwbO1hp5mpDjG1CYOEHyOWLFDFt2DOVbb/d8tstK8EEgTP2tK4fwPdBAPHUpBifGbvK3X2h6x0bWky/34knSpnsYZqSABgGOTcvOx6WJwTHk9baifvteBDGglAIQ/R1zOfh+uiOMZXBI4tYLIQXFkmaRFtlx2as3WbaLQfwAX96UmyPUenAdrwnDtWPTQ6OT2FkgQCyMVguLA9Hi7wazgESQgSuo0hcXEAhgb2hkCnOt1XkYiglkU+gEIfEo6cFASGNNYPhRNNBIY6hDtHvCBzqI7A0ql2QBEYmphcfrnWMw2VZtXDy0NzhpXJChDbqBX5IUeRXvnJpf3+nXm8MDfByIp/PbG3tXL167Vvf+vqdO3fv3bv/ScdaJBL5m4iWCCORz6of/OCHv/u7/3JiouB5Xq3WnJoqVjdvFfKlYaeu12/94A+qn3/m23Nz5fHY3Fq9lpVxagZ/fIU+NivJGPfCpMRi1NmxXPA0PB9/dBXPHcfzt3F1G2NNXF9vnn4YCQEKD81GPp9qtaqWlYzHJwLwus0xfJ4I+oUMZ5p2IY4QbctBCKRTaUXr9br1nAIvAEfDD6EyzlpbK6U0ioDiwA9AAB7h+0EsFg8bjcZ+7TZFMbncjCznAIAgCIIIAl9VWSm9eK8vAAgJlgvtWDh0A81yBst5uAEMG66PxyZwfz/cboPeoVV1HI8rp2YcghiQBEiC0G3UuyAILE7gJ6+7A5JWuphK4+FZNIfYaoNncLJE7FvzAKaFYdNDt2f3DW55AusN0GLB0AVOnkoIe6YF10NzBM2iHcc+Wgyv3zKYRC4eotGDFyDw0dMgMFB4xAUQBFwfL73y2rOnJC+k0zLeev+qwkPmwTP49m/8mmWo4/E4my0uLR3ptNuuYzdV1fN8hmF0XbUs75ONsUgk8jcWJViRyGeVpulHjx756lefW1nZ6vWG8bh85NSj8Zh8/f7+dq114mjqrZd/8GYInsVMEhttEMBEAhqU7dqYSiRFDq6HlAzbg+NBZvDhNtISKBKOx9MURqrp+bGVnfby8kO+4+q66nuubfdZJh6PFxOJiZX7a0sLh/y+TkmFMIAkIASanVYQcJ5vL0+gpYquD5dNZ1Pc+u5odd8vTR4KaSoIAZAIKE3rUpQxHLaLxeWYkhsObgRhSBEEAFEQg8AH6N1dZPhWs7Xjm3UQ2N9r5QoTmsN2NUExBaA/MvDHV+B6XDo3HRfKNLU/mXZv7YIiEQJZBTKHw0UwJDrjQOTChER/8xyGBm7uwGHm5+aD9fXmnTqbSkHBdn1khoBOlQoZNQhhkSUy4FV1fzEz7I3RGqOcQ0rGfnt8biGxURtttcPTRb4xQBiinIXugWeQi4Mm0deQVlAbgPS1vbFs15GNYWSCoSFzaI7w4P3n504+NhiMHjxYfe65z7tuiiIJVdXCMFxamukPtNdeizqLRiKfVdESYSTyGVavN/p9dXlp9uq1D8MAmxvrr7z25te/9pXM1NLnvvjdgQHbBUtjYIIm4fjQLaQSyk5zPJMO2yqyMWx3MDKgmhjZsFxIPGIilgs4NCkJpDGVdC8eLnY6PcfUk4lJgH76SCCzg073Qb+/F08UBmNiMNQ9P+6HcT+MB2GM47OGaebyx+4PTnb9xREWDSel6xLDyGNd9wM+CBnbtnu96trq26PhvmPTBKhYLA+CAIAgAPxOW88lBNprkdYDV796497luDJKJaR4ccmVDt/ccvcaRFLiPUuz3IOMEDE20Ad7Elc5P+fSBApxnCnjNx7B+bkwF0NrhI4K0/Z8n9AdcrOFn94SHGYekIZDyba1gsw42v0QZn0k+Oy8qrpsYr45pPp9p1q9UYoPHSa10UYAdqBhoNP5ZLw+sonQePyYtDiBhTwEFhIDhoDtwXIRhqAJbDSxUAh7g3EpJxdTWG3ga1//9tnHn/MDFBO4s16x7PDyG+88+uiFV197Y+XBA4Ik1ze2kgklkcjqmvFJx1ckEvmbixKsSOQzbDAY6LquG9bJEyf8IHzm2acYmux0erpuWbYzEcfYxkCH5cB0QZIoJmEG3FKJM8bjuIi1Jh6exdBEWsLRuVxcQLWHSgfrTXRtcTAyKAosY04mxpOJ4XTSYpjg5g5OTOPJQyEVDikarquOtb6mDYLgYDGLEMXEWB363l9e24rHJ03DHI0atdqdSuVGGPrTMyeLpZNKvBAEru8ZnbbeaHaHvSrrPiglthNSEBeGWm9/p9ZN5afOHSks5DAn1U5OGUcmA22wWtu7K9KG44EmMRHHbNaYSpO2i7EFL4DrozXClS28s46hAS/AWou+saFlkwzP4sqmkMlOHczJ4QVnOkvVRt0gxFYbLM0ag8qwu97rtkP4YdhbnhQAbOx6tuUqsTnNL+rjUTbmKDxYGAwjNodoDJBVMLIhCeAZjHTYHjo6igls7mmnZlmK4WwPaRmKIrdaA4FGX8P84dOmOZqcnFLVcRgETzzxGEFQc3MzNMOOhmq0tz0S+UyLEqxI5LPtvfeuvP/+tXwu/cILryqy/J1vf+3GjZtnzjxcrda/8r1/+qXnHhsaMGxMxNFR0dNguQgo2TQ0AI4PisSvX4DhoNFsOz6+9hCmUqBIfP0b39R0o6NiswXDxW4fmm0eKmJuJrPRxBur4BicLbskGYahv7394erKW7u71xuNlV6vWpgompYK9Pu93U57vVG/t1e9sbNzxfN80+jHYoXl5cfS6XmeVwAQIBQlJgpqKbFdSo1n0r1SChwjPNjR3rnd15njX338kVRSeW8LH+7iXg31AURZ+fzFxXySeP/mZoYZyTw0CwMtcHxCtXB3HyMdHI2+hoPDfT2/0DFSrhe4nr/fg+PC8ex2e6/f22m3qqP2OiFkSkk8ewzHSvCDkW6NT85yIFiZzaWkgKago2zb/USi1O/7w0H98Iyk2xiZ2K4ZkiL4PjgGMgsixFAHx+DxQ+iMkVXQ1VBvjT1SGeqgSQx0SJLU7XQ0G4YDt3m9ulvT9fGNG7e++pUvyIr8+utvyrJUq9UHw9EnHVmRSORvJUqwIpHPtkqlUi7PqmMdCF+//I5t67/xG99pNttvvvleGIRLh44+98xjSQkkAY7ByERSxNFZZbU6Huh4dAnVHv7j+8jHMZlGS8XtPWQkBCH296uCnKHhPPbkpacvXdINnwgRFzEjdR9ZxPfO4+gk6kMAXlJwaWp++dDjufwcSUqeR1iWq44arVYzhMuykqLkM9n5cvlsMlVimIQsZz8emfwRhmH3ap2FPKYXHtpo5obj3KBjjbr1hSJ7tDhQpI7MYyKBb57BV06hnIVhY6NNCvHSzGTh7kZ91KuPbb4fTOz2JlKSkJHB0IiJ0Byh684KsaUgSElyjqIUmi4x3HwQTtBUAmE4mVDT8jAEklQ3DPGDazBdPHUYMwn7bkOJ8TRFtpOyoKM8HA44jjetUGA2aAYDHWEIGk4QuEzq6MCAbmOnh2ofjSGIEBvDbEaGbmNmZjbJakYgJwTsdjCXw/r6Rqte0R1Mz5RBIpnK0jT7rW9+RdNGq6tb5fKs43gcx0flq0jksy7a5B6JfOb1+8OZmdLx40dv3bqbzeaOHV24eOFhmqY3N9bnFhYOHTmq6vaDW9fm85hcxPUK9sZSSgoGqpEQxCcOYaBjo4mNGspZuEy20ussFWBou0lGHWvUnQ9eJkgUkpTjY62OagdBAJKAasFwwNIAxVHBeq9HhyG+fXawWse9Gg/Kz+UOAUD40UVyvN3v6yzTFcWcYRw8efxOxwdcReA42rpfw+07dw/N5dc2mqLIXTxdHlrMWgteAJaCH+CNGvYHOLYAisBUCiKLRDJBcskxxPUHlTPHxIV8RxaUGI9bVQz0fBDEux0vI7e7mi3xFkfj4lybIXw6RqzVMZcBQaGv8UdL1tgBAJbCsUlUOnh3TZCEMUWaSQnbbSTEymIOAovb1U5KguEgLYOncb9iiKKYDHdAICWjOcRCASwN10e33zk2hbtVCCJPk6Eoi4qAvgFPKHc6bUXA5FQZQvLy8288HqufOnlUFMVWu3/9+o2jRw7HYvLS0qFPJpIikcjfnSjBikQ+8y5fvvzlL39pOBoQBASB29zaO7RcZln8pz/8cT6f/+53vxJPZBO52euVnbaK6Qw0C3fXYgVn/KfXRZpETEBMwPFJeD7q7Q5BwHYRhJjOiwPdIIhEjIcfgiLgBqBJeAEcFzEBcQGGA0fmzPF4MW/t9/GDawf/lZWUcHd/daAXcrnEQY5FUdRcZpeUi7u7XZ72FGFIESjG4IaIi6BJqJojx2I37+8WihNgUgMTDAWBFVRTdPxekoEeYDKJbAz9MfqWUh+O8wooMowJugR6e3t3JidsN12KFhnKnYi3CokWx8B2IbAIhZxvdG5XPN2lH1pGVgHDwHaQi1sjAx7gs2mW6T2oYaOV5IlaKSUX4uhqIAgzJWG7DZ7F48u4UcFSAetNkASSvDGTEq9V8Ogi7u0hBPwAJNBVkRCxso/sxOz1994kaXlooBRHcap87NjhBw822j1DSaKxvb5V1/lbt37r5NFqtc6yzFy5TFLk++9fuX37337SMRWJRP62ogQrEvmH4Kc/ff5//B9/+513P3jxxdeeeebJ3Wp9YX52/c77Md598cU3r115Z2lSiSUytiPeqMALsDCpbO22y8m862OgY2SAJBEEAD5avssqWKuKrNM6dRibTQBwfVgebI8OQw9AEIIgEIbwCa6nNge6SRB45ggGBoY6drrQbZeh9giz63P5bofr9+sK6c1lkZK6Mg+ahO9jbMGyYGhGqzN4sDP80mmpcGGB4bggRBCiO8ZG0ywmTJJEIQ7Rw1oT1R4CSqlWd7LZdFoGbaGcA0ulRjY5crRuYyOXSfBysqsJjRFIAoUE5nLQ7PaeRrCkZ1J8UgZLoadhqCGXwGqTmSlPEoOKwGKjhVJy0Kpqs4VSpSvMZs2YCN/H4RIW8njxDtIyElNn58NrHIMHD0wzzD17Ch9WUEgg6aIYx34fCKGI0JAy+zsctKlDFwf91t06BKaSzeYD39vb3T184kwuP3Hh3JkTJ440m90gCN54452FhXme527fvvvJxVEkEvk7E+3BikT+gVhd3fryl56lKIIkiW53oCiJC098eW3lPhf2F5aWBZ5dWd82BvtxzsrHkS3N+a7Nk/ZsGiwNnkFWQVJCNgaGwtESjk3i6+fEasd6a8WbL8BykYshJSMteYUYCjFMxJCXkVOQS3C+53VVz3Lx2gPc2MVeHwDSEtISCMKEtRPjVxVxxNJeSobrQ7PQVjE0sddSVzZ2X7u60xxThw8tJmWqO9CrPVzdwrvrWK2DppBRAOBBjb9Zk60wzivzU3Lm2YfncjG0VCRFEAHOL+B8OQiDcGFhYS5HNWs7426Vx/g75zERR2cEy4VuwfU8kaf7GtYaYGmMbFzf1INwtrKNxgAdFdMpJHmPI6kuDs2mQQBBAIbGZhMfbEI1wVLYvH+NBBzHa/YtlhdHBmwXzSEKcaw2UB+BorDfg2/297t2c2Cfu/DY+UefoAO7tl/70x/+aHpm6mvf/U1Zjq2trS4dWkxlsqo6DsMQCNLp5M7O/icbRZFI5O8KEYbhX/+qSCTyWfDcc5dKpYn337/yT//pr/7Zj178+te+eP36XYYOKxurcQmG6VJcVjXsh08tvP3udXvUyqXFiUKGpaFZsD2kRJgOTA+qCccDRSKPzYadU5SY7YFnQFOgSKialZB5AAyNIICQnrl+c11Te8XSxHQaPAOaBMfA88FS0G30daGrQTd64Xj/4sNLIeAGqNb7e/WBagaCMrm8vLCxfqdQSFcqtZjMZrJZmcVsFrqFupGSxJQfwFQJyrxlek48lUzJ4BgMdAwNzKSRT+DuHmq1DnznxKEiSaHWD2ANtvYGuTgpx5PjoGg54+mp4u2r7xRKU0uTQq0vaLaZjyOjICHCcLBSQ0xAWwXp9IdW/pmHvEoHMR71Ico5rNYRhKBJLOZQHyIXw3Ck7tU6y8vzIwNTGWw0kY8DwFBDRkEADDT4Zm8w0mOp/Je/9uv/6//6vxyeTV34/NcBIp/P9Hr9druXzSZu3rp/6dkn/+iP/+zY0SObGxu3ovJVJPIPRbREGIn8w/HSSy9/5zvfarc71Wr9C5ee3tquHjmy+Md/9Kf/6l/9dq/XeeHHP5HJoR44d959ab8ykONpiRgLTOZBAyQBhUcAJBWEKlIZ6DZqQ7RN6cSkwSix6zvwQzgeFB4TKX6jGXqeTxBYPnRkqOrqwI8lMgTJ+2xBDSkiJAKb0cbDTrc6PX0aPFJ8WORLr720Q1e8YX/Q7/dYNnv46IUlORWCBghJkgmw0zMLw24nn05W692OSlK0EOdFmN0wGFIkvHDMUNBd9FpCOpMBFch8ra1iuwOGRFoORgY5QsYfd12PLGTTlJTe3HNNK7G5sT1dItUu4fl+So71/UkhTinuZhhirQHPRzGJCwtYrQsk5RuenKLb+72U6WJkIgwxtiCwsF1kFDRVKCK8ACt75kRcdH14AUwHkymYDjpjHJtEe4j6CDEebDBOx7hrdzcZ8ZVf+/Vft1o303yQLy/ZjvPHf/zm17/+5a2typNPPNpodCZLk71uJ8quIpF/SKIlwkjkH5Q/+ZP/8o1vfPXll19XFDGdSvT76kMPn1pZ3SyVJg+fONscQeDYdL547MjC6Rn/tTt6rVph7NZwqEl0sNHC7SpqI+wPYHt4dAnFrPjqbePqNopxLORAEjgygf0BZIGYztL5JN3Y2263DZKWx2PC9629Ou35kusJfsAIUhaAaQwAuK7X7VpeIIyGpmV7y4cvnjv/hCLnAYaA3+k4vCA7Hu+qGk+pvcEgG6fmZ7OAJQv7ijAUWIwtbLWx2eak2HwQyp2O4+s11YRug6UxtrFS92mK0ofdtAKCFNSwQArlRGI+JgVPPCzHGKu2szbQeYvMui4D8FNJuB5KSSxP4PElPKgJDi2VizLcAS849REMG6UkXB8dFUsFlJJwXDAUGAojE4tpIyBEx4UfwHbQUdEb4+ws0gvPbNY12mnv7uy8eU93HP/Ykblz58/RDMMyeOWdq5wQ39rcfeihU+OxPjU9JQj8G2+8hdC9/Mbbn3TsRCKRv0tRBSsS+YdmcnL2qSeJtfXthx46urZWKRYL9++vLS+V25VrSRHpwqySyHZvX2PipVOLYTyudGo65TTeuWZ/9bT4+qbICVJxSszOHk2Qq0R5druy9ysPhfsDotJBEKLSA01Bt3FqGqYLz/dsbyCG/WpTTUsztrfpatDt6XhKsm3f99jNrRWOFYIgiMWL5bmHC4WcpjWC0G13RjSlxfgBTaIQQ1eHwrmWP7TMIClBYCCgW5rINpqdpQkIBJYnwNiwPdvRtkQWQQglmR3WOwfzdUoJ+OMgpZAdC+M6/CAzthyBaS4XTMeHwkkMH0tPx+lKYzhy1eY7fmA6JTKkBT0QOp7QHksDDdPpbr+P0Lf3hrH5aTw0gzdXAaCYxFoDSRF+iIyE7Q7mp5I/vnb/8JHJIyfOvnflmuP6hGN0u8aGp1974f995PiZcWfroTlharIgS1wiW0bo1Gq1FIHz584N+629/frS0oLn+4V8ZnV1S5blV19785ONmUgk8ncu2oMVifwDlE6nAfw//u//N55n7z/YNAxTFLlzZ0/tbj64+t5bJEDGZsvlwuVXXm/Wdk6dOEqQ0A13qBqepbcGRuhZdihIkijJYm2/MT0zFVMkigRFgiZBEKBJDE3QJCgSBEE024PRcLywtKz1a45lsoTZ6JuyUND85ERy4JCLoigBzPb2XjodTyQADCWWKedMiUNjAMNBCKRluPqg3QvFyWOi50lsIHDd1SbycbA0WBr9dpOlkcoWttoY6CAI5GPgSNAMZBavXKlKsizGkjQJkYNqYj6HUhJ39xATMHAKvs9auj6V9YfaQGTMeztm6JoFxbpVcQRBKKWFmQmhOhRYazeWnvzSGfGluygmEQKmg44KhChnMbYwtlFK4sdvbMxO5WPpKb12o9qxpnM8wYiGL9K8WErTYyO8c2/t/LlTlmU9/exzg6E5GvW97r1zl/7JvXt3HccTRKE8O+k47v/+v/8f+Xxhe3v7E46YSCTydy1KsCKRf5i+8fVfISjquUuPa5px/8Fms9H6wnOfi8djvV73pz/8E5pCvjh7e2Vn3N6dKcqHyxnDhe3CD6Db6I89zzaGquE5endokgRBU2AokCQIwPVh2EQxiZaKmTRMF+0RqdkhQWBpkhMEQRAEhhVYjvF8UCS6Y+Rj8AMMO3VQbCab4RjCD+AH6OsQGFAkMjIcH63OqNbsz5bLOQUsAz/EWgMPzeLwBPYGePtGs69h7tDDnY7PMy2BxVIBJHBnH7MZdOqV8mRqIhu7s4e9PgFA4NiQyvM8s7JybXn5Yr2y2h41zh6ZqI8AQGCRkdAaIyd57YGZE82tumlaZmMIgiCTUuh4yCroqLA9MFQoc3B9uAE8HwwF3w8zCaGUE8GIuieeKlPdEZoqnjyMl+7C13sKqdHJme/+2m8Mhlq73eOYcPf+O0unn7t160F+Il+eLQkC//77N9bX1+7fX/mEYyUSifw9iBKsSOQfrO9+91uyrCzMF4KQuXt3TRSYdCYfi8UKhfwf/dEf0V6XBDZrqqs2vv3sIcvDah2WC5lDewyE4BjQJOCM1ivNsydngxAU8P9t7z6eK0vPPL//jjf3XO/hXSKR3iBNmcysSrKqWGSTxeqi07BNBGPY4oxGM/oLFJELLSa0UXRooQiFpntCFIdk0zSrSDbLZ3mTSIdMAJnwHhfX++ONFiwt1NLMiKNbBJv1fNZABHCed/GN97znHI6FwAW+j3IbioRyCx0r0CS4rZ2pqfHNCgBmd78a1jRJUgRRisp6sYmLo2ga0nrJ7OimGgpzbKBJPsfCB4IAlgNZQEJDu9OZWyzmhsY9H8lU//bWSjKmDCexVYUfYG1zn2Xx6PFcVEWpDdNGMp3m7fJuHTKPFFarXmavow0OjGzvADCBFqADYlhywASrG3unR4TTk+l6J1guodwGz2IyBzCwbdS6iKhY3OpoQSkI9XMMc2IAH64iHoLvYzCBYpNhOdS6yITx4ez25elRn2FFDm1b8TyDZ9E2kQkjG8NqEffur0wfyWRGT139/NV79xbz+XSjVnn77fcmp054nnvo0KhpdJotc2en8PLLLx/0MiGEfCroDBYhf7SOHj3xk5/8nSRdmpoaTafC9+dWlmffEpS4yEOLj6TTo3OzM8O5yO1K+e/eawxkY9koRtK4v4W+KOIhGA50G11EZX6vVPcsKL99syjDgGHAAoNZXDkK00G1g/uL6sJqSdAyvh/055K6neJF17Rax/rQH0W1g1LHsowWbzXyfUqxhXgyxTtVAG0DTR2mg6YB02DbhpdnwLGoVXdVVXE97NTRtTCahjaIzQqqHXAceBZNA92dsuUiEUJDx9tz3tCQwjC2abEM1q5MgWPBsig27J066l3kw85+O/TaPFIaNAkiB5YBgFITAgfDkTnkBH6hqashRj4xhFtbGMuDZxFTYVjwWPTHARbbVSMm21Ikm2DLXgAlkVPd9dlNjGcAoGuh2WgKPJvPRrR4ulAoi6IQj0V4jk1J9ZWV1aNHx1VVKZdrMzO3ZmfvHegCIYR8iiiwCPmjde3atb/+6782DH15eXNq6rDns7dvG4cPDXVKD7vtjYeFjaiC/SYG84lyuZYKxVoGtmtwPNQNbNeRj6KhA0A0EmGd1lBWCYAggOngtxvfezUUajBdIEDDUJuNRj4MnoPnB4lQOQgQ1rBVQVNHLIRcFHlNKBXsuApFhN6qhOPp/WIlG8PnjgFAQ8d6kdvd8hxPSqVS5TITlooCD9t1QiI4JakX9xkGuo3NChgG50dxf4c1nL6OWfUDpNL9shLjWYNlzLEsPlqB5SKpIRPB4TxYBndm7UhM9BiMDaXmVirZKEICVkpIhbHfgOFoklmvVcsMr06Ppmc3yqNpuD5iKlaKYBkoImpdxEN4sNqa6o/t7ZfZOELJ0VgkvTS3LvAQeOgWBAZ7xVosEQ8CJOKxvUJpbGQAgGHaXOLkqb7c+Pjw5uZet9ttt9sHuDYIIZ82ek0DIX/M6vX6rVt3DcNYWt44emSi2Wz6rBoffmTy1KV0/5AsIhdFOBIPi/bcZjskIiLjwhhcD1EFHAvHQwAcGYmWa41UGNFEWhEQU6GIELhPPmxs2IiqyCVV29IzGuIhhCSEFaQjSEUQUcBxiMjYq6PYFmdWnXs7weK+slHxV3cNLTls2PhoFT+/iV/ewdwO29R9iZMldzcf2YmoTjLsDCSgO1jd1jtIChxUCQwD18MHK2ibfjZrMYwh8UEQeJ5bO5pHhKl3DORyqccO4dmTCElYLaLSCh7sOh6ESgc7harjodbGegU8h3IbuiOxTKvVaTSaxthAbGmjzAAci2wES/uIqtBklNuQJZTa6Au1WCUi8diuYWFpPajcMBxwDEQGpo1WsxMWnWgszjNYuvWqLImO6z14uLq5ubO6uj42NrS1Xeh2uzdu3FxbWz/o1UEI+RRRYBHyR+7+/bmXX3m9Xm8srWx89bkv1uuNkeEBy8Ho6ESxG3rqKy+ce/SRWCKREmt1HXEVrpA+O4KmgZ06/ACWg7anxQdOffiwqzfLnpK2HFgu+uIoteAF0CSMpnFsSJzI8b6rez6iCgoNNLvMeklq6AgCrJRgONDdcCI9FI2NZDLjoVC+29V1nd2rY7uqqJEhhhGHEqwqYiBRz8UQklFocLbNIZBPDyGC7Y2VpdWt6oBaeWIKXzqFp45jOIVisROKDYbFrNNqZaOsD5dljZYBq1XZb+DXd9A20bWwXLAZhpFEXuSxWYEmIhFGQ0eji8N5PH3MOjVkO5YRUvh8UtRkpCPYb+D+NnIxuB7KbUQUsAyazW5UgSCFTAdhGVcOY6+OTBi+D9OD4WC7UPf4RAC0TXjA+Pj4/n45nU40Gs1nn/3c9vZ+o974+OOby8srB70uCCGfLgosQv74/dV3/4rjuHKx3NVNSRJL5cqFcydEkQ2xXcNgEXBaJHFnpVNvGR5gtMpVN31yAFEZAwk8exL7LTz22COddtN2YbXKUNOGg70GTg/CduH6eH8ZkoDzh9WxpD6Shm7DcQEmsFzHdIAAADyfYzhV04YdhwUYTUs2mxXbCSKx4XBsFIhkUhmP4UISWl1vr466jojkibzn+Z2Fpe2NvUY4nhw/dGhhrXbz/vZrc+6b89isoD/met3ttrkCNE2Xm99FowNNhu2BZWE48D2MZ6BwTl9SahlQBSRCiKdSiwUkNIxkcH8br82j2MSpfmOiX+0YEFjwaloREQANHS0TcRWOi1ITpt4SlUipDUVEPJl6WEC9i3QEmoRqG9MXLg0fPnNqMh6WUNOx38S9+/eOHp2oVGqiKFiWUy6XAWZpaemgVwQh5FNHgUXIH79r1669/fZ7/QP5d955L51O/uIX/9Bqd9OpeCaKt1/56dLs+2GFG+1PsHYtpcFxsVcoGw5aJraqmN/BC9OYu/GbVrN5ZGIkqSHOloeSCEmom0ho8AKEJXywhOuL6qt3jEIdURWnhzCYwETG5xhusg9/cgpPTHkqXy3u11zXBcCySCbznLNVqTSM1l5gzLn6zm4dtsfKgq+KkHm0bdxZbV//eK1psIMjY66HdrPmhsbn99jyzpqCdlSBKjuajGrHd3xOEZEOQxAQVVHrQmeSTx2DJKDcwU7FLnbE/hjyMbgeFjeqnzuKo3kwwEACSQ2fO4rFbX2voxoOAgZZqXxxHKkwdAsTWXQsZKO4fBhRrlUyI8NJJDVYnUpUBc9hv4FMDK4PWYmk0/liNxRVcfzUhUuXH4tGlG5X/81vXk8kEu+++0E2k3711dcPejkQQn4f6DUNhHxW5HLZ/+7ffO//+MFPh4cH8vn8lcsXbNuen72zvHC7a4IJ7Lc+Xj5+fFKRxP446l3wHC4fxvI+FguIqjAry66UYYUIyyEVRjIE18d6GW0TgY8A4ANzZXXt0XNHOBauCz9ASMJeA9koym3oFgQeQbdku348nVMFCBxEDk4AiYcsotxidBs7a0tHJgc6njqeQaVcuvOwPH00H0/GLQc354tdCycms6YN364vrhS4UHqoP2N7CLH63s7OyROHmABrFcgCdBsci5CEIADPoFjcD8vsqcOZmxvIx6FJYBCwAQwXhoNCAyMp3LzzMN0/lk9KAVBsIghwtB+JEN5bwlgGLQOFUrtVL3372fFX7+PKJDaraBmIhrBZwWgSra7T9qJf/vJTtm3t3n8lPnhhbOoIgJs3Zz3Pv3Xr9gt/+uWZm/deffW1g14IhJDfB9rBIuSzYn+/eHd24S//4pscK+zu7m/v7IuieOb8xfz4eZGH7ooT/dFWvWa5KDTQ0KHJWCkhqn5y2mnfiG4XWgwL30OxibtbuLsJnkVYwkAC/XFk47LAMUbXdBx0THQtlFrgWezUgQBhBTEVDCe0OvZAAkMpxEMIGJgODAf7DThe4Aeom9zyvt/Rbba7aRmdqcNju3r87iYaOhIqBhPIRMBzaHrxkbEx2+zY9c2UYueivixyGxXsNJCLIqJA5OH7iCkIAomR07ZlhxRhpYRsBBxQaiAImPkCNqtQRMRVrOyaTYM5OiTJPBhgqg+DfemRFO5sQpUQVhAESEqteCyyWMBYCg8KKDYRTyZLTfTFYHlw9PrVJ5/I5dLFYn1+F4ncEIBqtf7BBx/fvHn761977sHDVaorQj476DUNhHyG/PjHP33hhecvX77w7ns37t6dSyVjiiLLEgaTiJkI84nZhY2psYzjsbko1svQZNguXA9+AC0cKZVWJc5v2KzIIxOB54Fh0BcDw8Cw4fkYSIc6us5Lsg/oNvrjkAXwaopzKr89iSV4YqnkrJXgePB8HMpgPA3XQ8eC6aChBxzL2o43v7C6FY0dGsspakZwS/kYBpIwG9isQq4iEYLAodiSHzszypn7Hz9YffRk3/EhdnQM97dRaiEsQ5PQ8rFVQ6NeZNlioWpyavJkEqUWMjEUW6jr4FiEZWxWoIpIyHp6MtQXw0oRIo9KC7Vuud2A62Eig64JifMXtlvx/NhWBSMpKALaxid1OCiCj4ysLT0UBa7d6s7eu/fEk1disZBpmvfuPZycnJyePjE7++DFF1866PkTQn5/KLAI+Ww5efL0zM17V65cfPPND77//R99/WtfnZ4+u5vv39neu/j5gbFji++/9c7h8ZQfYDyFYhthCYkQ/ACrZfnChFJttORQTOBQacN2kY0iACwHsojVIq4cV9f39YabyMewWoTtwrDB6hVBSxX2Cl4gOG6YZ7dOD6HeERpBfLdZWiyCZRCWEYqkHY7LDSi1WmNoMB8Nh1hxkGMF26vNrZbXy/FyESkNYxnsVGG7UEUoIva6uWOTitfZW6qpdyuWpkpJDREZYFDrAoj259SupXdrhWREdAOAwWoRfgBRQCKZktxKRILpod4wZFm9tQ5FQr2L4RRYFtUOHhnDZhUsg+391nBO9lVpMotaF5UOkiqqlWpSgxgbzfT186LiuPbWduELz3w+nY7XavWXXvyVZfvf+MZz9+49PHPm7EFPnhDye0W3CAn5bLl27VqlUrt5a+7xx6bv3J2/fXfhRz/+WVhTFVW1HFx45JG//O5fffXb/3Ukd7RpwnLBcfACsCzGUjDYiOS3Tg+BZTCWwV88joiCuR1sVlHtYDyLNxbVmSXj8UmU2mAYmDZUEaoEyamksvljg/jCKabtZW5sJN6bL1ZqXdMWUqmMyKOjm7P35tdWlwBtfHxU1rIO+FJpZXNryXbd0xPxQznEVPgBWiY4Dg0DLRNL+5BFeFx0oZLSHV7orl7M7WmCWWyh5adZRgaa/TmlL+w4PvoSwm4dUQUBEBLhuwgFVVnAVh22g3pTj0TUtoVCA5KA1RJKLfTl0gt78AP4ASq1dkmPJEPYrKKhf7Kr5/kYSiCRTFu2o0UTQYAgCGRZ+Puf/2rx4dr6xu43v/H8/Pxyrda4du3aQU+eEPJ7RYFFyGfO9evXX3/tjYUHa//qX313ZuZWrda+fWeeY/GTn7zU7ngsx7TbnYnJo2NHz5+dPo0AxSbWywDgcZGlnXbbdHkWxSa+/z5aOp46jqgCHhhK4i+fVHnWff2+7biYzKNlYq+BnRo2qiiXKl0kt2veZLpxIrPdn4l32g0vELsdptWRd/Yt12OisYRpNjc21tJpLSRiICUNZ/iwBA8APrmTuFNFtQOWwWMTGE3BtFHXYbteAPbI1Pirc+yv31mbW9wx65sCZw7E0ahXediqJHIsRB5bNcSVTx5+LLawU8N4GqZpd02vaSsih7gKz4PrIamiWStLAkotVNuuobe1cASAKmIkjXwMAQNVRNlOvvzKaxzL8FK4ur/te87Cwkqna9y6fefb3/7Gg4crlUrt+vXrBzlvQshBoFuEhHwWVavVL33pixzHXr70qG6YQ4P9v/6H1yYmxv7H/+G/78un+VCuL2z42sj09Lniyt1sFB0LOpseSJXtpnZ9tpVOJb71CCwH2zXc3kCtg3wM1xfAc4hH1ISkD/WJ6yVwLOIqTAciB5FHo1ZtmdgpCttdOxYPIbCrhYeFSiekhbRQKJdN+75rdCoJ0eYtOZVKCl71t1+V3q1D5GG6cNxPHg8UOCwUIHGwXEg8fN+zAmG1Iiqx7GQkKbm1+cXN/nRICCXqpqZbdsAJposrk1gvY7kEw0FfDJUORgdSrXolcHVVVXUbmfAnX8UxHVgeIgqaOoZTWFhrpWLaWE4