<snapdata remixID="10670545"><project name="21-22 U1L3.1 Student" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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gb+FWNo/kqsotuCrY6FGAs2Vr5mrowJXHvjKbUvNhRDkkCTn/eQr2WhStUji8byB8FKgCLrrMJ8NgEsF+OYrbSIIKwqHFWjdcjS7vNlkWgoTUM7zB4g3JTX8frEyXBkF33yTrRxBJ4vK99npFYNs6UnphfyzwbG7SOzbj4DQ4gE4AsACxO5EXiVyFS0pSv6SkwcqManXdM6l+TqLuuMkSpP9JJ0lNVXowsabrrOcT4R/wItEHIbq8u4yVdQnNpDsXJPRxfjucj3feX0OqR3lu8SznG/wFe2iLv+WKre+4E1Vfb9PGAzH/BfZsLRSJR5vWxgPqEs51dKWeS21FctwKPRRJRWiJDA5T7yDb2Hbc5ev5VzTTGI/c8cK9rcUONW1jKKN8wF4lAIm76YPepkJwpApp2DglaQxuCSOLwNfg3tVSq+d3a0mZTiDFYUPMw/XYefUT7BmFWaclKuzlGr/KU4FmW2Bl66BHR5qGVTMC0Y1lFSh0fQbF3Zi7jPO0dwauxZpZn15A62fZ/nyMIKD5bjnO+uH4wwSWC7hXl6CiZVcux+4aESqsTUV9Pp2A0ke6wJ5Ilr48L9fs6yLPWPLnZQG8BXdKncZTXTzeT6ay6G71KU2iQrVnVJPtWnD4ipVDOisLGFuK20UcQ7gK8ArAGwEfPP7ZFU/TkbDA5T/sXERvYW1dLqEwhlYT2EXxyvoixaE85Z72gLvZauMveIVChwnZeBr8Pm5wMA3f5UpI7A95+mbOrB3zhtOi49rM5UK175bzCDHwuwkHSc93JzJN7LQNflTfh47jJQZzoFkBubLtKI220TyJlJSRqAoow2M4bnLStBSWVdOwHISNlHSFcLi19M4y9WY3liOJo34nsXd3KdJlxbwlbXVGtiDkIRt5pluS1340n+M52nBwXTu0oVsiwGCGdXamXmtvTNbOICvkLrUXARyBS2i5+Rb1KjW8CyyK58kZFs+qY9EOku4lEQ++yZOQVgp2F9Ovg1pUm9hEbzXpLGchzmuwJsRObyb0p03Lopr5+9HsHjNxVdYwddrZ3dPz6oRfKjC4GN/9uTwQudTb6WbXiGmZfH4pM1xMPpqkDQld3IXYDC8RNODnpMZwqd9pnB4ax1N7d03Un/bQPI1LF8em3cKjvJxQOfu8tKT4O3i5JRO7SQqVaJTzRQF5er1tPq96JjewFfaf/bEL/xwn3w9FJfSBL4BoenUG2oyWcaijrDCTE5LZxt+XqcObzY14F9W1bXMS27h9RlxrC+NPehKgq9EfAFfx3lzo84RYCtqJOBrTvpXsddJqQFhCTbXFdPodYucGliDyTzSgJATNUH1L+2pPsV0tr4USTZ0mqhY89RBBCnxfK9Cp0O/DOX4ysIvPSUgixo9BxN2WXG6nO/qwgwPEVeStST+YH8m1J/YU9XmD8487ZIWWbNpVJRBG2n1EamprwNPau6otaHEpXjx8Yam2U8pZooC/11PktMhQgv4ig6zhyzhq/uXFVOnNIGvKFeu9jKq9fCZedN5nVN7w96qZm6F01j3durE5igD33mK0oM5rWZ5VKwI+Dp+2JkFvvb5xb/yBeBTHQinpbj8nj/vIOyPCh9udlB4QI82hLQattjQC0rKwNf4di1/gtjgMElPUhrsmT2W01uuLhhMUjskMjooqnjIwIRWsFSeFTcirzDJ9fHno/TXV7fz7UvPG1+8rQAMR7LJbLJtdVggqrodVQ3xacCinYUMSE7BXsobiB84/5rQnPmV5RtoVZBrphV8Ze5v+i5n1sNCol8opQ18RbOEa8YR326SOeaSUaQAw5tD7f/2g2yIiaFXR0Mn9u0EbK/Hl/9xz+tYBHyFaEM+6oTkzlzwFcP8KGzzplrI7XvivILwQHnKTF2n18GyysHhxpDux1O3VyV0NCgDXx3GctM09RmqE8Aya2a5qjunTCLzaGG4c3DcThsIB4RIPmChSLGGUR1hX6T7+eXtf43v6nkc4fvRI1gzz2e3wycbSBpAaupkoK/pKv8kpB+eR71sJZTXx2vkTc2cbKLitlL3lB7wlUF/ujuFaU/+XDB+aQRfUa7GfYMJr2EiEMjJV07AfpLXmzVjZu3a+kdXlYeZ18o9E00R8JXAPgFf4RQ3H3wlANtE0pM8a3j8UD8vIFwSbPceHoWMaDsQn5HQ1lIqZeBr3sasfIbGAYEszTpZMVpyhHNOFW58ZP1FVL1TCOKcRcoWSlCWlDF0J/fJi9I8NYuNlHkmwla68MSe6j7NomLtsHF14BGsVu0EB1pnlFgVSXTywPccvRMqF+dB0TqDy3YWLLd/yuyb9fIaLLn9Lz5+/lvbmKUVfIU8pt6wDliCNJaK0mLJFW1gkVS8Nl8yAwJsub8ng3VyxknJwRxFii64JlYuAr6iuRRZEI5x88F3A2BixLmDmb0BcDvFqyfHxE0TX6wUlfM13dEElc7Gw5HGcNZ/aXGGtCwDX0Nm89hp9Qg656p8k3W0VoCAsDWz0L8a13YyFToU/whfWwnGekhplBHEH+ybp9bzWo9sr8WnvaeSnWGE2KBg7M3ZRDXduurUl6iq8IqYK/LekveXGwk6A3XkZs9EeZCUY1eyR/df7h83rmfc6PmlFnzFRGGV/yWxnz42Rq+mnX0XbPZP+OAvl13Gs1e4y6P1qNkI5ia94rKFC/CValo1fvcH+EqYvtC7uQys92pabw28AfDXCpj/R+lOKykxY36dFm828Pj76Yp2IJaT8fmWMvD13w6sGsFDKryfvuVq9n451smLW/nml4huVpxdYn4DmNPIvU7Ct+Vz0pCXJafO7MFPrz/lk2FUeGFjiroQRTGdGgOhVvbirqz9EwQ73/QbXo8vp5/VV29hY1xdWszrRmVGE+2nU4+rxQm3s9BLepPY5BlUvF6eTxPlncfgjOEqjB4VeaRdO/6oqPs6MY3M4Fp827Q4WakL8A3ItF89Dz5nVknB/CVJMrtEPBuvk+ltl9wC8CpoqMJ6bwOY9ruUmJFSEP48Mvig7KnL7EAsvuLzIWXg63+rp4zgZQVGSlS0REfnixKYQWKvgYRWLn6Ue7sNrPLALSDsAQa5fzQveP6IMaz/6QbN7Ys2VOFcLmqTLamKvG3aGx7IXUcpj7rD/aiV1kCMh9+16uML+MocO0ObcC6jXqkFX9Hxsm7PUL6B0CSaJMdj4UMhRTNfDoeFcfNNN6EqukMSX2Nu0rPFNHIBvtKmykp4Yq/Z4JuZB776yw7rsaSnIKxPFPstWsmIpKAZCpQrGfVkFlWBk4lwpAHk+Ldil9OiysC35PY4ZSSTFJV+hxY+zvE/exZMHFjuiD0yuvwhJ2XOBMMLHeCQmw8zoR2Q8BYj/D9aV33uZJTNH3zygC+zKAs3rOJtVPUbrfNqbidZG5+7by31gauu0Dyay4a+gu8BWpBGzVINvrLwuo90JjDyiG/Gcuz99+WwwD+XnJPq12dc46IMUl5VP0dAWC2+bOxclsoN+EbthOdWmw2+ErTwJbDVq7K+NnAJwKlQGRCaOp+cS7qUkxOwXEG3OS8FEXWpag2AE7XgWD3INTd5o5geZeCra2t8brx4FKGRWUgobPu9s18nfXPhV2FIwlYS+/THEuwcF3KgnD0o65w8wy5Esh/lS9af32wH1jdiSv9JWH1IJTn8kPrHsX6Kf9gYJM7aJREsWLLttJSKh2AtTxt7MYPvztYrSVxprxwZFL2POg/e7vMz7jTAt13gLy8VRwzO2O2GG9hdTu+VoTKBua2cj+RuwFfYrl5auIbrsk24PnFao9QrcU3IYtAULrtJZW53ACzO7+JXAGbO7m4sgXx53pIBP4Obr8uxBsHx2nC8LuS6efn6MkcZ+PpiPeN9U4cRT4ikJ0XUE87ozCOFzFPlG/3IZXcU99X9URXGeaiw2wDwOWnIy5L+mNKHxe89YnjhOXGw/XXINUBY5HXSjcBc960SF0OYgfKEFzP4ruk6l/1N/uXmvJzvqMbfU+V23/K/i+2A1P+VOsAmy5r4eAZeXZhbr2l4FZVApR5ftio8eroBXxnvv4vW0CXNbPDVyKOqaUHuG+2tDf+d5AKA10C0Fbar4IF+3sfZtXQXWiH5Fpeiq34ANy0qaG2TG2w/Dcup2GpSLnsZ+Gq1vn/arXmWRKuFZVnpFarsmjKJ7FOFNQvi239EwtUTik08szEsqO9eHylDLt+V/pSZj77DtuWFNY/1znWiLhyU0iUe8pz1jmlrL6fbDwE3IJvwL8R7L0TkNPXFDr7fjxxD59EjaTHPXnbQHU2qof2QTufC4K0nDHf31HFUq1YsqKE7EW82c5MKCak9gO/zf67h9n1mg6/gvlw9G7yK0WjJ4xXgxcmwr1LM+mIn4FXwlAr/0ziW/5vJi0DCQpoBBni8/a9g4Qw5oXC0PqQJvaUPupaBb0numvu5/nyGZpYAfs86WjNSiDqsmYWoVOW254lq8r1TZ/mzffUqWO+GREa+zYTtorAQovnrPHMs1kZVmX7Y+Cw7n4JzPczXzUYiVJhyJJyPBV8K+WkkWme9FMBXbNH/vulU2iT3J1Dz/nsIrbhFq4m8txNO8Vn/8d5OZ4szgYF06dIF+bcusSpJzG9lZxjxAL4jV6+h606zwVeCrSQGUYKv/CfnIuC/n8CWOrHpu7jGmVr+OwipYPf9+hLN4R/tY/PohRr6Z3gzR82OgCON4GQ1/aOWga9+m/mzR+pw7pDL09Pb2il7vnyr4MvKEnSOGr37F3shngqx+4OPyg2OC5FrJfEH+9O7snt1S6YPkmOsMcmMhR1zQdXrvvM2ndBSSqnCM+pETgcPpVy2JFnaLKW3PGE3NtDVU4KxB11Kc8CVXDvLyVckMCOEYR2WEJATiCX4DPWHdTDuKHdlj187wHLzY/QXVK/OqKQkb09D0d9/Zm6SPZTfA/iOWLOGbjvMBl9JMxLw9VJDU++KXLR/53VYcm2FrD3qlVaVgFCnE/ByCAuyB20OVfxb2MX4UiSlTHI7DDCbGZ/UWM/M8nZWrdMS0qZBysBXg5HOQ5OU4TyuKLx1POVuDv1cWLcgMPIQNfv2LRaVujsKXuwAWW6KfMhlzs1+XsdvEwaz9CPhdDUmh3vDsUeN9fXYa7P6K/cm2yPbuqUK7VSX/PbVlkE55yBzj0MZAeELBXxl4VX/bkrv/vYk6ohaf1D9buP+fZeGnN4TdvvGpOZqXPH9ig9Yl6hKJ+a1WlTy4CsEG9MAHQ+eroUVNv7iMZjRq4p1v9paVRWL7e3gNg0pFduX/zN5cckGp/RjN2G9FyA2//kxXelzsfYc4jMe+K3LwNd0s5s6YOoIXpW/h8OLHuXYikLe3NCKG6nRe0AxasBFNWGyhyJqnQHvNdaML0FVFaYP/Ig9a41FuFqDYfssyDa/QM4xcnJq0abNKe5MfQDVRlZpk9gtULF4ESrTQPhCAl9ZdPIXd3P9G/YPvoSrPyS+/cfGH4iiPXMD7AUYss0NsJGoZ4l+1il/MjepTcmDr2jphapN50LcNf/pbnjvyRocoKUKhYnRXjOkV8LVFhBCXH9/tBtbqvDnCxAXxsgYG6cEegkACxALIDtKGfiWgPFNmCJ1BJ9Jleq9c18lfeN1BSNGNf2GKre8WGyGaU3hJzele4UZV66iizwKJmhZOMSpQxWY3Gs6Z4RswYCcbgN73jfQ0XuXJ0lKGssdaxKx5BbcJ4aehJoGOCa0nIQvNPAVE97+3Ms0/uEmmzWr3zuEiMQU75bV2mJ/FfjU/Pob4xo1YlIDu89asyh0RVU7gzLIVR//XDvLTFJcQYos+Ff+aQMj36nF/oDiH8NeAThftRRootjrhgq7nk5mbf8u0Da6RJ8KEOtmgC0B3YpMkV7ZDsRyRV0GviVvf6Mzpo4inCwWW7PCW++a+jEZhwv5cxOuGU98u0+chs6xwMtXwzY3+CeXdP38HOS/9ff2zHribaNLZt8YOKX7QON1un2EhdWiceMsuqb+jUJBleW630KggTgYTyB8IYKvWPCBbnOI3V0DLLnUH9oBS/A5r4bV3EByi38p/IjU3M9DQwmwgvhsAAAgAElEQVRCvLlzZ4QBS4dsBPW3kgdf54hAHfrqanqgBjw6uS47yrsuJK4ZgPNnXQ1VcuHxvEojBios69JfX2NZjeQwXuXnquj6tHLbel1oHUb8+yb7s0so5q35GujiHLlr0lKch1GZSPJcKatx0clfT1IhO5hlOekJdaRwQ/bJQgf/Zd2epXwDSeIvlBNhdqYs+bcrkVAV8/HNeaZF7zzGimlSpVi/5CTA9pmQW15/X489VLUPyclT6Zr6Ckoh54Av5QldgfCFCr6hpyIZeq29/F1opQ3U7G9s/9zuwZw7YZOHnDkD2y2cz8L9rEsUdqO6diT67+S7CxB+VKsuVfU2TouHRyY3ZENl95HDugE4X4m/ISbLXrtIQjU0hhnpXYLB9hL9LvnDkkfsH45xg4oV75atBjE3rRuTj/XjaI7OwAU9WpSBrx5reWyb8iy1sLA861hiRckRzs2wo5Ml5AyJffoREi+JBIWyNdZ+Es51k5omwRYeajr4rHdudpCNJevgBmMpBMd7wCHf6j24WsM6kpIup2tqexR+z28QtQuq+FDq1hGEL1TwFVvU/PMK7nnIXoUrptVMKt34us/PgdMA7z4Kp80Nc5eqR1L9yAzxH/gez4t4NvE2wcWCM0PhkUlNWF3Pc5UpwwCcP+diCI0EIc0dBui8/DdjqzyMIRflwnwgDEW6bkX8rJeL4c9aw5h1ogfTj/ckLdfk0ktl4Gv6hq56llaqhSVntl8ZsXvm26DaQ56Dog7YQDiwnDOJ+w914DM3DFPyaIo/2J/XSWn7qzCp53QyThk7yu6cAud00/p6NfstvNbqB3JWHUGxE/8IvWCdH7z2K2gQiJUapFGb49TjGHU4ThznuJDBVxbXblJ/rhn3oG2dl90xnPKNhB3VJDkRA+Ol8o15IvV+pe6v1P/1VfwHvmfywFcKVftXhr3XjCVXek/V8RmAHZeRArcp9oAtnfcQ/jWGDXylJKXc95U+77XT4k/lluez4/fxxYm7OWM14fheBr5+e7hWjaSHqvLF8dT/cOgneeztElblX2r0HIgS6FxD9JOW8Guia3XkCkliq31/fblf7r8/3MRXz71syB4ZdWGHhKD5QDDjYuLfSUq6mq6pn6MUVm6s9TOEuKkAF0WGDWTln7ocoyZpBJPrNPSFDr6ymLuGjaXekmts66rz8C0ElXeuTWBoE/M7rWsCX9/m0xBFO8+sXZvXm0mCnW/iP/DNAaYD+31T0Etvq0Vh+GstWNjRzR96kf6mAnD+2KnQXoBYLclawlrMKjcukncu+R/+fNNp0cVLm2M5sUw53oc5J+4iUzVI21AGvibshOchUofzJAqvH178MMf+KIwqjW4xl8qd7YQK+ZIZYM8P3uPmqFsSBcF+/N/TrDLIfnT4MThmsisSq7Udryk1UJWCekmV1kKM8y2+zYQPksKV7PG4IRcD+MoCH73pe2u5owmWoPIHqPOwydWKvu8Ma8xNguvVsSMbYnxjL/Yf+IpFFwB/+/V9kBVsYfirSSy5Wnvunl8AOH+VK6BREAxT4T4/k/94NWxmHQjaBxa5+pcXoPCEN/GUCe11yBJpcCi7Ih8dHcjXJ2/DquP4Eb0DApN/5+igAveaf/S9iAOutBosdThjURi6b/4YTq0vDKmq0PE94q4Uhp1CORJuZ8pKd/NNJQyQ3i+utGpWvF32uTAm9Z7KsR01dQ8iFzISkJVtZsqfonzN2KC+ZGQeAcX2WRx5AKq6yA65hc30YJ1bvS8W8I3fkfjVoO6zbWWPyjf6icvuGKF7rzx2+HgA+EBVWnTszVFR3Nupk086+hd8fwOW+qSft85nwwN5+n9XsKKNMEVpF78CcL4aeeUNH5PI6fNV5MEaCunC5GaFyF9BkdtBiXmS1CXPfnLt1vRjy11ZNfjgyIMsSvf+oAv4Vl5jV+bIID+CcBn4Fux46gi+tGaF3bVr2sdkHCqMLq3afSiRdeUFUCjrKsBrbsrei9NB/MFm10JwnP/47uo2f3DWWTd8mR6e49NXwZ63TH7QFaURY5iAqkr+gtvyhPU5ynM42zJfk4sFfBWVicOTUyVVQRgiqHTja8S0kgIBJklmCIwdaurJ482mTfm8jpuEdw1q+xd8/wKEcM1/cioyiMffacvfTfXnwJYIAOcvXSot5cAgCzymnie+afmKFyC2nIVyS+Dgs5DZARLWQ4Qw05Zy2ZjRwAbEf5xxzeHqCL75S/ELCJeBr9OTsngU5cpl8lvumfgWUrgh+6Q9tcwSmk7NPn0JjpPUh0L5uj586SaoScjdJKrRn7J6zp388MpwQ1PsfcP+N2SaKMokXla3oCBlUG2S+CuEScCqg4ivdwLfIIFXjnIxge/6ZAZPJXWMArbNqdm/J6GVpJajSbKtNsw0r9JGtsVC586dSQsx5ibTA77W8CwsZ/UE8ewDG3eO+H/9IydiQhgyvj1b6xgLoSxRAM43gRR9iId7LXZiD39mYLi1uuQ17h4PGQ6pcFKRpcK/xf/w/bN1vo265mwLGxCvPVfoy3EFvvmzmArCZeDrcvNWPkUlJYjl2cdq1JQc4dxz9j9KKaRui4yOcEaU91rDSjfuIjkK2o6DfpRvRo3inwW36J4hWyq2zAKreVksmXyt3M46tSD+2R0v9CgWU9uhpuHFBr6yGdNZ9bOKep0l+Cz1hnZEsTgHmeneMMcOEti1zLwY2cVVqvBUmzaaVQqO20HWMbv7Qw/4ZtQ7ROhmPde7UvdyqlT+0Kyb3oZHEkIZMv4qdiYav686LwDsuNBVcItqj5z29/vGyb4HRkCamwrp5Q7YgTjE/8Ux9O55sfbLT7flg6MPcmhDg4JrZ3eDmgbCCr9hVR8ieZ57h5zPK7swB1j1LHVUC8vP7GidsGfmu6h5BaLDqq6lxn0PoAQUfo2fDbL7gw+6ATKJdzJQUEuz4TLSy9lKF6bt1R40kj/4sfvgsJmlZFX1dV5RpBZsorhP5GPSlfTiL25gm+2nixF8ZV3TSBX0iI5IXEn1e+2pSKbJZ/fBLt11et1O/3jbtiytpD0ooNaAuzm7txn9X7lJc1WjtFv/JnrB5aBqhauzeelGbopPm2DMA5XDbeC7t6pvmSpaV2SCyp6HWAlt8zinbcEH/hRP4Os4b/k99qvpYP99RJm2zJUbO/Hlrw9y8LjnPy7TQNh+r/MOAdaXaTHf/4l1plnK/wP9OZwrAxQWnljVPezgj1LPxC4xrWZR6UbnUtsCvgLCAsZFRb6rxR/s25+45/Ue2lyPKX0/JSdLz9We3YW4YxpkmJf5n8Z7yg+Vf1Pvdge+spIr2MvDrLyIwTelPii2O+f49h+RcPUE8x5YqwXGDjOtAMOx0FBb7m9uYW0Bj7pa6myg+n8eI4zjXDunBf1ekZIknuXI4N+ImdeCwMNaT5lyWyAsV7u9DW349z3VImzge7CS/hiKopOWGgDOVyzVTuYxVIVeCoQatpKbjlrBN7+7BG1F74T4jVKf02xtzB3ParWw5O/bmf/7AI6nu76uOd1+K3venmXmxAew8Awt50pNrzLJs8DqkfSyqkw9/OtDHFsujM92qdDpbeKukHzEQll5GbwneeouREJbzC+Z7jzRys/u45e39B9nMxrCDrnlM+ktEjOdA5Xe9syqF8dZnuEQadSkMqOJtscqlYik0ZUDjPQ4l2M9X29KScCV+Hwd201j1X2g2h6Q6nc/TEStFd6G0f77gcowufBZ1N7Rdcsp9erxXhNJJdEovaZCtb3EsI0E1nP9nCYeQfjAiO8o/0tDIlbqidgXL8ZqjQrpb7YjMdIGvkcTfIMmCzlUYq1Zfzr6F+Ktx0qoZLHTXMoDaqycS5FJ9IKvY3dLjj03MW4LBBggi/e2XjN/z8oJYeHqu1jwRx9OnSk0nTU0m+2zJpJd5aSZ09nHKruWLmbTlSMYboEx+796iZP/5n3tK1aq93i02It1diP4ys1p8toSqAk6+8nX2fyrvUyvHjk0FI7fq6eH+7aBx6D2bWDx8PeVX8bxYgRfscxUUt9V4BFJ16g/tKON3tQ0SU2Cn8xjHu9+3fXsKK/xZFptD/Qq/EYP5ByV+Ivb51R0C8Jnm+0l/C897pHlwK+mmavoQFvqRvHguPZI4JUvImuvxnJCOVl6ATh/gan2rN2BCjyugmGiUV/A1wmIsyF2q/2fgGxftsH/fc9lRvBjyj38sPJezmSU59Cji44d771Cf6y8dlXLrqWL2Cp1OO9Yc0If3TXtIzIO2rmYA8JOkiiR0bHOpBL/awf/uLi4kOTYPn6uuHn2RLTNH3zqoHZ/nqwlN9KeG5xTQftD4qllpdEQ4+ZQe7GDr9hlOquWq6hXhlbcTM37TfqyyTf4vK5gkA+86J79HRtL/w46QuH/MxPq2H33jhLJfu6dY2HgK4VjpXVdixqYS8yXrXQ8VP8CX+lor6/p2uZxPPFWW9IjfaufHEoaVfmDIOxc1CZdHulbjJHW/0LwWbgbeEqxU2hoFrPA13FCOQXHbbafis0MUtS8KB0N089Gs2hLl11vPH864VxgoO+OC+9zl11L59lIHYUlNYv5uafjbt05dTLZafb0pOCYvTYQDggvdJ8LOYdUTjriwukr7ODiD/bt4svzxu37+3KmDvgEVXyFOuRUJ9j3mo4OHpoG74LadxZvcCmA7yxmBWdSSx6IsJiWs6l006vmGDV/lPcehnRjXOBFFXm5ZUvmJ2qjW6TCYRjwsdu1WMjmth8VnhvZhKzqx9nz1ixqPNCTwCNaw+yFplNO1/45ES1rV4lnX23NuTCp8mNcothlu3a2OFCnXjAA7LjsFOgiAVsq2MlSPYg/wNdxusBzdv+w+IkVKYhZiuVIaCiT69dnbs2a5Fj0vWQNLavsWtpmthWjKB+YydKsE9Uv3zllckF6khRYr3b3QyiWwrzWveVhVAfIdPG3LmnD/o5QXPbJ/SwxQNS/5x04bVJ2S9Un7WQ5+XIpgK+sdRqpUsPNVguqyu3PEdVYR1UKb3+gaVEw7iFvrTT9fi4gkM5dOnM6SONp8PavoLGcUD1L/U1BDApeSfKrbQlfpTVSW9xpwjZ32tvwhn7/8YaqjHoxiewg396X4vOOp3g+9wUJwPmWXAFtAu0pTF1dWdff4Os4Z/BpqPo1hPjziGLoESreaX94OOMbNeL76kL54He5NK+lU1LuJDf3Z9q0sSWzrR5FFWsWy8/uSqqxe8b7BelJsckzqHj9WKdNWFIDPnZz+3YjoOdizsjufj5kPDtTpIyYdhF6SltusAn3K2HrIDGPVvtSAV87AKcMBuVD+d91HryNoGgTCwf82xi+Mufz7Ydq1XguWePzEXUShowHh49MT0/VAxPiGPBRgsYHT6JiBXyPaWyvr9ncbjV55dnmqBbjMCmn+8qspjxCClJcjI+sby1+bf0n1AsACeOUgjK2V0BJgq/MF7UAqowCxIcn53LjzGx+tZXj4NvKl+eDxo35rXKJlHO+MK+lU7pNQFGtJM3TXr8tNfXmPIeUfPbfRFLSAbF7ytPUVwJZdmL1nXEHfyhkoap4/RvEJn/htO+fXQ4/1C3+KMiZQ+JY/Vg5mtNH421UlfJvPXKsDxx+RE8P921rDIY7V9nrplysAVdFVz+dVZ+oqP0DIw9T95Eu5hgyf5QfboLVcsD2XR646ipSEzSC5PU/QXKqpkmTU8IZP0TroUCuGyWbo7hfWdNkXhrNuKcOY4e5qR+qcYIgztqCrUJwTyhxUQBwvj1WQMUAeOTg8zyVdnvJFR6Mngvlf4GcGCj3BwSIvSV4T+IKtD5PGjfVH83WxcbyQaNGpFQwKZLGk5IX0rW0DXwZZF+O+qEmEE5NvRxVXYqi5DvbdhAQcCMtWmyRUVYP5xpV4cfDS4aEHF12v21kYTqqfs+DhNcorESfq8Doq2GLi5A5iWsXf7DOzF1dj86Ola2Z8eA4XX2kJLKULJTCJ77KgBFwzU8XPvgCWRuS0BQ2+1F46rbQs9Qq3+AXLuv2rK8mdO7/yf1wSA+TlOvp90VEcPuNcg+jQcLPwEPjIMi7bzbhSCDTeiUSf1Srn1XqI6doUEJ/k8n96vPBQ74Vvw7lBNX4g0A8565eVACcb+ppKYxC4QX9ptffQ8C3skPVudNt7RR95ZaBRTIIauWdiEvkkKlff8ceKQkJthOxALKfpfRfSzuBb741vIDwmjWJ5OYuExdeEfsdISfnNtq0sSV1po5gAPDR/m9e5OQ/cliGgPAT9sjomMKrqrRQO0nHcalnXUTkLHOTnzfp13EPsnySQL12OXc57Jysvb2rlv1HQ8d5FwX4SpirdUNLAlHwGCFS7peUCR/coAySm1pXNyI+WVRIVoSAQzOTlPvZJjRsyEcN7dH8XuWaJdBO/hw8i8TOTBxUnRZrtPov/gQWehvW0O/jH2jEJwN8Y5eJZoctxUopwlnuSqGLEoBloSUBwkXBt+A1HQCn24MaBGGLggiyZrOldR2Crs4hMXinoQejJDvJlbQAsVxR+1lK57W0S/At2F3XJ+HUVLmvlUREFxfHtr7CjzeQpCRb3dvUETxvzQ757+7pEzl3wP61HRy72x4ZHVZ4ZfWSeh+b7piF4iLnTVicfbsk87y71twApg34mH3/XK7rMTj4NJwwyB5SmsF3f6N/+XSqJITpk3CIWJVk23/XkpIyof4aZdBzeXctif16E1Z5vb5JPLWW0pMz7jFlvNtuugmJIfEqIZkgNyhh9nQbTzJkfDz3f6LV3bEZmO1tSEO/v/345Uzv6e7PV9uQFVhHHKKjNrloAViW708Qdge+jmafZBnBWutV3MYk5rXrwMqKydwatYBB8ROoFHRI2w6dx1bfVavGh40asT/Cn2SIpYzEwyP45m9GkZPw8uVhhIQsRFWv9Lpdqvo0ycmvS7vU4YzLORs7RCKjs9PsKe7lai+j2n8et4XUjz44gnlp3YhJmkmlG2xdnETuNeV86lsZdM8anzxYyeYPPpcmiVDaJDcqLzdY6zvVYdhuE+HBiaWP4UpUPFRvM598rj83N9tCha0tOeLSeikpE1CUQZ2nw71vgyXoHPWGSQEGEyv4/H4VyD8+ysqEBB68SuM4ctlz7SKvM7ZZEcH7D2tlPD+aF3RlPhPSq880Z3Z3ua40JhJsVYVUIrGFe2iWixqAxQr+AGFLOlR9GiI8uCAmMYLF2Ks9nIuFnQ4568FKFndGz6Fv3KfECf1PKRYpNzYvMZFJDRpwNNSvId7n/1paE/jmb5YDCKemCnXgfTq2cSxJSU8uHkVgZCbfZp2odoPkCOeetYNc3BXT+KhxhA1886XSTa8Q03JOsSnEqydnMq2eMx06FjTdtOha5jztzGHtbZxTN8G+l721Kv77iNGj6TavdNFL5muZHZLB60uv0p1vqGZTc+OVFL/6ygNfGf/h4XDFzxBeI9VWtMNUkdOvnIJ9lJHJyfxYTQNYSsER8f2W85waVOGw3e8bd0zL05ueB77mVsjJCVR46flWfHuz8WCdIM5QnWUEG0iFuugB2F8gLOMKaUD0PIj+BgIc2B0dwVfa7WkLp10QDIVbznB3zEzui51OlC1yq/TKucBAZtWqxbS6dQ3X/tS4uvNzLa0LfB1AWHnuFHKq1SuqOhNF6b9mQVJwrqQn7WnRcPuMCQTkWJjUAhYXeV8qgRkk9rmf0Iqbis3UGrhO7/w62//y5lBW6jz97f4AzrjhuHY1fWkG33x9P/jmVk5W1nfKsVho/G9LnO+UHcBXxh57O1TYB/HtPiHhmvE6d8dDc6sCbw4DvcU2igyZHhRkq/ubEagBLJuthZu/87gG8XV/NLAGzf5yEeBQrGdWXmlBcwu2Z4QGMPLlZJZ0KBqyod38YRyjKisIxNip/JIAYH+CsIytZED5xRA9G774q/DkK7+di4adQubrQaICTtIzdjo9YmYSbnHvKtL+WPiv5angID6vU5cZtWtzRmsivhF1SjJa2hD4yqIEXToZWZ29j6KkkJFxy8rv2oW81PL/Np1edVsY3xcH3/wJgsofRPyDResKy+9CHuVQ2tq4Tm565mQG82nfKRzeot1Hll0lLzdYw8XJhQC+Ypov3n+Y7fZYOs2Sa6X15tYOIbtFwDfyBIy73j5ctR6PUq62hBKYJEItqjOQztXMQt4zpkVh7XGP2g2eAHGeb/Ye+iCBfpO1suLKzU/xD09fLHQ6Iognx7YhNUljOpWLyWLYTkX+1hRs5U7XSwaAxQD+uI4ualgp77Z2XlfWfd+ZzNPl2HMlnNYYAR0XeJR+cZ/SLXoOwYr30H1fHkBf+x4PCUGqocyuVYvMAGEr9ov4/1raMPhKJKhL/he9htiKqq5AUXoih4a1nruHV19lv6IsQrsmYTHiD/Zn2NyJvVVt/mB5rrXK0fvhiJcM6gsFfGXNPz35Oql3z9S6fFs71UKHjS1ZYvs/RcBX/lOzZfDkY7aW1BvakYBQE1mdVrWCHzWmDXlYVb8OHfhHS3ZE/U1wZ3FXiePQ7ZZF8M5jGq6ybZ3Ej6zvg8fb5pyMCuah99uzsaH2uAbnMVXswVa2zEKf5JIC4OkrSVYtrPTJYho7Z56JYOGXA5ixX8qq65NKQQd4IH4CN0d96y17Qd/Afmh9KCyMjxs04KvERKwa64IaUMM/19KGwVe+qHoCGqn4tCxYA/jmDxN35RQqdHyv2KgSxiVPm2+keZ6V/fubW1nwovYMP8kE2D4DstzQBl9I4CuWWXXXbH58VidHs8rNG5L5zhX4yphdP4JuEyAkYSu1BgrdvYky/w5Y38inASUbosd1Gp0cfT+FKu4ZvCoeCmRaz0RiT2i4ykYIPH7ySfeinY/FhTJkfHu21zL2qRpAFpeRQgTmBNFeUgA8dRWfKKrtoFAikpUdyq9r72DBit6cSNdPclEzeDsPJYyjgyMxbolorn+SXeXKMa5xYxZeZrhglfdJzbyWNgy+EnMshGsmRobrAN98I1W5/XmiGn9fzGZCx+yVIN27pT22+H7MCNbMLQwQ8zbc2eawywUX/4UGvrLOnckpfK6TK9uq0n0TKddLtLMrWw17HJovhegWc6nc2YFUwJthtfz+wUNwUgrKGZd3mzRhar163gdI3An32rLsXEpArsLHA6pz+T9a/L47ALlpKORJ966A5xaHKobZavnurq79BsdxxGDOUM1gsJU7zS4ZAJ68hujAXKT+mzHr+7D72TnBLPnrdlt93mOn9JV7k2kbhf5rA+IrIiQBvXTLxuhoxjVqxPJK+tepcWW+X0sbBl95dAR8jV5duVihAfCVUaRObM2+vQmO21VsUEmU0VinRqPJnZtlnQm3lS48vlt75GhRatgLEXzFCukVDvPed/poIg/xxIbj3OeWveL9GyDqOFS59f+Iutxz8JKuDTtVHt5/WFeXoo1zFYXOXbogLievcs/nUNM9z8Ej7yXQZ4oWv6/4j4Xj2TOLlFd9HBrsuyzCdvLdX8XYh3M4h6nKSuQEbKZcMgA8NZVHFXjHTOPpHSsnN4jf/76Fb/7oy5G8vE89Y7QKT7UBcdOwv/V0Oy9t18TF2U7Ea+INJINq09jYtbRh8BXiR7ng9Z3Or2B5BsE3v7+tpGHf3k7EHfKbfCbINY8/vzSPbq/J5N7TyM7QEGEldYOjYdssyI2FCxV88+3+xm9XkxWuPVjyIM9wgu4un+r4/fDWbfafag+5w1am0jSR2r9SA9gH+b1yZZ640nt6OxIZ3s89BdrVv5XjzaHCz+tNxP8t4OuQVuKti5ffd1Uvx5APr+JwBS0n7+KDxbKVCvzjF3fgJQPA01fxt6qij9LHx4131z3XGsDydZ35anl/Dh3XforIH699uaU8lPABdUN8DwLw0xILhl1esaINiOVk7BfRcy1tGHxF87sADddwWhfpI/jmTxNZdwlVuw8rNqucgPVTRmhV3t4udWYPfnr9Kc2d0m6FfoElm+er0oKNfKRZRy0NJ0/rxYGGG7Q0tbU5zGMcs328FZfWv8Ajz0JguaPUfdRkctGfboDUJM16umr4ZJs2/FpFQ5pOtznQwHWkcqUDQbZ835g0b8GaEngqKfX60rw8LVB8vQ+Mb8/xOG0fio5jCZWkAG+snwo+yFyXBABPW8VVqPzm05Poh85W1cKf629g/tL72X9Mf6L8jeV/ZEj8eKoGm/jV7Id1ypALq1SxAfGuyEh/zOD+WtoedWpFHWMpLKygVwXZG3Oo/GwzmwS++auIv2oCCVcVBxnxBZtUotetweaPHM16jVG2/RlNR0qOZMNeS6kzW7mJbHuRNFPkq5ee59/Oxf3v7gY/wiCO5tf0KNLo7nfh5qkQWX8RVe/Un07ucUGT+sFBjSkYLgY6ERJCl86dETIejxJ7HAZ/6BJNAnMUPrm/Oo3/1XL6/BpYZ8oeySDrG8XwyHvtkKhnvRJAJlX5k3CEfct/cmkAcAozUDA5vNDcTflzw3XMXzqAvUf0lZIJVHK4I2o+/eM/oUKga7Y7czU1PppESX9do4aNzF2ip/0gztfSBSkfZiBes7zyB96+4r2sygxVXExRrfsTlKv7u9Mv8tqUc5cfw+I4d6q8LTXp5H7Pp6SSBt80uhJIR8pxkN2044yJroOlAz7mtwdsZXs1yTF6c5hHXbYdMRgaroIKnd4i7orPNI2nqZEQb7w5FKzGY+I/q1uXty7XcGkoHyMt1rhU67F3KtBrmpbiLpKl5b1wg6a1S7ZXcgJPvtGGMxH6MxWE0coebCXVdPwrFz0AT/qNhKAwdqOg/w7Cv7Z3OXrqpo7MWzqA3Yf00SqEKhl0j/mS3nFTiQk4cR401z6l5A3PrlnTlkd83B/0lnItrd69F2rda+5xswbY6EUNfjz4CXzF8gFhJ23+YMdqSvLfJdlC/MHmnf+K7/OBDQ2Z2m8SuTmuX3bnA3wPMJJI9toCZw7SjBPU1v6Aemm54bpfmPeq9nKB4v8VP3BRUShpAW4AACAASURBVKwwsQOEnsVWhCPsMvNOf+xMBJ3MZUX1u6dTJ7ZEeYmgFrpJKboQWJy7uuPiSF5/Ssvnn4C39hsFbxu5uGMVnns5mcwQ/R/L8sEmnM5mB1u50/miB+CpKTytKLzmbdNK2++rt1xtOxHvOKAvhy/Sks49sTO4J+ZzIgNMTOj3g4HOBAYyo04dPq9Th1PB+q+JPKskX/4Sie0+J9HYkiSKU66jdeYR+hF889cRHLeTmn372CKkHUU+5YQpy5/yx9TeLH63+CnvfIGvrFUhl7p8xymqcZDmpi3/cN0tfKyjulAat3LARXXUqtvglR4gNKP1pQCDi4pXhpVe2h5+u9pw9/UxMfTu2NF7/46L4MriRBmV99v9vtEnvYGguM/k5J/rfS4NLRbcUp2XnmtJbqD+k79UMRKCjZKUix6Ap6+yMSY8qKpoCOUrSdNrm+uvre1sJ+Jt+zVcBTkMKadgOQ13j/6SUIt54fzatNbXKi04mOl16zKzdm2Ec7r0i4CveDQ0RniXAPjm2yyqybdUua04UYbQKAhntD9l5mPvsG1Zodf5fIJv/jors4ogzrIbjVV8NBgoJyST139vj2rxWOK3YKRTXMc+ipN3XLUABo2C8GqrqdHLZYqwBm3cNPnibthuvLrPa82a8WVtL7cGoefsp99QZx7koGyFSf1q0HCjt0tHuamTiGftEeWeDDKrey3+94z+Dy0JthJKSaGWLGm56AE436BTUmgRoDBItQeH6jy+lPS2FJ/vn+1tmL90IJv3ii9Su1QIPGzzD4ufOFAx5ytT++z6Wkq1pcn16yO8s14DP/QN7YfW8nKR62gvGbclCL6yyK7Rc6l93Ri+LRKwLZ81fQH9dDDaTXfmeKzNH5x+uAKlAXxFcwmiqUIKW+msfSEaWo776nbSLtunoSWcpj17eLtY276vQqfZEHflp1To+L6msTQ1UqUAw1DI1JC762JAcRFJ4QWvt1Jtl0EHO8OmozzxVgXu+8yb31dAV8DXHHfZtF51eecxfYcU0TmQDFsxhTCOazKt2Y0uGQDON9z0LZRXT3IfKoNQTLyXMntn3Iz3785kGxBv3N1S14zVgvfYIqZvKG8utZsuJTQ2loLfUof4u+r6U7Q0TmFSswA4ei/Eu+G1PQ/gO7LSGKQAzpirYFORA7pweIk/2NhrWZvJ9qxpQdDAxBKNdpaAK/H5upPa/MgOOmE1sWjjzHcfZVtbbUUTztCK3Uwopt6LvaHWeqj2nycoV8c5gE6btd20OlwBPh5geIifq1ZleGsv9yVB2fbTb4Szu+O6XyJ59Vlvfl85CMi1sznZGx8NaMCEB/S56sQ4waTbygjKDUlJizjchM7lkgNgR0N/vporc3N5UFXopvg3TsX0/RUAnrd0IOt3Jusau17IZh5MGIfkEpd2EQ5aSV1aUtl4KoVf17imOXzfBcTV1r7ITCUMvtcdPMWYdl2wBNndDSdD4YUOcKxI9FVT4Ba/GgXiJ0LCRD9Pkje8N/CVZgmsJ53KZCCfIObIz8PGknLPDE2DnaMxO22nvUIJyoKJ10BgNtR7opMtiM40Wd0CfjB+4n+4XTtWVPRCONMqFW50/pivss/u94065c3vKwFXrqOm9drg/Ycb82lffQGrMkck+xH3RAAlX/RGrl972J7LSxyA8zd7yp/EWQLoo8JABRrofQjOZ3u5kp7/+0D+2dFGlxrNwv6yAXGr8FW6+p2PxutiYmxAvLKCPy9Qda4sH3zzu7UCbsj7iyph8G2/HwavgKjLF1Dl1lEFC9kZDf+9BrKLvA/l1ayxsJxOo+Q1V6HGIAg35x3rVgct4Cud5aQTSpotGMssWX3nHH4Y/oqm4TKpxXZmObWtvQ5G9YWQ+B3UGuSaJUvT4K4afX0brGtiqLukB97SuTMevdsSvj3kQ4hOK5gjOFNhcr8a1N/sze8rH/7mUDK88WQzvrhbf3R7HJuowL+G7ONrJzlKyG7ns9Rd0idgV8a866aXf6nfcXGnulf/RoBcs1wgsm1fE9uJ+K9t+qgX2kSssAFxo1DneuGlcdkpCQk2INZUFs2fCygKvjJXPqqVMPiKEyW+OTzzMFTaDQlXf0h8+8LKB7/UgilF4lLk+kuuor156XwxYeBhqNkTAv3kWtMKvvlrkPSS07aoeHNkV1Iqn334gKbBsqnCVoRkolCumwV9/gfRzb6i8s0vaRpHc6NxD0KaMea5Txo0YHwjL9e5jdbDHfOd1Bk2tgL3zPD2REmEsbMdNK/JoaHVojBmRAvm36GP8Vyi4ivxF9G456s2oo/WPvJnKN/ojmGmZQDsYL1GpExQsVcsiYg9RvM7vqJ513lECc/pBSI7DjS0AfGaLfpSEDpGLubB+HHUDJEqJKVbfqtc2VbwYau3HEV/LKOUga/NkSRXamnwxFCo+zdc1nU45Rv+XLD6Kc3glyIHBXEP9zO3oGIxa5dbBtVsdW7NFb3gK7MHcYZsEytYnY4/yrs/aKOOzCGWLUXK6g1+Adp/C1VueZGopt+YZ6D0SHjvEcPjdb3hBvaU88Iifv8nULGwHN+NP5Rn9HPe6CrlHSo0k74darKCLbzwYhI/X6+FV7rQDPZgq+WEUXhqN2wkAx07AG2L9FtM10vbB+xoD0fwdbKTolK77XJadf+S2u2WoRQphG5gL0qky65D9WzBWkLsoVUUVG6JWsDg+AlUCjqotdt5a/d9tWq2YK19EcYqnOhWvJSCb/46gjLh/tFw1S9nSOzTj5AEe1pFtgVeugZ2FHGBCkuwfJH7Uyq8C3FTzZvBCPjK7BZyseLNN6lPz7G/diBTiCi8iJUwNuEcZPVad6iyA2oPvtNlRStvY7r9fWMD0FEq0nGc1fHxDLray4d77W3QQ8oE2uWyvXa/b/l0T7YV/7b4wL3bytO6z4YF8uxrV7C8rb6CKCGcpBrLCeKcYbMa7SgBjxJzUdRLLeA7iZFlACyGdQu+RaxevtJBWnSdR/M75hMRJyWzSr/sOVLb5iNeuVFjQW3xmSlZdIueQ7+4T4kLLN3rzLFYmJuYyOQGDTjiD1at/C0u5eDr+CT2eBe6zj9IYt++NpJ/keNh8EJHSCviorvD9vz7T5RsSOwPodprF7hVxij4+mt1n07pw/7GWnyJChtYWRByE3YGJnSAwLAT1Hv8enPV+/k6SDGW8f1CUhLfess86Dkdqu+26RySofBp30TqbvUUVy+gJ+Drmy/iVGQQj7/dlr+baSlnWGjS8uylMquxUJypy1zDFx9NOMSELaCoxvngKz0u+StoreDraF5LYA7iI5ZTcWJyir/30ZTx9x9NZP6yAaxYfwOqqo0lJtxylh4xX9Az9jOiAkyM0jRlRc6DnAsIYFbt2kyrW5c0LbVL9ehwAYFv/rI6fwb9v/iXxF4DUQLtNUw3x8Hoq7GlKeWL4LH4g415DLUZMWi/3R8ccEpbe1etShv4io5f//f/WNdFW/3ejSxFzWPDbZQCw4dAZL0lVL2reCUr41YCPu0LXni5XY0vrHRS9/esJyKcqnuhd+F1xlOvV6THTE+R5VZATsu+ubVOxIQwZFx7ttb1QotZZGHxbCABE778DGyIJGJJ/bSid3OO4HvJA7AR8C26F7E1dtlOxU1v+Yaw6NINUqL7wePV+Hr5/Sxb1xmrVduVnIDvfbHTuTtmJgLKpVnSg4L4rE4dvqhTh9NB+onYXa5tTzUQf98RSRw4vwFX+T5fLXsgpe6e/moeiR1HFzT/ri7MKMJXIJGZvYVPWsugBtuU/xEuc5+q63HU0gi+ovCy/pNYIrmwGmRr5s9kh9jB6pZPocf7UOHad4lrY+L9fHaQnYAjV/9OLqhRg1GtJJTfg3T/EuraS6B2+bY8/33Bm99X0pRSNVjHfZMjCaEMGX8VOxO1V1GT024l1hKF/aRe0iIMDXKvUXQXioKv6HXJnoDNAF/HjQ0MzaB+x8W0ums2VZv9VdJ7rnu+w2mX8c3yviz95xZycrUBlVxH942bzJ3Rc23X1KVZjoeE2Io9zK5VC2H28VmkqkxKMoS1g6ah5tZ40KKchFDmBVxpaZ7fpuYGeG3e+9Rq8GlBt4mt4HepK+EgksR2rZ6BDbSt+DrEFroPNY1QWsFXlN947SLm/k9jCcFbv0E9VpncSLgrAxqdgcTe9xNW1cR3xe7