IArRN7NWRjcJxERIR5qr5XF84rO1urTkIue7qU0896fuBJAlbWzu27b355psHPW1CyAGgwCLkM+of/uE33/zG1zietyyr0Wx9959/e3Vti5UiTmd/faeiTqQa5WWvtWHZMBxIAnyz7MfTTa+Wk5vRUOLVe1AlcCzyMQwkIHDwApSaqJiqsaenU7FKB0GAhoHzY5jIYGYd7QqyYXBpEXDalc1yw0ink5fO9VkeZzgYT6PURkLkGMcNSZD8Ki+ibWI0BTDYquCZ45AEDA9io4KVfZTaEDiEJIg8NNFlBCWeSNqdasfiw5HMVw6l9Fbt3Xs7kqxI0bymWKaD95aRCeOZY1grY6OMsAhPr3YtmIZhQj2dgm6BYVDrQhagScj3j6LaKdbLrWZrYjCm2wjLYBmwLGodRBWUWu6Ji88q5frG5r4SG7p4cXpoML+6umlZlihJPC+89NKvD3rOhJCDQe/BIuQz7Tvf+YvFxZVSqfRn3/76yOhAu9X9wQ9/nohH33nnPT4whzNyJBwKa6FUIuQGnO3Bcb33Pn4wffKQx4iOC88Hw0AWIXKfxEfgdH75QeHZSxMjaTgu7m2DYdDQ4dv6WMJY2tW3i91slIvHE6FogmOZIIDIo9DAkT7YHjYK7UqpMjI6GtMg8uiYaOowHMgCjsSKKyV02WwQYCCBK1PoWlgtYaWIe/PrqXRyLB+OyGjbCAKwDAwH2UggefW17VrHDHhJAadePaHc2lbCCuP4yIaxXEJEDsq7q56cD2khgQXDgGGgCCi3AQYxBSJjX/945eojU2DYWAiWOHzs+MTb79x2irdKbpbjhIuPnF9dXf/qV74QCik7u/s//elLsXj05PFjf/vvv3/Q4yWEHBjawSLkM21jY+fUyaPlSt8P/sPP/vV/+88jUe3Lf/J0sVR7/LHzK6vr7Xb33sz75Xrpo/umJKmTA6GGE+KkyNJ2K5VOeT4AcCxkEQwDN0DgQ42OBN4mzzr3Ntmtot7qGCqjm6aRj/N7ZaXjqJfPJtbWd5OppO8BLDwftoOYCt2GwCOmcg9bXsxE3fi//Z1BgF/dBc8hlYEiQhbx5gJ2agCQCSMhe9kYF1UxnsVaCTyLpoGjfeBZptRM6HbdUfpDorG0a/yvv66kVH8gq5S7anxCGYwpK2V+rWC/8LR6ZwvhCDwf2QgW9pCN4PQQPlxFodx6bCqiCcad1S7j6lvFhe3dM4WdzanB1Fce+6IWUuqNzueuXgqFlE6n+7Of/fLMmVPRiLa2vn0A4ySE/MGgHSxCCJ577gscp4ii8OQTZ2QlvLi47rre5ubaF575nCRJN2/ertXat268LwZ6t9uttOzRrKzbXAAEAQIwDAMALMO4PjyfccClJH23auUSsiwpjKCIsiKJouuD54DAn72/ODV1KJfPsVY18GF5YBk4HvabuDxhvXlj7RvPHGkZ2Gtgt4Z6F0kNjotOvRgNIZfLblbQsZDSwACCgJCID2YeHJoYY1gxGUG5jaiMjo2IDB9Y2/fWVpaevXS42GYAiDzSir1SMAQYjZZRb1tXjkqlFju3x4+m4bjgmKBrIRoK9mrgWETVoNDiFLRVRQxrat0OPXFUZbNnt5fviVqOF/jRsUMcx42O9reb9Tt3lxzX1fXWq6++dbADJYQcONrBIoTgpZde+dPnn1teWhKE4POff+LQxPCduw/HxybeeOPtZ565euHiuZmZuW9++8+DwHrtN68NsPb+zub0kZTlIAgCP4DpBAhgOgCCroWW7gZy/tRxkWU5z4fEo9KFzIIJkA4jrrLtsuQ75m6hEk+kGo2q68HxIbBwPXRdfqca/GLG98GCQRBA5PD5Y9hr4GYbK0XUfOQiyIbB8+BCqVqlslfzHS+QJa7QhCRCYMHz4Bzs1mF7GE2Y8TFpvcpmwoHhQOQQC4vDjNg1o/k+mJZXahQ3Wmo2iViUYYFEGJ7HrJYxOQzHY+KhwHMrgTaeCItRBV4TPI98PtXcDjxOHJ+YMEx76vAAgFt35lZWNoeHR6iuCCGg1zQQQn7r73/xUrujz8zce/vtG5VKY/LQ8DvvfTQ2PvbW27f+5n/5n9fWNxhW7uuf/O6/+G7bEaOJ1M/fLXJKxOGjK41oKBzLZmLtIJZJxnklPn04Ui9ujKSYuIqkhoSGsISmAQA7dew1oLtyqWG2TewXK5IWtz24HmwPAXB7g/MDJhfxBpOIKWAZeAF+9BHemDVW9nRT12OiEVEg8Kh1UC5VNBkt3at34QVcSEI8BCmc3Kig1AbPgWexWzaScfnUIDglnQghJGGxAC9AtQsAu3Xmg4XWE8dC2Uw8FI61g1g+E6vZ0WQ8ysnRVDJyY74ayKknL1/iWCRzo6Ojo2sVvPHqm+/PFvuHhj/8+NbQUF+j2b5xY7bbdXTdeOmlXx7sHAkhfyBoB4sQ8onl5eXR0dHd3X1BEFRV+cqfPL22sbu5scSYLXTW3311IyRBjo9Mjo/MLUIS65xTHxk4dGKwsryPu1vIRrFZx+VJvL0o6b768u1WIhELAkRVRBWIAkQetQ6KbXQ8We/quSzaJsqVGssgG2aKbYg8bBeGw+1UvYAXggAJFW0LVrtSKZdSucEgwPyD9UZfZmIkxbEotVHrIhvxOgk+FYbloNZFf7zKJ9DWoUiodrBeMf1AFUxkI5WqjnQEDRO2D45F10Kr1XrimFpoSyExaBmIhbCwAz+AaUMSUK3VOY4dzkWzubi1j8HxQ9u7O1F5NDc4nF9e6nQ7Tz/1xO7uvm6YhUJpdXV1fX39oGdICPlDQWewCCH/2LPPPnvp8XM7eyVVkQ1Dz+cSqizs7RdvfvhRWAHPQbewtN0q7BYOH5mUBMRURBSEJCwVEFGw34Tg1Lqddt/gUMeEKsLx0LEAwA/AALapb+/snTo+cbQfpoP1EgQehsWwLLoWVlfX+vsy4bCmCBAY22ruL+27Jw9lPasdAKl4+PWbRUHkJ0ay2ZgUADI6M/PFP//CGMthdguVFkQBbRNeANdDNliRY32Gr0ZVbJSDsAzDgelgJIWOhUZxOxYLt/xEPBHvtmoMAEB3kAzBtLGyvCLHsqdHwo6cimjh3MDwxPiw7/vlcmW/WFMUxTStbDY1MzP78ssvH+jECCF/cOgWISHkH3v55Zd/+KOfD/RnolHN84LFxa2tnerEocPf+d73koPHt6rwA8Sikb6kpPqVvijSGlo6CjUMxMExYBg8fiyi613XcUbSSISRyaQSIXAsNAmqiGhEnsw4Jwfcchvzu3B9hCQETHBmBF87j5NDnGV7no9moz63sLrZFC9PjwxnlbYJzwMjKBfPjGiquLG6FmLqhSZurXttm18q4eVZ7NbRtcEwCEvQREQk9+aaYwYyz0IRoClMXYduIySBAVzb2Sx2y2YkAJqNeiaMIIDrYyKDYgt2pxrXxFQ83LIQZyu5TProkUOW7Sw8WFle2Q4ChMOhTCbxs5//kuqKEPL/RDtYhJD/d/F4/F/+i+8MD/ffnX14+9btAIyqKo8//sjm5taxoyMffjy/MDe3t7s1MXkYDCvxSGqIhWBYKLXRMdEqbV84rLBKMjxwYWbmRjqdKpcrAGQeIo/tjbWBvowW1hgWEgfbhemAYdAxmcXVnYG0YpvmTll//lJ2raFpElyf2d4pRmQMDWYKDdgeeLfTqBYVRTWhlOv66cP9soi2BZlHJoK2CcdDo9nx9dLo+Jgs4s4GADx6KPA97DawWwdr1cp14yuXB5f2oYpo6IHj4tQw7mwgrfkdWzt6Ynxx/r5uIalh5NilubkFwzAmJsbC4cjU4dGd3f2//dsf1Ov1gx0TIeQPEwUWIeQ/amJi4st/8nQmk3zwcF2W+BMnppqtTrXW7Ha66w9mJAFLy1uiLEXiGQZoW5/8Vn8clydxf615d6kmxEc0CWEFDKCKsBz4ARQRc4t7WkgMx1I8C+CTDyprEjwf5YZR2NnOJbVQPKuIrOkgoQFglteLtS4G+jNRFbIInoUq+LVK8aMHHVWLZHO5IMBIEjUdqgg+lJTc6uxyhQ3skaG+/SbCMiIqHD7JWRVZRMfAzbmNsYGkJ0QHE9BtRGPJrb3KRAaOB5tJ6C6XTkX0ymrXwtSJC+lsNqypCw+WXDcYHemvVKqvvf7OysrKwQ2HEPIHjW4REkL+o1ZWVl559fr2TqEvn6rWW2trW6MjA+fOHkvFpYF4kAzh1GSqUqkkQ246imwUsoD+fLqh4/V5VK1ItWkeSlrTIxiIgwVKLYzn8PgkRB5dT4ZrjmYwlITjIgAqLc/rVm/cXdHrhb6Ulu/P52JsWEbbQstgGCAVwVAKsogvnMDRPnAs1spsyc2fGddO5nW0VsqVSlP3JA65GHi76vpotExFlqsdHMljKIWOAd6uhhX4Photk/GsbCoykoLrIabC7FQFDsUWOrqzuVd79gtPRqPJ7RqmTlw4dmJqYCC7sbnTbHaTicheoXj9rfeorggh/wn0FCEh5D/lwYOHV69ezeez2XT8B//hpyEtdGRqfPzQWKNl1jZmLKiaFltcqySyOdtFEGC3UGYYMIDIM9l0dHW3ZSPtB4go2GtisYAPl2E5SMdkxqwtFWC5sEyzT2nopfrHjnbxWFYV/FK12bUQBOBYyDyqXZTb2C8CAQZF/PouuhY4Fn4Ax8Nu3VVCyWSKqW03782XL07FbyzHBlJyJgohMAQh0RfHgwKGEohrEFmslWG7YIx2JhXhOSYI4HjYqCAbheXiUBoum7n0zGOyIt+7f//0qanRsX5RFN9//8aHH966fOmRYqlWLJYfPlw66MkQQv6g0Q4WIeQ/4/r165OTU7V6+5lnPv9v/+3/NHNzttt1zp49efjcF3ca7Bef+0qtVtN4S+KQ1pCNYCiBRAg8g5Aa6bRaHRO6iY0KZB7NLhwPHItEduDeptNodNrl7cLWeqUd9A2OnD4y4HJa2xJWC07XQgBMZHFyMvXMcZwcQiIEAAILx0M0kQpJCEsYTCAiOQMJXlbCI8MDuYGRRDiQjXWrsT2/3jFt14Rc6WAojngYOzU0TIRlZjSF5d12fzoi8OiYsBwoPPbqyKRT+w1rfrMeDkd++rNffvnLz56dPucH7N278z/84c/OnTvb7uhTU0evX79+0DMhhPyhozNYhJD/r/7sz74ly8rPf/7if/Mvv6PI4uz9+f6+gVK5cfLEIUnkG43axt3XTAeeBzeAboFl8dHNxSOHBsJhFYDIwXHcvZplW2anawa+G3jWqYmEEoqC5Rtd+IAcTraqxTv3VyemDg8nwbHYrTOOCz/AfrEoskhlM/kofB/xMFhgu4aF+cVHzo4xanZ7rybzmOzDgx03MBvValNTmY4ts4J84ZCsKlK5yzd1cBy2i93S/t5Xnpws1FHtIhfBwNDo/cV1icfe7u7X/6s/390rx2OR7e2tE8ePWrbz7/7mB88//5xh6D/60U8OegiEkH8aKLAIIb+Dr371uSNT43/3kxc1LXTlyuOKIupd47XX3zoyNXb27Imff/9vOJ4ttlifYVmWFXnWtozxdJCMcLWG1eqaGyWnLyFFNGm3LYW0cCqVPXFy4v33ZiQBHRMcC45lPD94sPDwyNQEL/C+D1VkBpJgAswuFbsWTh3OxFTsN2C7iGkwTPf6RytTR6Z4DgIHjkVYRstANoaHy/tyJBFY7f6IVaxbKwWrPymUu/KXp6Xbe+FWsxmLKE3dH4j5seyhK5+7enNmduajt+VQ0gf75JOPK6pi2+5773/U7XSff/5LKysbL730q4O+/ISQfzLoDBYh5Hfw4osvTU4e+sbXn5ufX/Y8F5Bn783nctloLH3//kNR5gLPTygOAt/3fdvxg8C/tWgdGojYgTo5HD9/Stqps9s1ZNPIhY2qZYtSPBdFQ0dCBa+l7HY1GmIWOaFrOCGWv3p2rG/y5It//2LbhCKg2oHtoKmD59CxsFvDVNp54YIwOo47mxBDyWatGpKBACxQb3XHE5EuEw9UyAyeGg029i3RN+9uWJt7G3FNqtdNiWfLDfbU4xONZsfzjOzAxMDgQLFUml9YvHjxnOsaQ4MDk4fGfvnLV5aXlw/62hNC/imhwCKE/G6WlpavXbsmK2K1Uu929b/486/purm4tHL79kZf//FEPAF41UqlsLd/LC8wwPZuIQATj8QCFvtNRGRMZAA5ZbRrSw/uuEYFvJLUMJhE165udCBER7/1zal45+Oardx5sH5zYZ3zut1qxbScEIf9HSOeTgecajgQOLCBc2tTKDMICYiwVajomCh3wLcMBp4NdXwwYesVz0exyXCifHpC3topTp+7mO3rX1mcy4ahpCYCCO2OIamxrr4bi4XPnzslK/LNmXuGaYqiFI2lqa4IIb8rukVICPkvdPXq1WQyDgSXLp1vt2qCEPrfv/93zzz95PnzJ3/7A/V65Y03PtzeWL4/vzI2OqQoCvd/PVfD86zAoVosiAI30J/WLYSiyU6z5npgGMwt74miND2ZbOgOa5Y3Ci0xlEokEwILyaut71ZG+yIWn7J9YW+/lglZRw/lOWClDFFLnkhWRQG/+bgc+O7YcF4WsF31HR+KAFWE65gre86fvvCVubn5brNy9fELk6emAdy5O//Gm+/+s2+9oOuNeCLz8cd3gaBeb9J5dkLIfxkKLELI/y/PPPP01tbWF565dPrM6Vaz89bbH+Vy6UuPTwNwbP2H//7fJTWUiuV21xgYHPB9eD4COWm26wC6nfbefmV4ZIRnEQSM7UPiILDYL5dbXW8ozc8ulbOpmBJJBgzPsjg1hM0KdipupVKtNxpnJtPVlhvXWEFLOx78ACyDRAgdE7K5ocaSNsIdE+FYIjAqIQkMg6oZGz80nkgkBKa7sLz/wvPPAvj4xt1SqfrYo9NaOHT3zt133p0ZHBx67bXXDvjKEkL+KaPAIoT0QDwee+aZZwYHcvFE9N69B5oWevTRM4osdTtdhsHCw7U7d+amzx7p78//b3/zo+Ek6wMSD4EL3p95eHhizOPERIiJh+C5KLecvVLb0htNk1PCqXBYSYbgemiZYFm4HiIyYirqLSMwKvWOe3gozsvhks7Xu8hFoDuot6xuZT2WP5yPMbYHy4Hj+f1xMHKuY3Pnz585NDEMIAgCy7JvzNzrdDrHjh1uNtuFQvGVV15rNJoHfTkJIf/k0RksQkgP1OsNAPF4/JmnP7+4tOy6rmU5g4PZ4aEBnudOnzyqqsqPf/zi9773l3/2z55/+5WX2iYABAGjhcKLO53BvuRGyV0123vltmt3eSmUCAmWqafiZkJVKh3EVQT45PVayQhkHgsb5v6+eXJUfe9hp9EsjuVD6YQm8WHP5xmn23K16QyTyo2mhw/FotEf/ODH4eTYezMPvvXNr46M9Jum5bru9s7u7l519u5dQRAB5o03rtOHBQkhvUI7WISQHnv++edq1XKno3sBFFkCwDAswzCNRkOW5VQqOaTuhROjjuvrltfuWC7DzNy4uVvu5pJqfzociWhVnZMFdDtdvV0NS5DDyb6M5vtYLWM8jfsbncJ+VRKQzyQ4SYuHoHJe4La39zt6EK01W3E1yCQjx4+dkJODLMd//NHNiCbvFYosx8diccD3/QAITNNiEKghJZ3OvfjiSwd92Qghf1QosAghvXft2rXl5YepZLRSabzy6htHpiaSydjJk8dnZm7n8v0ffPBxPpfKZJIMw0yfPb28/PC1X/9qZCDRlw4JLJo6XHVsfWNtKIFUBLuFxofzNUmRR/qTbROlcjUumv25RD4X81zsNDCRBRugpmN0eCw2eLiyv/33v3jlS1cfN1k+CIJSuV4sVR955Hxhb3d6+vTc3Hy12lxaXnv6qavxeKTR6EwePnLt2rWDvmCEkD82FFiEkE/L1atXFUUuFHYnJyej0ehAf6ZYLGazad2warU2x7ETE8OZdGJvd6tSrS8trZ6dPmOZ/ptvvff0U0/87GcvSjySGrJRaPERi5GX1zZn78wO9iXOHE5UW2zdAMegYyGpYWp8rOHKZ8+emJm5ffHCuWarNjY2Ua7U19a2Pc+LRUOyJJbK5Wwuv7dXbjZbS0tLfX39pmnRQ4KEkE8JBRYh5FN39erVu3fv9vf3nT59bGpq0tD1mZnbx44d/fDjW5cvPRLW+Gymr93pFvZL77zzwdTU1MrK2vb21iPnjg2MjMYi4fn5h+fOnfE87zevvHtxenJtY+/kyWO37syuLG9MTR5a3dg+eeLEw8WHly8/mstltJBaLO51df/99z+6cP7M/PzCuXNn1ZD68OHKvfsLe7t7p0+fpq4ihHzaKLAIIb8/qqpeuXIlEgkxDGM73ttvvZ3P50ul4vj42IkTxyRRECWRZXB/bu7c9JnX33gnl+tXVWV4uL+/P6OFVACdrr67W9rc3NW7+srKYiSiRiKx48eP+QEsy7Ft5/7c/OrqWjaTLRQKTzxxRRD4wPfbHf2dd97Rdf2gLwAh5LOCAosQcgCuXr26vb09ffZUNBZ+7913I5FYq62Pjo7msslsNhWLhQM/ME0TgGHa7Y5x69bsuXNnAdy8efvs2VNaSFYUEYAsS47j6oZVKlaLper6+pqmqc1G/fLlS81W986de4ODg7RfRQj5/aPAIoQcsEwmff78BVEUlpaWjh8/+uDB4vT0mXQq0enq7Xbn9u3Z4eGhzc3N6enTAG7dujs8PLy5uXX27ClN0zRNKZfrt2/fmZqanJ9fmJyctG1n5sZMqVw+6H+LEPKZRoFFCPmDMzo6OjY2urW1BSAIMDV1WFUVVZUB6Lqp68bDh4sMAwBDQ0Nra+vr6+sH+wcTQsg/QoFFCCGEENJj7H/+RwghhBBCyO+CAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMcosAghhBBCeowCixBCCCGkxyiwCCGEEEJ6jAKLEEIIIaTHKLAIIYQQQnqMAosQQgghpMf+TzQ7cKwx3+7IAAAAAElFTkSuQmCC", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plotter = pv.Plotter()\n", "plotter.add_mesh(grid, color=\"beige\", opacity=0.5)\n", "plotter.add_points(grid.points[grid_boundary_ids], color=\"red\", point_size=6)\n", "plotter.add_mesh(selected_load_surface, color=\"blue\", point_size=6)\n", "plotter.add_arrows(grid.cell_centers().points, fibers, mag=0.1, color=\"orange\")\n", "plotter.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Create FEB" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Create a FEB object:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "from febio_python import Feb\n", "\n", "feb = Feb(version=2.5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Setup basic configurations:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "feb.setup_module(module_type=\"solid\") # default values\n", "feb.setup_globals(T=0, R=0, Fc=0) # default values\n", "feb.setup_controls(analysis_type=\"static\") # here, you can change basic settings. See docs for more info.\n", "feb.setup_output(variables=[\"displacement\", \"Lagrange strain\", \"stress\", \"fiber vector\"]) \n", "# Note: added fiber vector for post-processing visualization (in FEBio); we can use febio-python to visualize it as well" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Add materials" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "from febio_python.core import Material\n", "\n", "# Define the material\n", "material_1 = Material(\n", " id=1,\n", " type=\"muscle material\",\n", " name=\"FirstBlockMaterial\",\n", " parameters={\n", " 'g1': 500,\n", " 'g2': 500,\n", " 'p1': 0.05,\n", " 'p2': 6.6,\n", " 'smax': 3e5,\n", " 'Lofl': 1.07,\n", " 'k': 1e6,\n", " # 'fiber': 'Fibers', # will be added as mesh data\n", " }\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Add the material to the FEB object" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "feb.add_materials([material_1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Add mesh" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "from febio_python.core import Nodes, Elements\n", "\n", "# Define the nodes\n", "grid_nodes = Nodes(name=\"FirstBlockNodes\", coordinates=grid.points)\n", "\n", "# Define the elements\n", "grid_elements = Elements(\n", " name=\"FirstBlockElements\",\n", " type=\"HEXAHEDRON\",\n", " connectivity=grid.cells_dict[pv.CellType.HEXAHEDRON],\n", " mat=1\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Add the nodes and elements to the FEB object" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "feb.add_nodes([grid_nodes])\n", "feb.add_elements([grid_elements])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Add Nodesets" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "from febio_python.core import NodeSet\n", "\n", "# Define the node sets\n", "boundary_nodeset = NodeSet(\n", " name=\"BoundaryNodes\",\n", " ids=grid_boundary_ids\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Add node sets to the FEB object" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "feb.add_node_sets([boundary_nodeset])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Add Boundary conditions" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "from febio_python.core import FixCondition\n", "# create the fixed boundary condition\n", "fixed = FixCondition(\n", " dof=\"x,y,z\", # fix only the z direction\n", " node_set=\"BoundaryNodes\",\n", " name=\"Fixed\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Add the fixed boundary condition to the FEB object" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "feb.add_boundary_conditions([fixed])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Add Surfaces" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "from febio_python.core import Surfaces\n", "\n", "# Define the surface\n", "surface = Surfaces(\n", " name=\"LoadSurface\",\n", " type=\"QUAD\",\n", " connectivity=load_surface_connectivity,\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Add surface to the FEB object" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "feb.add_surfaces([surface])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Add loads" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "from febio_python.core import SurfaceLoad, LoadCurve\n", "\n", "# Define the surface load\n", "load = SurfaceLoad(\n", " surface=\"LoadSurface\", # this is the surface name (must be in the FEB object)\n", " load_curve=1, # this is the load curve ID\n", " name=\"SurfaceLoad\", # optional name\n", " scale=-25, # scale factor\n", " linear=True, # linear pressure load\n", " symmetric_stiffness=True) # symmetric stiffness matrix\n", "\n", "# Define the load curve\n", "lc = LoadCurve(\n", " id=1,\n", " interpolate_type=\"linear\",\n", " data=np.array([[0, 0], [1, 1]]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Add load and load curve to the FEB object" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "feb.add_surface_loads([load])\n", "feb.add_load_curves([lc])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Add Mesh Data (fibers)" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "from febio_python.core import ElementData\n", "\n", "fibers_element_data = ElementData(\n", " name=\"Fibers\",\n", " var=\"fiber\",\n", " elem_set=\"FirstBlockElements\",\n", " data=fibers,\n", " ids=np.arange(0, grid.n_cells + 1))" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "feb.add_element_data([fibers_element_data])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Writing FEB" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "output_file = STATICS_DIR / \"sample_fibers_case_1_v25.feb\"\n", "feb.write(output_file)" ] } ], "metadata": { "kernelspec": { "display_name": "torch_cuda", "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": "3.9.18" } }, "nbformat": 4, "nbformat_minor": 2 }