qMF2Yd/XLgGuuYW2ch+vdhCMw0F7ysuoeu9838rSnvyvhh16kXxGHHgcqh9vAd29V7TEegZyz+XtDKfnDkICpRNy4Sgh1Bb6XOgCPUlGKk+b69MjYO1eot9l2Km7S+XtCNARpmDCl4SGOnarEgj/6sOSv28nO0VYQQQK0huVMoEO9BaU+KO1wWBgfN2jAV4mJ5CpmfG+Wg40dYa5+2jvDm2QQfPPnq7gX3l34NLUj7S/EjEAY1QH2FSFkFXIA/VmV2lcllOSJvSFEI+Xu1kpdyT5o8NisXS3DLY/U3sZHM8VqGkROjzvsNb8fBqICs6g/tEOBe0DDCN6bLGsLSyTeVp/sKleOO2/wEo5369dw+TpCz1mY0qcGtbd78vtuBObqU6JI6z1VIxjy4VUcrKS9jpfkelfjDwSES1qkPtptbv5+3IHvJQ3AsvhGpPgNhGX84IgzXPvIe/Na3jVbzhv6uCNL+Ak6kV6BBX/05te1d5CV4zmZvvJqiN4JVeJ30P2acSTVX1zC2uqfbne5crYc4l8u80aTp3HsotfSGrvpbuYj+ObPF52WzXsrhtDw7FrbfzoSYWfKSnd4j8o5Q/zB2i/7dK+G4N12f7A3T8Yv5bvyzscj+d9/9M9RUj1ygrPsRRkCxNfpRcR3ur6RjYBBakbJyVdOwKbKzP/ANn31xGX+Dxo3tnGwu5Xyp2DIOAiw8sxrFen+pSe/72FArtWN35DtSIy0nXyPJngj9SjUOIpdtmtniXYvaZH4CQm2cpUF7Ql8L3kALgEQPqGi9D5N5sJXV7VtpqoMyasMp/1OpYSfprTT8Xy3oheL1nQjM7t43dt88HVUq2bl9XTvMI7LaxYvS1bC6nudblNUlA2Il1UygZQh/1paKgBlaH9ZeFUyv4FJ4Js/XFhmNi+ufo5rDyy0/ae/KsIbRXhbhCuql2YFjTWMnguVx7jvm//SOvwoPLwY6vxjbJ6S6DV+/h2ckOAkbzJoIqxuSd08JiTx/YoP2FQR/6/O59CqKNx8000cCfNQ4/q6X6D1Sm77Oor/+68nWliJspOI53TDy9pSN4oHx7VHAq+0ilCNxiOn7pIXOVl1dVNv2xv4lgFw3n75+yQMarqK8qOCOqfTw+/+2brPtDsUCwNQ/ZoB4tPTePJMHN//eR8LV99JRpb9e6HyGoj2ENDYoPoqunccR73LTPRr+bQK953F3yVALLmPPsvpcrC4I/xj4rW0yeCbv0bJ9R7695vcs9XOYzy/AcwpkockhfvMK97n2rqVX4RoF/wTji8tazjU7A73OdMo+7xdZg4w853H2NZumfchH3sHlrUroA2X6GeJgjZNJEDwo4G6h1tesSKPtvPAnhd+1lZ0odpBbH7fcmfcZVBISULZKHvamxFZ2zyOJ95qS3qktpgUC9m2FKPyaKtKZUQnT32Ehb+TLce8uGgB3zIAdrCb/0G4YLJMFXWxgnXOPeMfPpWYnHKXonAbqvsiNZMYgbw4+6GNe9bMB+3U2Rh+WHkvq8f3ovw2bbV6G7RcagfikM1mquKXsf6oWNHGqrUhxgSifrOupf0Evo4G7LdpMg/9+4HtP73TBlKLBLTKKdg85uTiW2c5bb+KDnY4POYSwFPM5QiFbgJrM3hmA0jxgtIovzzxFivvk8o+XuSZ12BhJ9tVpVTprfv49QSGm1OKzzbz2ubwnf4ovWeuuIKFntwyV/1GWKvlTOtdg8Sdnk6lsyXRzZsV3P6+rF0lnn21NefCtL1jpIJRNZYR4sNp26iyArgCvO7K4GgF3zIALrIDJQjCeTMLq7m6LKHWjuU3vzAqtkrjf4Utwx6pkScCvottdWclSnXOeQHh70aPYO08uw5a5URNGFnpJ1o1H09wzB6t3c5bu0VVqthOxDsjffSA+notXQLgm2/kW3d9w/A1r5AdmGXzBx9yYCAUK4g/2J++kpAtULMPOAbUb6YZL/GJ03PQKQ6uKKV8MGu6zuP7kYVpXm4f4BdGwbe38IQEYMXuovYDd5r7rH9zq+4bmJPBwba6v1nusgSCs+DBDxj+ThR3zvGUKS4ujT8Nr+fHG6oy6sUksoO08RNI7V6p4Sv0kiUtEhImV85FkggK1NADvmUA7GL3Sh6EnZRY0/SWBafb9p8cFVt9V+NJjAjIB9/8ViUNwkbAV3QVD6u8wBVLDtHN5xPfbhKBkRKgUXpF/GHf1KjBxIYNkaowPomRa+kSBN/8tbU4upo3VjzF2eCTjOoIZx1u/yQiWmOMr2FTxX4OFd907v4Fj/KtLTPZLnIoGpJDHo2F4an80nF3y9VMn2ijj/csrz5LzOy7bEEgUU0XUOWWwqpV3rpq+l0KQxz3VgyhiJ1r1+aNZs3cD996JV3TUxk52lO8hBARFfKOa9LVodHcrjV5ZXhzVIu2DIVodtgKKihoCHzTq4yX9mJd+Xtwd1emF3xlOm2rNnkhpXm4xqxoZCVQC7+cX5dx5PWMU0c7hhZJFLFPWVIgbBR8RUf5SmzoYCElKIOYll8Sd+VUc6/e/LALmRYLc2rVsuURH/OV3lLPtbS8C4Xf34S0ZT1mqZG+iw+WPcTO2IN8UITFUHKD9RW61DOzvW3VpyEvQ8r2/7MIZSSfcdDhnCFqaSdT1a+D0R5n4o7xzo83eu/+9mM0mt4Lof6U6kdSBck0ORMB7+ivetHz2mvZGO3mZBuQS/WbP2bag3FEnHV3Mt0GtjKLHosXul3mjHvqMHaYVKjWJhVYR5wP19zaZnHdSj5GJc3I3We5EfAtA2AXtm5AyggFRcOdki/b6bnvgRGQ5uXG198g7Av4yp+0fOm7+rqzhJwmtvXnxCbPICDUeLSk/6xfOLLQ8wmjljBrnQrWliPtUi8919LV8+LkfTyA67VPhXOHeX/pQ6RW38E3Dhkp8i0gZ1FPsa965yraPiDN7g92rP+xg4aM4lOnAgpyo2JC7Lqv6hbr/+aia8mQVB1PMmEw1300EPmQkPq/UgfYNNlUD+YI8aF22RQdzX3XuqdeCa+9jmkz11Fjt7vnXnwCEnRl7Bp4cr/6fPBQY00KB9iCrVKJ5PxUpbsij6TG3WnVKPiWAbBrAF6poLjzr2t6YHxppAV888f3Fwj7Ar6im9CweTNgQPgJGw1fTKsvsQQZ+yP2xc56+qYFBzO9bl0b17RHrlxvg2q9lhZConsAl/cf3ibR87tE7wr9oD2FKjI7nTErh7Ok7gr+rVA4jjDwCvj585sg7B+oMQAUhzTO2TzAVwwoUETAV0oolrZruymT+7Hvci+5UlN70+vdR0kMO0m9JySEx0RZ2An+FJjQLmObNmVGHfc5wyOPzqfrb+6ueaWqkYCvMbapDx9oxMcDGmhSVspIVmcZwT5WUtI0WZFG8vEpty6eCDp9Ad8yAC5i8EakVldhl5HNMqOPHvD1Fwj7Cr4SpPCgkJBoNEhg5BHi235CdIv5Nn9xaZajoaE2woK5NWuSbdEWMOJyPVqupSUKSkBYQ5ZUZUajYuEgw3WYT1ixJG9b0F48W/aryABrDg9sfJ2/E+dw1IGESDKV5PrUnxI3CSo4UCvn8P/snQecFPX5/9+7e73vHccVjuOO3juCiAp2sIK9lxhNMdUk/pWYmFjSfkaTWGJXxEYVFbEEAbEhVQFRpPd2vdf9v56Z3bu9uy0zu7N7ezDP67WvK/vtM7ufedrnieYPvMxeWoFCvhADq/UTupW/fd99bLzgHZ8TWOdcwZ1//x32vivpeYWEYhkoL90I+7UTzNRbrUybOtVr0ZJLD2zh7i+8FTGQer4vC6t8QBt49JfDmH2dZEP7lwSK6KEEW0mKU3hFgg8lTM5X1eElXMurSlhd4BJpD5OB78SAnoNZ8zMHGJwdr21hgYCva+RJVe9xY/PfiEsOzqQbLPjKegLNIY2x7yPztCdJGfK+tgPrxFYHExKUOsTv5ucH6P0CtJilRTEVZ3qbuPi2GxfwTWOh8s8SLtUIwmsB93OWrxsxYbZ+iU/b/1/2Zz9LvZs/WsgKpYZwKCX/J5AolfucIuArICxgLCKJMBLyFGSsuqFb+OymF1l+x2M+x7S/dSE//vMfyZz8GN0mtvJyB72Qxih4WAowaEvfkfkk4v93Ezx79gsqKnh5xVLi671pv28C3wS07L/eNZJ5l0sSln+xs50sNnZKsFXbR9KOaz1CD17kbjYaEB1hArDb+Q5kzUcWlU87rBIM+LoWmrWkmjPWfsCoS+eTM0h/CS4jwFe+In/qhRVG64HGdv+e7pMfJ6nvJ1q7dFq7HcnJCo3filx/VWF8LNGfWVoUbYnxGdVxDHfwdb3rH4QlJexV6EDZJ0grENs60cCaJ7HEt6YEyfUVE7AGpTzgaxJ1TPUHy0+XLOIHzFOiClQRF7XBSTwBr1c6fjdlGfP/8VufYxR8eDbX3P0Xel33QxLy1wc1X5vOYk15WR932S8mTvTIBJfY0MDLy5aRXykmZk+yHPhM99oboyzcf+8YFp8vAQ7+xEEWm0hHrboUbukv1apanDJtZ68imbe5mQ+4igbNNj7fOzAB2Hk+A1mVYcEmdhXtj5IG3B1GgK9rGfb5kP0XyB2ymdGXzWPgWf8jJt4/MbkR4CtrEO3ID6W75hOL7/G1AsQJvURbi2zZbLcrQPxldzfHqd4l+zNLnwZMah3UE/i63vUOwqVSMBbwVVJyItBK6N+z+S8kWee3TCypGOIP1upi0HsM0j5hNfRqxVuasSoBWTvdiOOEIlo/63Egq/Hf51jvHTw9xzdpdd+Vk7jyN/+g/68nY4020KT6+ckqC5tGETfK+VOneixM8se1a7lwtzcP3DrgPY2ztDarjbMx84FxrJjs/yHVRj09+JJEOidd8WRnNaP2m5QY74+4jIX8kDLFZWOcmADcAsBrbrSo305hEyPBtz0Iy99xKeUMO38xIy9ZSGYfzyVojAJfuZHkO9Powu6JhavIPP1x4nMDM3uF7WJK5dPMTB4fMpiN6QF+SP2ZpSUa5GzIsbaanb3tryMIy4OYBM4UazgS0TFFD4jFQgO9+CHxbGrpJzryVA2jBNMk80no5sbHcYh8ZvKqkqIkIvFpQryonTE4mNX47tsU3cA/PplEs817IYBea8Zy6/0/peBGsSEYKHMvh++1+VRl1hf79+exoUM7LODyHTu4a4NaqKOjSF1doS7VV+igMjGK3zx8MmvGOuto+9i2BFlJGcHOCLYSjUsUB0nDby9bGMNs7mQPohsbLyYAO890EGuEmVa+dcIioQBf18JdmrD7RvJHr2P0ZXPpP3kFUcJwAxgFvq55RCORp8hQUBgm919O5uTHjU3fCNGVXpmdrWjE21IlfjgA8WGWzrnyQdL6qD5ff9IKwvIML4V4NdYBVAYWQ7MEZ6USxREKuZEojrZMKR8U7Rmc/lbq4f1mKLgV4r9ufW8x1/M6rfmu4ahhrHXl/10wg+J87wXgczcN4ddPnk3WmY9qHVJbu0d+CTXaS/ZdfvbZ7GzH9ta7vJxZy5YR1+QJYOWBTR7c/FvS3BdclhrDHY+dwpZB/ileReMVzVc04HCLkL9d7iHN7ii5vMKvWetmDQrF2kwAdp7qINa84cBxoQVLKLMtlNlCCb6+QFjeS7CXMOKiRVQczWTTu+eH4p5SIgfly9H4Z0YHqcMXk3nqf4lODSwKMyQb9jLoez178uTgwexPDJDQsZ1ZOmfqg6SN0ga+riWpICxJYW6RTZoPofXrKZ6NiiZsQY1UF81TTNH+v141T9ahoeQFiz9Y8oRdcj/PstWpq4h7XNYQhOE/8MW16znnkV+x7dSVXsfL3N6HP83JJ9nI0p1FGfDU7Zr38FVGBj84/fQ27ZPE7/vRR/SsqvIwjvxPwNftAmiYrSgjjh8/OYkdvf3n0aWzje5KsFVgZB4aluP9mgDiOHB/TK4mmXe4kfe4moYw2FdMAHa7PAP4JBliz7VivdSBY6ql7bUJ5lq39A0H+PoDYUM2omEQMcRKduIwazM2Ma8aJBZbPWmjFtBt4gtEJUUoSbBzr40WCwsLC3l+wADfJd+8nY3TLJ0V/yXpw1t9sVqPspg+HMYH3aDfgcRAJ1FgI0jnVbJo5Y0U4LspxEETycsgzy2+STSTmbxGjZOlWjyLsobOlqW/fJRV1832uoy0/bk8srTO2Pv1qxGwWPtD9P2jR7OooKDNGv+8Zg3T9njS3OVBS4pM6Ks0dDgrXqnluyffjVjcw6kIlaQAbzrCphV+kbQ6caO4uzAkp3c+t1MW0jDDtns1AdjLte/L97E2yqdYab7MgeVCiwEP2uEEX9mWv7qr4bjtR05fwLQfPQWvXwXzL4Vy/0/FWtdljanGPvYNMsbPxhYfGCmA1rmCbVdjszG3Tx9m9evnNf/S1xxCPC9UfKl4N3O2719FJnuZhMMQ6gopWXc67YO/wkERmfUIpLsVHJIo1Jf5Tct2w5Ee5e/6b7h4Ee/ee7/XZvkHk3nw8+DSBDsM/s4F8LU2R4AQyEjub2V0K9n3ldu389uvvJUOXSwVo/1tu837+3skKprvgVzfFh8bdeSxioQgShfqWli7xhLLKDGNLvmW0Yqfd7cSXx9eMQFY03k7LIP5clIzNuEiuMSiVhTTJScs+M50q7wuvs2Fl8Cr14LULzVIBHzTT3qF9HGvI6AcyVIRHc2rffsqLETuX4Za1yxfWtlsIBbf1If1JLKLyTQZakYbjJUpFHA7sWxrWbKkBIXyq0uqJRXcBHFu1e7+wpN84+Rbk7AsyQ32rXNpPeHA2u0duYGXn21l7Wo/TP1m/QAAIABJREFUyqk7bdy2Xl8Qk9+ViPlZzNAaZEnPntw7rpWfrl9ZGS8uX06sR7+vmNK9m9M9Tbc7P0nRfI9k+fbgqcFWwmzlyeStYSNBNJFHD6Fad1XtPkaOQqSxGu+UnEFMp6mrCcCajqlto8GsHgWWS5pVMPb7CGqCb7tDboiGD86Gl2+AbcYlk0QlFpEx8UXso+ZjiQp/QIeeW6k4NpZZ/fszt3dv6ryVg/M6oAPxnXXjW4Qnt700EaOAb31IICmTaE6jgDuIQq1nKyFAEtsbYMiZpmOL3uf0BztTVIvIVqKiq5x8neFg6vK10Gp7CY9+KCSsnuWW9TDFQPpnqhPg0V9qOjtpdPupp7I2U33oTa6vZ/ayZfTw6PeVqDffrF7tJxVfr2i+4vv1JUkcIpfVHu9ZzRsJsKEQt4i/N0tJwktSqm29xzUtUfUBDht0NxOAgzzCQazvB82XQPN0sEgQcBsxwdfPAX96CgiV3rrRQV6J1u7RKYfodurTpA1/GyzhD+7Qs5Ej8fE8O3Cg4ptrsuj7OHoyS4u5eQ+TqMY4C0PH/SSTSAH5/KnlLeHQEjoI4zz9HWdNfQdy3ar4fcQMXuCeloauYvd6zt/Ito8sPZOaVM+ukIf+Bz391GvQtRZJPZIUJA2yLzGRS85trdj04Jdfcu6+fR56HgDEj62dEvabwXZ+9p9TkKhnXyJVjMSF0hkioCvgKyC8gosVUpfSMPp5fe1Z3ye+M06vC805gHW5FpokklqscqcfvIcYf1WNjNxexPh83c3OWje4cSjMulEXqYC/oWMydilkHoZGnvqbNMD39yYl8cTgwXyY54t91vPg7mbpQwynJCwUFdFkUEJ3PmhZVFsKjwAPwk83IZqRNDuXPMyjbHAylIgGLqZot5LGoVmEl1FnPX8L+4a75U052yU0wH/lWdDI1Qj5hpBwaJCnBg3imUFqcdCrt23jzq87rlGNdJaIZ+2m4dXjMvnN/02gKtH7iUuwVRZfYcdI9V/Dpp1NxNwsZuedjFT8vFJlK5LE0HsikjbW2Wuxfrr6+eZYi8FZ99531aXB131be/LhlWvhnfOhzrdJS+s1jsvZQvfTHyextxQfiGzZmpqq5BB/mq238J5DYRCqUoxs4ZMefEWKWyTrNUDbOFtj12KtVk3RMc5YtBIyFVN0hTMhKhwPAd529M4f/sTXFwmdQFsZfgh+q5/B0ffBCf2kpKlpkAvPOw/hLx9QWsoLy5cT09ye51kPSYs64bIpufz+gXHUxXovXi0Wmjy+IF4T+YuGjehsIoFWg8jmNX7BKqVGW+SJCcChuCarVz+FxSIP42GRSADf4Ze8yQW/f8C4/RalwxtXqnVOy4zxLibkr1PIPBLy9EV3Grcp7SNJzqYA8bpuoWRe1r4eby2tNFDIshYGIwmEktzcUAZExeyEwhvA6uSG+JSp/Bc1Alng4Ach5qv2dhaf3/gSy372nw5vX/YNXPxt8GfdMkKjDf55J0ghBj8i9Kg/mTSJ1Pp6Jd83t7p9kKKAsbBcaS8C984F+dz/+9E0RXl3OMRQoZQRjPZJe+pv9YG9L8bwM0hkh+LnvZY6J3taYKOFrtfpLDLWKhK6pXahkU9A8C07bxOlD8xnEnuYzE56+onQ1XU1qxLhTYmcvgYOG6PdJfX5VAHiuCy3sFpdiwpf4y+6d1eAeIs9lJQXwe1HIlsLWNYSXCMasGjCoRT7HMj+e+sMj/GXFi1HjPg3hHJyL2NvPX0F8x6+s8O796yEQa0kYsGvbF8P1V2jQe456SQ+yMvjr6tWcdZ+Tzm9UhVLO9/63Mt787e7PJE2ti4mmf3ksK5Tgq0kyTGXC1nOTxDrSCRKfzZwHQ9TyBYTgA29QCco+B544K02xziAY5zJDsZykGid/LFer4c87f/vLHjpBvjeGI6tlEEfknn6E8SkS4WgyJZlubkKEO9qRyMYKauWL13J7XSJ8C1J5nAopcfvIcVZH6CMdIWgw0WWL34/48L6tO2iqGAXT82Tso6tYmuGp96GWCMzkL6YAB/5T52RlLep06Zx6Y4d/GrjRg+bELu4VDjSJi9f349//cKVxOO5Twbf0Z3N2gY0vNVwyriTAwwxfGQjBszgEFfzL8bzYctwpgnaiJOVMUzw7XCSydRxGruZwi6y8FbiLIALIMEnEjm9xoDqtNYm7CPeJGPSc0Qnd04VFq0n0Gyx8E5+PhJUczhBO/+v1vGDbZfJN0pqlIh8sYgWqr1MvP7ZbeWqPzhagnelGAZT+Bf/UH6X05FiDQGSgOpfjJQqiGpUizJEtUYR9y6BPy0LaDjvnQTkt/p/CJ1fWMibwsK2fDnRHfy+UrJUO63pM7cO5KkfSbKXZ7HQpOSnp+kwZRt1Kg1kUczPKVYY2yJP4qliGrOYyivEUttmgSYAG3G9TPD1e4pDOcJZ7GAkB7EZxfu6eYiqES87AxzB3cqWqFrsY+aRMeElohLV/NZIlXqrlfm9eyuVbYrijAlUM2qvQrKQxGFlODEHij84lI8KcVug4BawONOhn+aPrORCZX7R1dTfwieiAYsm7JJztsP1Rocc/OsXIK4ZP/LLiROVCkc5Hfy+cn1eBo3FDx67Ywgv3uSdaiWKGnryOXE6OaP9rd/f+80kUMT1FHMdzYScwt/fcjy+fyrvcDmPY3crZOLeMLhvrYCWdJx1Cjf4LqQp50El1qTTRHy+7c3OWheTRi1T2MlkdpGus8KK1zn25cEr18DbF0JtcB9Ea2wl6eNeI/2kV7HFGUwdqPWQNLariorijT59mN2vH+UxoazQq3FBShBUnRKU5Qq+ET2trVFW+1haW2bMgu7/VltXkqqYooudJRpCHZXdfo1zH76T709f0fLvn62Ck/TRKfvednE6/PdHfo9me0oKe5KSmHLAaR5o6SHJyJJupO3e/r87h/P61d7JcmIpU8oIRhv1Wfa7M7VBGdM4wh00RkQpjo6L7sfXip+3tx9zvAnAGi+4x2ZhBl8cjqf7jmv6bTTWqWCVXGOxuRhHrqzhLIIBX/fhrTgYySHFVzzcqTFpmN7Pl5Md5lwJYqIrDa4ysS2hhIwJL2MfMwdrdFuzUdDrNHiAspgYBYQFjIXzt7NFaDILWI7VSehwFiCc0aGUnr+CJCd74teczD9Qo5EldE1M0eE6lY9+/m++uGFWy1b/tQTS9VXy831MG4epD5p+RGIFCirag6zcxwK+/guYNFst/OXuUSyc7j2pLIW95LC+5Tr7W5MR79cwjMPcSQ0daxobMX6wY6RzmKv4NycjwW3eJaYCum82ODc82MV3qf6dAL6MG9em9tggVj8LFsm6CIsYBb7tF9udKkUjPp1dpFAX/F6Epm/RxapWfCgnqPGiko7S7ZTnSRu5EItNO0NQUJMG2PlYXBwvDhiA+P4arKHkpPK/QPEF5jijawX8JGbXmBh2z3Pbip3+YKcb/0XuYqlS6RVOdb78rzr4Fl9d9BaL//BnZaDMKvin7+9h/RO+Ow02+I5CFu43iRewOdxZ4OT3ueDG4e1t8voYK3/801g+PNs7KUw3tpCJ+JHDIw105yh3KJpvJEoc1UzjZaYxm1gf1oCoGsjcAqm7VZI+UwMO5GpGAPgOZvVTDsKXaxwq8HU//iiaGcMBRSseZESllCYbLD1TDdj6LrhyATFp++h2+n9JHeIMuw3kvglTHyFdkECtxfn5OHTSWxq5RCk3l8H3ypBijxB/cCg91gkboJeouw6V71dM0UK4Lw8AUiYh3cjNeRlr34ivmPWc+kx88l74yWqDJ336h3AskPSa/2mqCV0dH8X/+9t4Ppvo+XFJrBrZrCeV8GQOiG+3iOso5nrE5xuJcgrvcgWPkY73IE5bHWRsBfsOsLpFxJsArPeKmuCr98R0t09bMJJhrw9k5CULGXbBYuJTDCDR/WK8mjv5ZXDG0Nju2xRWraR++qrF6D4EAzrsSE7miSFDWJ4rVXPDL1JkPZ+PlVAZEalackGIl9HtGch8Sp1kC2N4CPWPXsC1IZ5bhq9JLeWRpWJ0h5s2wJk7DJy0Ng7++esABvwSEAD2LRXJ0fzi0Yl8PcJzhSU12Ooz4ghP6c8yzuUIP6cxpLYTf6fi/f2+bORa/on89CbWBkjfpr5sHeummBqwruM3wVfXcQXSWMA356FWM1N0fA0Dz1zKmMvmkTvUADL3LYNUjVjyKKXYfYAS32OjwjOd0GtNgCOEr9tmu10B4lXdu4dvUudMQkcoJB2uIJ1w5Of2ug0S1qkLeIVfK1VvRKR0/YgwnIBURZLqSA8shV5GYpVUDpsjZQX0iFggxPTsW0rssfz4iUls6+eZdU4inAV85XqGWmoY4vTz+i00F+qleBzfzhGu5DFE8/UmlmZV2834DqJ8eNVMDVjrJTTBV+tJBdyuPfi2Hyh70BZGz1jAoHM+IDZRO2m8xwXtz1XZtd66GGoCj5xOLPhSYdWKz+0s8gHtx72mWzcFiL/O0FZDVvvIvlvGUUIBKxBifonVFlN0KM3BUUdUf3BUMdSSoHBFHyFPyQkWC3WoDZlSF/jY0A1KAQarkcW4lk+Gz4TtWqsccwZd+Y6rOJoZp9Ty3VUg9YI6Siq7lRxfq1GkOl6W30gmR/gpZSG3k2g9v7btxLcrPl7x9YrP15uk7oHMbyBaQ2lyE4C1XAsTfLWcUlBt/IGv++CxSZUMnfYuo6YvpHs/1ccYsJTY1bJucy6H0sDpHpP7r1CAOLabkTbHgHfls+PK7GwFiL9PNYZjW8sq7WwnGzUhVtitpUpJKKsWJX0GPX+urmwbw/gTzyv0IKOAqVoWHESbxffeT/OERfzu0yAG8dR19nUgxUo0iURAS8Szb/fNwZwEBXz35XnOK3YnV9E0bQCNmolTcnklp7c5rNQp2hcrUc0S3SxRzt4k6aAa2Ryrw2NmArC/a3Aigu/UTRy4vy29pL9jCuZ9PeDbfp68EV8x5vK5DJiyjKjYICKoq+PhrYvg1WvhQKA+Uwepw94l87T/Ep16MJgjCUvf9/PyeHLwYPYlhbJ0QutWRIuyoz6gjHHm0IVyo93/AxmCQcAb3ME73KT8LnWLtdURCmx1q66bTeo5jzLdyAIMElAo/t8GLY8t9YCkQvlmdtubl6iA76GcjjYBKbIhfM4pGJnE3PE8yzmbI/yCBvRW/wrs2ujtJXm8ks8reb3eJOEYdN8E8cX6Rl+2frrpA/Z5ZCcg+JZf/DX7731H350UROtgwNd92vi0UkZc+DYjpy8kPd9Zqy6QdYlfeOkZasCW+IsDEIutgbRRC+g28QWiksQMGLnSaLEodIXPDRjA0fjATfFadih0hWKKdjEmXQwhZe21NEKvWyD+G+F8iuVeZnOAQsQAL1HRoWKz+f7UlfS59FcMMZLZVB4KX1QfIPyLUEz6ThESc/OPnjyVY5kd49KFREUYzWI1knX4X0/HFrUM4pCSz+s7pSqQsY3oI8xVwmAlTFbeJK4UMjdDknel2GtfAd/nl8w0AdjrCZ2A4Ft33mp2PNBKFG7EjexrDKPAt/0cBSd9qWjF/U5didWNl1f3fiRiWqguV03Q3VU6WGOqsY+dQ8b4l7HFGxmNE9ByfHaqtdmY27s3s/r3pyQ21vgJnCPKl7sEZUU5i8SJPzg4yhTfSxWe6MLrwVYGuxjAfcyiCRuhLBZR0msno2+8nDgj08blXpRiJH5FiKc/99nq+36p/OSJSUjgVXuR2r1SwzdUwVaNdOMoP6YUefyKPBGu5vOYzfm8jHA4e5KYStXHm7IvsPW7wPfgPe+aAOzxCE3wDezOat9r4XRILYO8fZC7H5Jab+hQga/7EhIzihh1yUJGTn+TlOxDge9JcoglclpyisUUqFNsceWkj3+F9LGvY40NMnhM59x6m0sFndf69uXVvn2pjNZi7tQ7gwRBHSWfT5A0JTE8CkmH/lPVPm/KB9DjHrX9Am5nIT9U/M8SkBUK8I/N3Uzvm7SVC9S8iwUz4NuBfppLWUHfzB8bRmbwq0cmIilH7SWNnYqfXoLljBbVz3sNRdxAc0irRQe+cqlSJNWKpGqRJ4mqhW7fQtpOlUQjEHEH39IZG0wA7nCIJvgGcl917FMfo/qs3FN97CXQYz8xTdX0eOwkJVgh0BtZzyItlmb6TPpUSWXqM/HTwOlnDuaokdPCsiVsWzolKrGIjJNfwj56HpYo8dNFrogWLNqwaMWiHRstGWylO2pamdgX/BfXC24FWf+A9DegiSj+wCz20J9C4OrghvXYW+hLs891K1ZsxBz//jlU+vLV7wZeEw4sr7N9eko2/++vJ1ET35GYU66FXJNQSAVncphfKl7lSJQ8vuNm/oHU6fUktnpI3wrpQqIRhFWjPfjKXGYQlvuJm+Br3Odjdy94xTf1gdzMErigvIrUn56S1Y1bFKTmHlC04hGXLCIxXWfUhGshwjM99zI1J7NEf0JNdMphup36NKnD30YeDiJZjsTHK/7hNwsLaLIEnjftaY+5rG5hVJLsVu+U/8GfkKUWCm+A2B2wn96KP7iBGMUQanT12B6X3EPK4A+CX7RrhJI0ePInPsaT3NwnhQbEa5v3z8njvvvG0hDT9hraqCeXNSR50fqC2UQtA5V83mol9jwSpZKJzObHPOtxcfL9ZN8OGd+DgHAw4gl8TQA2wTdAn68kcogNxgct46enwArxtOkT0YrdATlWW9EWfZOIyTO6gX6nrWDM5fPoNTZAMo2aOHhbIqevAanIpFNiMnbRffITJA/4SGfP8Dffm5jIk0OG8EGe/n16W61E2haynBgqlOQTSU0KZWWRmD2qP9haBW9xM3P5qWIMFVO0keFnfX96AdGpQbg82h/YpqFqhL5X+QT42Ou7C6YX8te7RyIFFtwlmiry+ZQYI2t1A6qf93ZKmR7+G1XTjEJJ9SVTeI1b+KJDD3kmFjNzNyHRMIB3xBv4mgDsOnpT89V026qNBHxdT7RCN+QFhN+4Erb30TGu56by5OkOyPElwZmBPM2SUbBLySkedsE7xIvPWq9ILWJh1pKArW/061Nx2VsUIE7s7Tt4Ru+yQtF+a2qqkkP8SbYxaSMCAlK+UDQxSQ26LsRmubQFkPOQPD5a+BMvsJ2hhqZERaccou8dBhNuLpkK631pkaL9eq5h/drVfXn4zo6MUgkcowerlGA4o8RBLEVcTRE30oxnUg+j5gp8HMkNW8oUNnAL6zsMI4FVEtkcY1Cohi/wNQFYTsAEXx33sjv4urp5AeFHfhUUw5S3RYnPOLZMBeUEp9k62qAPS3RcLQPO+EiJoO4xzDu/q88DWzNWDdj6/GQd56o2TchfR+bpT5DQ07MvSveAIezwVUYGTwwezNrMQAoDtF1YEgeVgu4ik4DTQrhuGTrnfkhbBIfJUwo21BGvBIL1MGDelEEf0GO6M+LLgPGUIZ69FY54oxGVlLvZHmd64aYBPH5HxwdCIUXJYqOhwVYVTFbMzZHq50UxsQsf9h6lHnl78E06pAJvXADP394usz/wNQHYBF8dXxGewNcLCB/rBk/fpmPs4JpKiS+XL1lAWfLzgnWtZg34jlEzFjDkvPcCo73c2k/NJZbUkUZ91WiT+nxK5uQniMv6LriDCUPvL7p3VzTib+yBs4jJMt3L24kWrJXvKZAtWitVqsqYfbCEa3mVXynVZX0ZebXOk33O35XUM8OkLlYNZhQri0cRwpyOHOn//dFgnr21fdS0QwHedA0lCbWuv5b+Tj+vUKtEolQCUjhF1Xbbg6/Engh7lZBpGClawPfEBmATfHXcb77A1wMIfzUCFgv1feeIpUkFYXctOVBfjtBeCgiPmr6ArAEBRIkezlJ9xG9eAlWe6f68nVLKoP8pGnFMehDEImG6BMtycxUg3pkcuOkxj89J5qBivJT8YH2npW+jsdug4Eaw1sEDPM1RRvMjfUN4bF14y3XEZRtIgbWjN7x+lZeVifn4PwjNiLs8+sthzL6uX5v/iYm/B1+S6IcdS+sRNJLBMX5ICZeG2GmgdUXt20m4slSBEsuKamZ3B1+xognwiuZrtGgF3xMXgE3w1XHPaQHfdiAs4CsgHEEiZmp3QJYPoN4UqB7//jljJn6GVBbWnSFblgrzLoU3roJiHZHT1ibSRiyi26RniU42klrJ+IsjYXnv9Oql1CI+lKA/TUtAQkg6YqhCogeuNH6JbUZMfw2yHoaj5HIvr3IHSUHlIwvxSv9fT8HiXvA12D2sOA0+FcO8JxF6xLZMTX+7ayRzL+/dprEEWQmzlZxrsOIghmLFz3sTTRHr55UHZSEUarUnu8BXCiSIqTk1ROWM9YDviQnAJvjq+AzqAd9WELY9mUdTSfhL3+nYmJLPF1eipj8lOFOhfKYa3PMgzBCKPzViVsJahERPd10hqen6zvkq57RmYn2wRNVhHzOXjAmziEoMMH1KzwEF0bbeamV+YSEvDhhAUVxHqkNfQ0tEtARlSeH3KVLUPoh1aOna4y5IWSpf11cQx++UQhGBilTGyr/GV7pQACO/cg3sLvDSUfieVTqmxigL9987hsXntzXei8Yrmq883AQrFZzm9PMa4S0PdjWe+gsnpPh5JSe6VQR8b6tdr5QGtAuJRogy//SC74kHwCb46rjrAwFfpP4b/FPHNBHUVFKe2qRAuaqauIFv++VKoXfxfonBTxddhaiLy6eoAVuSZqJRrLGVpI97jfSTXsUWF6IcLY1r8desOiqK1/v04ZV+/SiLkUKE2iSVPUpuqmSsSnBUKOkbbKWqPzj6EHzN40QzXtsiPbTqNukZMk97KuD+HToKic3DUoDB09kVAepctXE2fv/AOJZPbltERHy93ZVgqwBpm5wLqqOvwttczTjj9mboSKLZi5/XWQTabeyz6nfym23rSd9mfPaE+xYCAd8TC4BN8NVxywcIvjLDdqX0zHEhohHnnfEgCaepmq8vEX+laMTy0l3kb+1oNWBLcqc1ii2hlIzxs7CPnYs12jsBg8bhQtpMwHd2v3680acPAspaxMXMJGcp/mAj83Tbzx+/CXr9ABqbstjJqzTpv4LKkPlX3UFi7455pVr267GNMK+9INnRnmQ58BmViVH85v9OZs241mh0oZIU4E1XPoyBSyPpTj/vZRHs513t9PN2TNi96MBOZq5bHzSJhr8TFPB9aclMhNu5aIa+DIYTgwnLBF9/95Db+0GAr4yyAjC6DqqO1RvZNGfqg6SN8g++7ecU/6VoxfJT1wdsW1+YdQN8cDY0avMyRyUdpdspz5M2ciEWWxA8eUYenJexxBz9Qv/+LOjdGzFT+xYHvViJ5KsOBi4J8foyXoDuj6MUCTjIvfpnszQz4NdTjOX6lpS2D87xsBbRaP9DWWo9dzx2ClsGtUag26gjj1XKuQUqDqIp5iqKuJmmkFKjBLpC6Sd1wMXPW+pxkOk7dzJzfcc832Bm9NT3wPrpfL1kJu/d8y6f6ARfGU/X94PRiw/LeCb46jjmIMFXZnoVKTvT5SVQ8HXfuLA6CX2CaMW6InqPZDojp6f74f9tnS06bb9Shzh16JKIP/tD8fE8NXgw7+Tn47B4/wqSijwSlBVNDQJDY0O8s/yfQuIq8ao+TIVSL0m7xHXfSuGt12jvoKWlFDPxWBJzO0UZi/jxk5PY0buVO8yIYKtKJil+XpUWJRJFAhHFz+v9SyZc4Fu6fjoHl8zk+XveZVkA4Hv8A/AJCb5r2fGA74oonj9WBoCvBDeI/zf4eI9O/eQbAb7uGxBdT3zEohV7C6fxuOHyFJh/qZqGUqQt3Cs2c5vCqpXUzzs1YacertvkkrIkqUuSwuRNpHZwL1YQSxNSDTd42g/vu486plJVcrQbOxRTtPZodfvo+WSf9xdjj/axO0DugXZyOGsJP34ykz35rcUZhMxE/OY2hGZRv9TRRwHeKk7S3zksPcTPK5Sb4uf17tPuSuB7fAPwCQm+X7HjgcUBfBwMAF+ZVYIQnwtg+gjqYjT4tt+afKWLVixR1Jr9mkLG8O40mH2tj4jYtjPF99io5BAnFoiPLLJFSDyEVeuLrCyPC7Wzg2w2KHAoHtHQVSuGhDXQ60dQzrns50HNB5d78e9JHeKDG13zSM6Gkrb2+E879KqNq+fq175hb8/W6HL3ylJ6p2nEzjFupYTLpYK13u5haN8kdIWKv1uN8PQu4QTfnct/y0t3vc8nFwTImOfcxvFpgjbBV8cHwyDwlRl9UEPrWFCnNQ01+LpvTEKR8r85i8mxR8nu85X2PUuBC4mc/rojv6+nQSQ1Rli14nM7siVpnzQ8Ldd266ZoxEJz2V6y+EoJKpKHF7ljQymZT0K356Rq0gOUc56mqfr+5GLEDWCYbB4Mizp6vl+7qoSHfyNPuuI/bCKLr7GzU/e0DqIo5kqKuCXgoDPdk+rusM3p5/XMc+0+XKjBV6w1m+3prE/uyXrLMPb1OUqzLfh8puMPgE3w1XGbGwi+MusiYLOO6SOoaTjBV7bt8h/J7/ndtzJl1EImDl1CQqxQ52kQIeeX4g+fnKqhMST3W6EAcWxmcJGxmiYLspEUehAglsIPLpHIXjFFx1OCcKyFlOalGQpuheivBdpeU6r7+JKo5CP0+9m0IHfdrvv758LajvSO187exXcDaxH/eB5fEI/+nPBKTnH6eUNJ+BnMcRx1+nm1PVgYDb7lMTFsstvZlJ7OxvR0NtnTqYjRFhSpd9fHFwCb4Kvj+hsMvjKz96IsOtYV/qadCb7uu42PqWLCkPc5Y9QCCrTSGQpV4cvXw3vneskXdZ/BQerQd8k8/SmiUw+E/6B1ziilD58cPJi9SaqvM4oahaQjkVolNSk49mnfi5G84ILroabkNPb5SWxPHriUvBl36dydn+bP/QCExtRNvh1Qy3Wv7FLKN0oZwWiqdc1ZR6HTzztBV7/wNZb9iJ93rU8/r/t6ggXfJouFbampCuB+nZHBZrudXUGfb97yAAAgAElEQVTQqeo9q+MHgE3w1XHtQwC+EiMhEdDy8NqFJFLAt/2R9c3dyJlj5jFu4FJiozUUJT3aDV67BiRytsI3H7PF1kDaqAV0m/gCUUmBp6uE4zI3Wiy8WVjI8wMGcCQ+nniK6MXHZOFQgrK0ZRUHttLkFZB3Jxzk95T6SITKOvthhRzFMKmPUQk4HG19sg/feZh3rt5ELuuQWspapYk0jvEDirlCL12M1imCbCd+XqnJLX5e7TntgYDvsbg4VbO1p7MxI50taWnUaMxND3KTHrsfHwBsgq+OeyME4Os+u2CFuMLktQ9se5toatLFEaVjL8E1jVTwdd9VYlwZpw5fzOSRC+nRTYNJTsB3wQx47WqQqlQ+RAg87GPfIGP8bITYI5Kl1mZjbu/ezOrfH0vsHqWqj/AynR3iRXd/FNJmpyim6AY8B4kV3HQj8bkG+l52FqrXz03qYxxc/+47xKRpD/pxYKOEKzmm+HnTQnxSgQ4vLhHJ59VnStcCvpJr/l1amgK4X6enszk9nQMBcJQHujMt/bo+AJvgq+U6O9uEGHzbrWT6ggXc/Ze/si2lLxvTh7EhY6Tyc19Sno41h6ZpVwDf9jsflL+WM8fMZUz/FUTZ/GhAokW9d55qnpYvdB9iiysnffwrpI993VgiiRBcuoroaF7r25flfcuwRR9gBtC+6J6R01rqoeBmaPruJPbwRIeh5SFGKcBgJAnKylNBXk6pj2vgqT+8x5fnaAffSk52+nl1Jb4ZeXR+xhLLi+Tz7tA9pzfw3Z+YqJiQxZQsJuWtqWnU2yIxsrt1y10bgE3w1XHzhh18HTMfesjj/VUUm6EA8dcZw5XXlrRB1NlCmVzS9pi6Ivi67yAloZjTRy7isoHPYs1WS635lI9PVakuNwgliHeRIg8ZJ7+I5LRK8YdIltLYaJb0a+CzPnCtLQD6Tx2bi96v8kUfrfgdJYoZt1USeq2l17W36xhNQ1PRfp0PTSWZFfzzn3PZNUhb3bx6eim8zVVM1DBRZzQRP69Q5YmfV38UsQt8xWwsYNsaKGXXXfijM3bffs6uC8Am+Oq4f8ILvjgcTy8bN+7ORBhjg5OaYbwFxWLoMeyywRrNd2kD+Dp9OF9ljFDA+Uh8aKopdXXwdV30e9Y/yIydC6mcCCWXQ6XQSPt72JcSkZLC9PFpvoE45TCZk54hdcRbWEJVOkbH3euraUkcrBoEPQv9bz+YKVMXQ/YfE9mhmKJbiUOEBlTyrQ2TZgv8806oj2FPvyM8/OgcirNcVUG8zyL81eLnlQcESTGKNJGUqSTeoULReLX7ed33kVdZyUlHjyqguz0lBQmg6urSNXdggq+O+y784Mu4cR5VgjWQ44Bx1rag7LF2wcGEHAWIXYC8NbU/jdbgvliON/B1vwkasqD0EiidDo3+aurtLIDZ18GSacoXvTeJSd9N98mPkzzwIx33W+c0PToQjglpdAgl+68QO28Uu3mmZZaeV/6CpD4Gkp9L5PNzP+Cz8zbzwj1LqE3wTSun+nkvV8C3KaRx4YEfbDSb6Ml9xLKLEgo5pGRzH39ibbLqzg3uegBsgq+OOzdywNfbotfAQCuMa4YJTnAe7vBAdlRri+Mb+2C+ErN1uqoll8ZqDyw5nsHX/WwdNqg8DUougyp/lfUkSEtoLufPgIqOlIeuceOyvyVz8uMk9f5cx70X/qZ7JkFVaAwnymas1SpVZcnuX1LMdUqqTP9fn2FsWci1Y1jQK4GFt0l5Pd9SxXjFz1tHb39NO+l9KZn4PyxspQ8fKJzepRRwkNGdtJ7QTztlwSiWzdBeBKJrAbAJvjruoMgHX0+bWQZxyTBCTNYOJyhboL+ntruTerXRkren9PFI7n/cgO+6B5mxS3t1pvp8p1Z8ETT5elapSFLTlySN6ah3tuWEnusVIE7oqa/kmo6bNqimjXGw8wyQn6GSmF3Q6/p4dte8iiWznt4/vNKwqWqj4PkCO58P9838VE++ArxCqBGZIiZmsQpIapHq501jp0KicjyDr+zz57+bwd6+RzU9QEn7rgPAJvjq+Kx1TfD1tsHPIN0G48SfjPoSf3KHnJCqqEQnIKta8qaMoaRc+GhAJQV1HHabpu4MV4GO4anfPTrB132M5liomAKll0G1rzishmgQBiaJnN4uxRQ9S1Kfz8g8/XHisr8zcouGjFWVCXu0kYMFPJ99LqT+bQilIy8mZ9pDAY/j3rEoHh6eCHt9FJNW/bw3K6lFUjIw8kTAVvhohUxDJQmx0kQU1QppSJWXNK7I20fgK5r28gSu/tcZLLhtpSYQ7hoAbIKvjjvi+AJfbxtfBYWiJYs/2QnKYtdqU/Xv+ZmwbLqOowuyacjA1xlwFeTylO51/aDkEiibBs2++Do+maRSXa73bi4UBijxEcek7zFiaYaNcXQwHAtlbhKQey8kRqUTNUxf/qqnTe5Mg0dOhhKv1TmsFHOZUjRBT4Umww5U00CSoy75vJFN7KJpK0E06r+hJ/feKiW18AnCtkYrTVHNXUADNsFXx+1wYoCvpwNZBlGJMFS0YyuMf+YPXPPxRdoLDuk4ZI9NuwL4ui+8OQHKz4GSS6F2kI/dbxymRk4vn+y5kaWJtBFv0W3SM0SnSK3WzheHBXafBjXaKjgGtGBbORS+B9HBxQWyohfMGgn1XrhqpDyg6uf1bpEIaAOGdZIHEMnnlcIJpsTURvPU5F8T1aheUE+a8LilA6mwV/Pt6D0RDsAm+Oq4o8MMvqqN6SMcjlIsFnFaqT+bmkqxWkuU/9ts6v+bm0sZM6Yci8V7IU8dO/XXdPBqnnJYuM1fO6Pe72rg237fNUPUoK3Ss21Y4oQW0IPs7gWvXAuLzwcpj9hOJG/YPnoeGSe/hOQTd7Y0xKv+4KYQppfHlULBcgg0U2vuEHhrgOeTqifP6ecNsT094Aslfl6hjhQ/r5d7JuCxu3bHP19/M4Vbclo28fJvPuSDq9SyoC7N1/Vm5JqgTfDVcReGHXx1rM3Z1OFowmIRvkP1JWDtAm8BaBeIu8C7oUEFcAH05OQShgzxnY/hnOa4Ad8gfL76Lw4sKJjOvyb+jEnDVNrLvEwvDEVFGfD6lTD/Uijv6LC0xlaSPu510k96xdjo4AA2VZED+04OoKOOLunfQ5Z2gipl5OpoeHY0rO7RcaImUijiJoq5OkL9vPIMLX5eidLWVwxCx7F26aYXP3cKWXvT+XbMbr4buZfDPb0H1UUmAJvgq+MG7ALgq2M3PppWKyDtDtYuEHf+rz/njrdZio0LS/Wz7pBpvuEG38LpPDRqZpvdDsxfx5mj5zGm/3Kiozw8+1QmwpvT4dVr4EjH3B9bfCkZE17GPmYO1pjAiBeMuG0OD4PifkaM5H2MvM8h+aC2OY4lwD9OgQMd/O8WShQ/7w9pJF3bYGFvtcvp5+1iFVfCfk7aJ4w8ADbBV/vVU0qTH59J7ToOQWmaw4OkoT1FR+/47dsPXTSd9Jdm8n0GbEuHvSkgvsdgxcVwFew4WvuL5vvQ6Lbg6943JaGE00YsYsrIN+lu39dx2MYo+OBsmHUDbOuIdFFJR8mY+AL2UQuM5UvWuEEpKLRrMtRqTxnXOHJrM1sdFH4E0X6eM+Q+eXQClLVLk6pirNPPG+InBd07c3UQDU78vN8HPILZ0fMJGPCVYeDRmuCr4zDDDb7y4RPrsaQ/CHuS/PT2kvfDd2uFG3xrqqfTY/lMEisgoRzlp7UGDkbDIRuU1qhVGev8UUO2u9phB18Pmq+vG3BY7885a/Q8RvZdidXqgcf3s4lqwJaHQvLRaQfIPO1JUocu0XGPG9O0PlH1BzeHMHMnvggKVnhf79JCmD0CGt3uCaG0FN7mSk43ZqOGjyKlzcTPK/5L089r+PGG9VvS3+pN8PV3Qm7vhxt8hdlF7xenhIf6Amh/AO7rfXlPBfhwg28p0zmIqjFKQaJmW4eyrep1EleZZGQ4yzIqP4UYyIuEHXz9aL6+bkZ78hGmjFzI5JFvYk/2YI7cNEQt/rBsSgezQGzmdoXMI7nfxzru9+CbluXDgbHBj+NrhG7fQuY3HVu8PhQWu1HJNJHs5uf1TgUa2tX6Gt3l55V8Xin0bUqoTiB8aoqvHZyA4DuFnTTe9iFP36Y3b64rgG+oblf3caPJYQNphI8Mwh18ZSXnvg7XPgx18VCTqL5qnT9rElp/b/mfBWpKobYCahqgpg5qLXDz1ie4ZPfrWBWS+tAHii/Qqfl6u5pWaxOj+q5UfMXDen/RsdnenqqP+O0Lobat3TU+d5MCxIkFanRoOOTQSCgJMWtjr48hwfmRroqB/46FDdmtuyvhUo5xG42EMEcqqMPc7fTzRkZKWVBb6QKdOx+AT1DwvQWVL1QAWDsIm+Dr+kzlsF6htwuXlNKPg1zQxvx+8XMDuOzJvgYuoRkrVVipxqb8dH95+p/6vo3qdm3l/57LCRoFvu03nWXfp0RPnz7iLZIT2kV9FqfDG1fAvMuhrG3ktACwsGrF99hk4Dl6Hqo5SjVF1yeFbqqoGtUfXBylBlsdcs5VzWjFz1uLl7yj0C1J48jiXhI/71aN7c1mRpxA5wLwCQ6+rguoDYRN8O088PVMIH/Vv8/g/FkTjPgcGj6GhcYWMHcBeV1UM59njaI2GmqioMb5UziI2/+u/M/5f3e/pb+FSsS0RE6fOXouA/PbkdJXJcKii1Wt+JCbWggk9ftYYdUSE3UopS4Zdk0BAeNQydEieCMJymOhgRwO82sqmBKq6YIcV/y8UmRDLBGNQY7VtbvHNjVRZ/PCiGLg1qKoIY5yYikLY6RM+w2Y4NvmRH71SCMrT/XGJmOCbyv4riMNSYcIgzx4D/XWRLbfLcXDO8rNfzmPM+Yfv5VdXDtusIJXkPYA4gLcAvIZOdsZM34hA8YvJi6hovUAhSVo6VlqwNbWtnU2Uoe+S+Zp/0WCtkIlYoYWc3QoRGgpRI9sIMnNzxtCNpCgNiEPSOKLP/H8vMkNDQwpLmaY8/V9air/GSpEesaJlUYFZGMpJ875U3630ZrW1zkasAm+ba7ygukFPDRTvsglub19GTITfDsLfFk4Q5m65NJ1HLr7vQ6fzB///mImvjfEuE/s8TpSQjWc9T+4dD4M2dx2l59PUAO2Vkt9DVUstgbSRi5Eit1HJemNkdB2iAfGQVlPbW21tJKYcKma/KXcL0znGD+KYD+vcHcLb/NhLVvr8m2sDgd9y8sVwB1RXKz8LKxofSBcUFDAQ6MDf5C20EwMlQrQtgJuOdEaHmzCD8Am+HoBX9e/3UHYBN9W8A2jz/fBe3CBr2t+TyD8619dzqiVkZq7GaHfm4O/UYH47A9BgNkl3wxWNeKPJHJazdWxRtdgHzuHjPEvY0sQH6Vx0hQDO6dAQ5vyHYGNL7t4E9jMGMXcXBexft4yp34evsDFwE40uF4ZtbUMLSlhqFO7HVxSQkKjZ/O6XvB1Nx+3Am4FAsKBSHgB2ATfduBbyEMzPRFpCAhL9EY4STYCSTUK5JbT3yesAVcewNcbCM+87ToGrsvXvyGzByRXwLTFMP1N6OvmetnXwxk5fRHUqOWBbHHlpJ/0KunjXsMaa5y5VMg5hKTDifcBXRVhvZ5FD77jV1TipWBFQCMb2UkC8sTPK/r58eXnjWlupn9pqQK4w4uKGFJSQo8qbffIgsJCHhrl+TtWi/nYiCsUPgA2wdeP5mvE5Qx0DBN8lZPzAb6eQPj+626h4Nu2wUSBXoETut+o9XDZPJi8DGKd/rESO8y5AuZeDqUqjZUUeZBiD2mj52GN8hzlrfcci/rBkWEde9WQSBUpVJLqfKVQ5fa76//byKISiYTXybqid6EBt9/g9PNWBjxCJHXMqa5WNNvhTlPywNJSBIT1ipvm26CEflvYRLNjY65l3WUJHBupxXysd05P7cMDwCb4atR8jbikescwwVcr+LYH4f+b/mOy9tr1HrjZ3tsJpJXARW/D9IXQc6/aqjoBFl2kasUHc1UgTj5M5qnPkjp8ERZPjFxu49fY4imLSaE8JpWymFTKY1KUn66X/H2gRyrlUaltAFfKyHdtkfMTP++hLruN+MZGBpWWtgRKie82s1aitoOTA4kJb1503jnzaWIT9rot9FuiPM2Fu5CLxcHToQdgE3zbga8r4Cq4m8iY3pEMvuGNdm7v8/V3vuITvnfZAFKKDXAi+pvsBHtfSA9rx6+iduoSanvuobYqieoqO5UfzSB59zBsyVYqU6ChcA+2iUsoT2gLsgrgRqsgW2+LRKapUF7QcmApsCWUk4Rk7IKKCsWELKZkMSn3LSvD5jCWmMYBT497iNvbb6AzwPebcdweWgA2wdcE3wA+qpHi8/W39N9aHEQbUYHB30Rd7H35yhRDsugq7V+Sb1ydClUpUCU/U6Ha+Xul8++6FGhKVV/Nzt+b2xUw6GJHEoblihInbGTi5xWramRL+zQgAdyUek0VRwPeWKSBr2wkdABsgm878PUWcBXw/RREx0jWfDs32lnroYrH7/9pbdwF20mojoCnfK17AtJaWyuACpi6g6r83igA6gakrt+bE7rgYUT8kr8GlgOR6ef1lwYUjuONRPANHQCb4GtqvgF8qrqK5itbk/jcXwWwx3B1ES3UHTy9Aqm1VQN110rdtVBFG20Hps0hpHMM1xl1/XmkPKT4eTUWIw7ThvWkAYVjSZEKvqEBYBN8Tc03gE9VVwJf2Z4wGv80gH3q6eLSQl0aqFcQFS1VgDSprVlX0ULbgafLpNvyfykMHzo7mJ7tmm01n4D4eYX2w0PpJc1jGNdQfLcTjhzRnQZk3Aq8jxTJ4Gs8AJvga2q+AXyqcojsgCtPW+oO3Opnr+21UE1AaoHqRNWkW9de8/Ri1lXAVIA0UjNhArgnzC6eTkB8pOLnXRUxft7pO3cyc307zu8IuXiRDr7GArAJvib4BvDB64rg69KAhU7Yo3/Uaf6V8oSNHvygrgAjTz5S+R+h54MP4EqZXTr3BDY6/bxunNqduyBM8PV/ASTVSKKdvbU0xvhkgq9pdvZ/L3ZoERazc7MVKpPg0V/CWxcFsEpojvcSUOTBxOsOqo6unkoa0GmdyJ2EEMJoM8R+p583dMUpArliJvj6PzV/4GuMBmyCbxfQfMU+KWqVpCe4Xsbm1/m/Hdu20AW+Usy9Irnjq1z+l+L7PSmB50wVcsR29Im20ULdTbxumqvjREsl1XsxzfYtJ2BlO830MeBERNNdBoSmTrKNBuIoppE46pSIBu1igq//s9ICvsEDsAm+ba7E2jGZa29/6tQx/i9POFq4Uo3EUDqt3YQCvhLi4w7Irt/Fz+Tp//I/X++17+M2ZZMFW2UctopYrBVxpFccIbWipBU4y72AqICugGxDWwR0ROsAUjOXNBw3mzmH8wQS+BfV/CwITVg+Y+LjlZdRebEOpf6sAG4CxcrPWCoopZCDOvnmTfD1f6trBd/gANgE3zZXQnH489DtrF59HxbLH/1fplC28AW+gc1rrQFrBdicL9fvys9y9f+t7zuwVjiwKS8L1ioreFC4HbZWwgXRRJs9mXQ9aKVmLmlg19DsFfoTSOVeyrgQOCmAyaRUo0Q3B+fnjaKWeErcALcEKS7gLqUUcBB9JfhM8PV/SfWAb+AAbIKvZ/B1/Xft2vtwODoJhL2AbxPYKlWw1A6krW0tPsh1BEibk/VppQrgmrmk/j/RZosudQKZzOQo3UCJu9HKOiL+XcnnFX+vPpEyeHGUKoAbT5Hy018hAVPz1XfGWlvrBd/AANgEX9/g2wrCTTiCKXTW8bK30UI9AmkttoqtWMuTsVUUtgVaLRW6rNCU1FYr9RSxq2iq7tG9AqTGhPNpvdfNduYJROQJ5HI3B0nEwXjgbD9rFE1XGKwkwlmbRFNNPMUtLwFfPbVoTc1X2znrbRUI+OoHYBN8tYGvtFqzRnTGNnGwlqZWjbJFC/WikSom3XamXYvWUp4WFUhbSBfcwdLMJdX72TLbmyeg+QRyeIASyqglw5kpLtpwe5GvBvHxSk6vdz+vmI1V7bYVcMW8HKjUbjmZnYNydHU3zc7+jytQ8NUHwCb4KleiliiqieYISe8/xGkPNtFst0KaBUtaMxa7BYe9vtAysi7fcXqLv9QFpNX+L2b7Fs2JnlNgzFxS/Wdp9jBPINQn0J3/0MBXlNAbKASubjelsFeJn1fYrNpKDBVtTMmxlGHxFDwRwCaq9o0i8ZJnOHrbSo7dtlLTCCb4+j+mYMBXOwCfgOAbRyP9KKKKGAVwqxDjTwxNAdpalVxSTwFFZi6p/7vcbGGeQBc5gQxmEctCDjDOueIrQUlLEr5m8fMKf7MkBappQK3abQk2w6Ke2x5W6ZZpVGw+m55/PVV5QwsIm+Dr/4YLFny1AfAJCL6+jl5XLqkb4Jq5pP5vaLOFeQJd/QTSWEQGj7Cdc5xbSQfyyD66kpNXFrPzpGLK89Q0oHBI6frpHFwyU5kq8TB02wIJxb5BOFzgu3HHBOJjqyjM2YLNqs2/1hXoJfVcV9+hM8cx+LbkknohX/BGYm/WJdVze5ltzRM4sU4gmWXk8Vv2MYE4SpS826SGEv5+RSOLr4dlM8J3Hu7g6z5r4hHo9i1Uzehojg4X+C5bP53nnQ8GcTHV9Mv7ikG91jIofy2F2Vuw2ToC8vEGvr414C4CvrpzSZ2Aa+aShu+LwJzJPIGudwLN2KjARhk2yp0/Pf9ubdNGavK2TXqf+grUxkcG+Lpfh4SjYBn/OVVXCeMWYeN2dgdfT/dFCyDnr2Vgr7X0zt6C1db49LiHOnIqD17NUw4Lt4Xr/jLC7Oy+Vs8acGeA79ixP2HtWjsORwY2W3r3R5p/GlXMtZ5qkboHIJm5pOG69cx5zBPogifgcBBXW09SbSVpDWWkNxWR3lhESn258kqorsXSWMVbow/hiBY/rAqyVip0pfd4O5nkUhi4DlafEb6z86b5eltBTO4uRgxaxJP7Xw75Iv2Br6cFxETVNdY1xi0FxwqwLk+kec1axjZ0dfD1rAGHG3yF99BikcfGVKPzZkN+N5kTmCdgnkDYTiCuro7UhlLsDSWkNpSRWl9GSr38LCepporkugrSGksVgFXfKyeloRybo8nnGucNhkUDQ7ON1CIok4ykMIle8HVf1rD4jdya8QynJH0WktUGAr5eFlJpydu3z3HxooGMWQuDvoFobT7kQDdmtObrWkdbDTj84BvoeZj9zBMwT6CLnoAQytjKnC9J0Wv3u7Xd30PT1nLz+H/QM32b4Tsuioe7zoG6UJSAFEt0GAlqggFf94MdHPcNt3Z7htOStKUrabkoBoJvx+nia2D4VzBmHQogDxZA9kHdp2XBbm1CBb5tNWATfHVeFrO5eQIn9glYqPXsH22owbZsFLaNvbAdTFC5wt1A1aKxxoA9+QhXn/FvTh7yXsgO+slx8FnPkA0ftoGNAl/3BQ+I/U4B4inJwtYVuIQUfD0tSwHkr1UwDhKQQwm+rQBsgm/gd5fZ0zyBLn4CFup9BBp5DzyyUtd254eyYcF0eHM6FEv6TWAiKSnnnfQqF53yPAmx4p0KjWxPh/smh2bscI4aCvB1X3/f2G0KEJ+VvFT3tsIOvv4AefRaGKJNQw41+KoAbIKv7pvK7GCeQCSegIXGDlG71jYRvO5g2hrZa6UmuO18MQHmXAGfTILm4ArSDy5YzY3n/o3cjF3BrUlD7z+fDt+H0T+rYUm6m4QafN0XVBizk1u7PcvZKR9g1cDQFRHg6+lE40RD3uimIW+GmLYm63CArwuAI6B8nu77zuxgnsBxfAJNTo3UW/qLN61US8UNg46tLBXeuhAWzoA9+UEPmp58mGvOepTxg4QtKvTyZQ/4j9RL6MISTvB1P6b8mD3ckvE8U1OWYBOCew8SseCrBZD7f/vsltNqfxiOW0MNEYiIGrbh2K45h3kC4TwBLbmkrrQXd1DtmEsazlX7nGvzEJh7OfzvTDW5NUiJsjUw9aRXuHDiCworUjik3gZ3nQ3HtFYLDMeidM7RWeDrvswe0fu5OeMFzk99h2i3SjFdCnw9n3s1OD4HywoLluX1pHy5jX7t/C06L5iX5q0xeiYIG3Oi5ijH4Qk4sFGpmHfbmnTdNdSOWqlRuaSdfqC1cbD0TNXMLABskAwtXKWYm7PT9xg0orZh3ukPbwzV1jYSW0UC+LqfS3b0IW5Mf4mL0xbx6YbzWxiuIvHsAlxTNVg+lzxkowG5fRqSaY4O8AqZ3brGCVirPKTADP4CW95mN7ajtr5SAV0LvnNJu8buda5yT0/VxPzWRSAmZ4MkI+UQ1579T8YNkKpA4ZWyWFX7rYoJ77xGzVax7iL2vfcHo4YzdJw0yoj9KpW0XWA9vj8u1Q6llmTzCgssr6Hqy11MCahOZMcsNVMTNvSmNAcLzQlYq2lNb/GQSyppL0o+afsUmPb5+tMXwMyHQrPIrjhqs0UNphJt94uTDd1BdFQ9U8fP5sKTX0ToBjtDZo2AD6U4UReUKQuA+TfzxJCfRvTqo2ohYyuk7Tzugdh1HaodWL5QNWTr8hrKNAOyNypKUxOO6Fv8+FmcldpWs+6mfGxHYltzRj0AqJJPWg5ac0l9ntQJDr5R9ZC9F7L3QPzuDHZsm07xJxdTU6mvaLuWu3FY78+56dy/0d2uluPrDNmfDPecBfKM0dVEwPeWh6DeGsOVZ73B3qTIT14WIE7/HuwCxKElqoqoy+lASSv4AlguWnItVau8acjeb8U1a/4ERKatI6KO21yMnICaS+o5zcUbob2Q2Lfkkj54j2ruDJecQOBrPwrZuyFnN6QfjKXe0os6elEZV8jRokIObh5M+dZcLA3GI1NGykFuOOf/GN1/RbiurNd5/n4KbMzq9GXoXoALfF0d12WN5rZTntY9Tmd1sNWBkJjZd4DNOIKqztqO7nlbAdmyAizLa7Gv2kWhYrL2/YLfSdoAACAASURBVIlbs0aQPE73jGaHrnwCDTgcxVitRcpPh6M4xrI/Nonl56pA6i0FJohcUhN8g75fYmpVgHUBbXxZGnWWAmqtBRzqXsiuggJ29erFwdxcqLGSugTS5kPc90FP7XGAmKg6pk2YxQUnzyI2Ooh7w6DlCfAKAHc1aQ++rvVvv6APT2XczkcVYazyEOThKUC8HezbT0wgdh2fE5BXqSZrX7JmzV6lmrQpXfEExOhT0gZMoRiLRQVWKMJiKaa5Wf2fzVZMXV0xEyaUe9rs4NXc57DwR8MPwgRfzUdqcUDGoVagzd5tgYYcBWgr4grYWegE2oICSuz2DuPGboe0BZC6GGyhI5hiRJ9PlejmzLQDmvcWyoZicr7nTNifEspZjB/bG/gqM8leboPtjj48e+xWPqw4y68+ZfwKAxvRVq+CsICx/H4iiz8A/goYfiIfUATsXeIJSxHwVF8qgAp4qiBapICo1VpMU5MKplFRxYwcWYZFvrL1yzLui0umfjA4hjmwjLCqP4ctuG1l1sLbjCNoxwRfjxcnobJVk1XNxjE0kE+tpYD9ua0gKxptXZxvA5WkZyatgPQ5kLBW/72gp0e31APceO7fGdn3Ez3dQt72f73hpZEhn8bQCXyCr2sm0ehPV//YVV/Ac8d+wPvl59JMcGxkhm7Ex2DWBhWExTx9ogKxPwCWSs3HAVtquG4pLfOI6lEBJG2A5G9agFQF1VattLGxmOTkIgYPLsViadYyciBt1nBXPtiGyYOWBYY7VLAdYIEoT+MtuG0lhoDwCQ6+kqaRuR9y9qhgm7sLEkpTFG22JKlVm91dIKCbS7NNX7meqCNgXwBpCyGqKJA7Q3uf2Ohazp/wEudPeJmY6ICyMbRPprNllQXumgplXciRpgl85RzkEyp8TW7Gjr31PXm+6GbeLZ9Gk8PjR1jnCYa+ecFyiBd14gQU3wC8du08HI5LT8BzCdGW1wNLwMHTjFtwe4gm8Tjs+/wmMYPooWAZZsExohmLAK4Ab0dbpZ+FBQ3CJxD4SkF2l1/W5aO11OdQbevFvh5tzcbFGcETEyd+CfY5IJXkvLAEGnrbjeq7khvO/TvdUg8aOq4hg22FOf3h7TDG9gW7bs3g65qoN3BVx1kPNOTyYtFNvF12IQ2O6GCXFbL+iYch/9OQDR/xA/vTgCXULiycmBF/UkEvMGzga1nD73tDk6LVOmCERQFd+jgwzjY170cfs+jWAEyNxyH4RjVAljOdJ2eX6qPNOBhNgyOforQCJQBK8c/26qX8XhsfPIWj++0oaVmp76j+3djQ1zBQps5M26/4eUf0CU3x9qA+biXA+3CsGu6aD/WxQY0Wts66wde1ssuA/p6Xebghi5eKb+TN0oupd0TeQST2+4TUr+wkrO9J9OEu5qQ34M7wB8B/Be4yYJ6QDhFX20RKeT2pZepLft/bM2np9/1SVyv+UptN9ZPKKyamiMbG+wC5bcMkoQHfNdyVClHDmmkabsE6AhCgFeBNCsfGfvTRP6lK0WFy7OLgm3asNQBKTMaSP5tUnExlTAF7exawUyKNnYFQ+3v0oEmn2VjvNYvbAvZ5kPIhCDFJOEQimi84+UWmTZiNRDpHlEhAjzwPfAk0wmN/hVUSm9QFJGDwBRyp0HQHRPmI+DjamMmsohtYWDqdWkeE2OMLdsE1r7ZcnZg96QoQJ6zuRcL6/BMCkP2ZoH+Lw/H3cN2/MfVNpJQ1kOoE0xQB1HbA6g6yqdK2rJ7Yura8Zw54ehwPeTbxhr38YvDg62CO7QvW9LcRJQArQXEu83FBuK6N+zyHshPYPNjO3N/+i6rMrdqW0EXAt5lY6ulFPfnUU6Dky8rfM17/nFNWrmvVZgVsCwo41q2btv0b1MpSB8kfOUifYyF+o0GDahxmTP/lXH/O/yFUkhEn3wL/A5wx/N8Phz8/H3Gr9LigYMDXNWDxDWpAlgQ1+ZJjjd2YXXwd80tnUNPcydUorpsN+d55wGP22klYl0/Cml7Kz+NRQ/YNwKtX/wCL5dkAbuOWXNLBm4p7dztWG9cGSN2A1R1k42uCJxDt6uD7MXdnxuIYZsE6zIJlhEQiW0AY8I21W2q8qJVJ0QrYbh5qZ/OQdOX3Y5nqE3QOfyKNt/2PFHHga6GBLCfQCilFgRNwe9FAdoSlc0j83VGi91dhX5BO2qJEbKXh9ell2fcq5uZhvYXcJ8JEgnfekzDgtuu670XY3gUKLhgBvrLz5ljYMQei4iFnHcR6TCZsPaPixnReKb6WeaWXUdWcGP6LKsArAKxDBJDj1+eT6NKQD3V9k7U/E/QlwNOB5pKu5p6nLEq2WnikK4HvZu6LqaV+IDQPA9vwZhiupvvQIzyn1XGWhmgr3/dLVUB20zAVbHcVJHula8ngRbrzmO/ldiL4NpPo1GBVbVY0WVWjzccRsfwyknEmAU0HwHGApM8Ssc8ZQdKn4ScwjoupUnibp45/BeFxjigR67fL3Nzuuf3z8+CJByJqtSHTfN0HrpwIe/8NkjMhFJCZ34C/RMSSpjReK76GOSWXU9mcHL5DE9OzmKCDkGjRkNf3JHFNAQnrehJ9yLiCIUEsS1dX47nnnNOb4Nsa7byO3+U6iHIGRTlGSCQyMBDo1Jose/KT2oDt1v6p1MdqT3dJZjl5/Mb7DRdm8K2cfpSKmStbtNlGMnV9GMLfWBiinGArgKv8XoWtJIG0RSNIWzCKmANp4V8WMG7gUq4765+kpxzulPl9TrrFaW6WbL52UhcHd82DIjFkRLAYpfm23+LeR6DyVMhZrxZD0CplTam8XnIVb5RcSXlTaDVLa95Omm8Q36+x8BO9T0zWTkCWoK6DkQ/Ixp6ACb6A6vOd+m5q2f1/yF7rBNtOR4Li9FinKTmdTUPsfDPYTnlqcPgfyw56c4Xnz3iYwbd0OhycqfXrpjPaCTGZgJmA7H7nz7bJj/Ff98A+ZyzJywZgreucHM7s9N3cdN7fGFIgkUwRJsfU6GZ2e1/XW7fA3J9E2LrbLSdn2UD+/ltxWhsvDTlQ9XtIk1ssAClvSmZOyZW8VnIVZU2hefjredUdxPdeTwU5lJNHlfKgbDwURe9LU4K5WkzWEQjIhu/a1HyXMH1BGjMf6rxH8No4G1sGpvHNEDubhqqm5AM9jPfziCd1AJM61so1wVchKVPMyC2vI+ChprC1OoaUDwZjnzeauG87756Jj63kookvcN5JrxIVaYz5Ym6WXFF5JvBBSVOaoaYdVYclByAAdBNKu/XTObhkJi9/dD2DSkWVD4FMAk4LbtzKpiTmll7Oq8XXUNKkmyrA++S5YL9pPtn8paVNEzEtYFxNJg7jsiXbrCN6f5oSzJXoCuqKAEA2FIBN8A0/+DZbLezoneJmSk5je58UmqLCQ0fXh+nEIJThTjkhwVfYzdxNyQK8vlN0YnZmYF8witR3hmOr6Ny0kAmDP+DqMx8lPVkeEiJMNgMfOcnj/CztxbthaQTTBrnAV7YxpHgzLy2/MTSHLcYTibwxQIGtak5gfsllzC65luLG4IliFINZX2H/aQvCroMQMK5UNOMeVNE9ZGAs8wkgZ62PJnl1LqwfBQdyQ3M9fIxqGACb4Bse8HWlAElU8qYh6WwZlEZNQueYK+W+6skvScJJyHFCgK8EI0kajku7FeAt0/TBtTRZSfq4H/Y5Y0hc3SkZZG3WmdttpxLdPLjXGk3rD2ujo05zs/cslTbL2dsXZr4GDsO+0YzdrTv4uka+e/1fuHTnfGMnco0mMXtXGjd0TXM8C0pn8HjlT6mvDtB1JQaeW1rX5A2EW8E4uh0Ya49P0brzApYTr1Dsi2dIgHg0rBkL60aHBZANuV1N8A0N+PpKAdJ6g4W6XTeeJ4E1xD94CdaF54R6upbxw+PzVVOA2vpt5W99NS6iihKVgCrReKOOhjHS1MvVSIit4KJTnue8k17DFmmV0oXXRczNq32bm9tv7a9PwOaTwnb76ZrIE/jKAPa6YuZ+eAVp9RL5HgJxaptGjfzgqHtYmDcDNjjLzXsIgvM51+VAv7Yt/IFwWzDOpoIeVJKFg+DBOJpq+io5bF5ENOJ1o2DNOFVD3m98gkrQAGyCrzHgKylAW/ulKsFRWlKAjPpQGTFOzoMq6X+4JHTg65YCpGi4oukGXkFcCATsc8eQvKIflsbgvzCMON+JQ5Zw1Rn/xp4sDxIRJkIsIuVfdJZKXHtKJo/+KwL3A0zZCZ+++Rxf1QhRXUe5YvscfvdViLiOJAhYTNEGpI0r4FvoRqotMYVSK+/zVvITn3dTFvADzy20grCrdzNRohnXl9MjRszU8ncgks42svhae1cBZAHi1cYBclAAHEnga1315TPNNuut2k8z2JZqtHOgAVfBpgAFu3qj+ndd8PWcAhTsuVgrYklbPEzReGN3dHrwe8t28jK3K+bmgfnrgt2i8f3F9SzRzW6hBFonKUqYwQOvfsGxvMioPey+bgHfW9bD4rLz+ePBP3nd0uyPrmNgaWiiojkVlFcQ0gF83ceSHGx5cJKcbF+KvPjmB3hfhC4QtlCJQ6XbVcE4iwrylJ96wLgXK0hQgiUDlIM5qqlaMVmLhpyne6CAAbizwPddfhbbjeRBFpUtajg0D5/5wPjR75+XF0ZOQH3gG4oUIN1XOgQdug74uqcAuXy3xtY/i92ahX3+KFLfG4K1KnJI7xPjyrn4lOc4d9zrWKUGYiSJPANJ+IC4oPVZ9WmWr87U6/li5vvMOSM4QodQHIkLfGXs6uZ4zt/2LhVeiC6GFm/ixeU3hWIZqvYrWnCAKbE+wdd9xeKt2eR0H0gxDHeR51ANJX00gbAb+LY/sGZsVJGlpDapYOxd9Y+ihn5Smc5IEUB215D3+QfkgAA43OBrwXLEgeN/QssIFnmOaokCePCeUSycUWjkMfoZyzf4hisFKIwb9jhVZIOvthSgYM/QUm8jefkAJagqYUPPYIczvP+pw9/hismPkZYkCbQRJmK+XK7wjuiWBnI4lncTCVc/xT2XFFMeOc87yl7cwde1ub8euot5peIE9Sz3rH+QGTtD5MfpC97S9X0dvmbwdR9EHqS+cT5YuZTL6cAg/5c5jQXk8JD3hj7A1zMYd3eCcXYHME5nO1mKDT2EcjC7bVCXB0DWDcDhBl+fN0gng29npwCF8NbxOXRkga8rBchFbuE/BSjYcxOGnbQFI0l7cyRRJcbnVwe7vp7dv+emc/9G/54SLRNhIlwkYm7eF9i6qhlF9djRZJz5Em+MaGSxlzJ8gY0efC9P4Cujfls7kOt2eec+Tq8rZs6Hl5NWry2iXvdKJSJaB5tpQODbflGS5ixa8f9v7zygoyy2OP6b3VRCDyF0RVABBYVsALsIKEWRItgAFZ9geajYExSxkIjtWVAf2LE9QcEGYu+K7AY7iIAgvfeWtvPObAikbPnabnaTb87heN7be+/ce2d2/5mZWwL/3XGIw0rwraiGyitWb8UlJ+OmFBPPEXxNLSL8h+mGJoeDutSV9ZqW+sqP2OD7HW2WH8kp3x0TFSlAur+EFjBULfgaTwGywHRSfjiKhjMyqP1t26jMd0lJ3smgU56jd+abOFRB4Gga6rr5m4PXzQb12ua4ENFT0iBzBptrwe1nQ2Fk0t01adxi29Hkfrk0IO3IldNZdKBDwM8vXP4/bv3lYU1z6SbSEZBlCfjqUDCc4OsfjNOo7atKV8VjQxPtAFyzwVdFwqrCClFcYicCeyny4Lud9eNV3cHS063+FCCzbnHuTKb+e52oP6sLqhtLtI4zTniXoWc+Tb0UE0El4TJOvdp8bey6WakkSWBLrVGkDHJT64g8n5aPdwdP5OsmBPTQDgYxcFEdrvxzekAalUebsyE74OcCiQrIOnbHkvCshKqOpapkBRnVGXzD41RzUjVdQdds8DXn4OrCHXnw/Yn14y0OktCxGMm/N/O97db5vB2OAxbkceiYWw/pEelLfNHNR7fQkU6hZwIztCqLS6VZmghQLqQxmxqOJe2i/5JwsMDxklS4/wwzilnLq8B3PeO5/fdRDP0r8Drs8dam37K57AvSh7fT1l954asy1SqsVDVEQFaNB1/Jmwi8SPojCG9HioPrGhKAbfC18hsQm7JqCvg69sdT57P2PuBNXtQ0qherdvIOBp32LL0zZiBC9ZyLtCX7Dl43lxxWDY/9dGDnMeeRdu7TOJMOV32Y0ANWRMllRCn4CvIZtaoH13iCt228Z/3dvL/zvKA+uXPh/Qxc+Y5hvwVlVIUw/LzJ1nTwFZJpizIZo3zX4nuSU+LpLQTDBPS3pqin/1UJCsA2+IbnOxBLUmsC+CasaujL263/fifUlXO0j/i4fO65/HJUsFXUDQW66q1XgbCJsZ0LKD65Po3OfK6clO+OQP43Q/vTmQkVQrKWgq8irMVPnLTrKiZ/Gpztt/0dueKfF4MSpR7YyoxPh1EvQgFZNvgeBt+KC9N2KYnxO+l1MI5c/eVk6Z9+AQHYBt+Q379qT1CtwdcrqP1NWxrOdJEyP5JpbNZsmzNPfIcr+0VR13l1zayim1VpbBNDlRjcEj+G+HNWU7/T++UkHYhjzy3nkLgz0YraTiaU9NWcKLl2Lh2pvES6nMK09yFJpZ0HGReteINl+RVqMlagv2jZG9zy6yPmlAzErZo0qNzgOLDBNzD4VnRfhz9IYB89EQyTkgEIGppdIL8AbIOvWbfGPn91Bd+4bSnUn32i78QbvzEizzyWbYZRTPJ1h3mRLJ/MCZddwdHNVRmiKhwqj1edeC0osFVEKhvr3EzqsJdJSq8UiLR58il883s6ZeohVo3dFcFXaVHalGT819AuRHbLG9su5pFNNwdVXkjJa59fyjE7/wqPkafDpLEVykuGZ6ZDUiMZ7azFlLLXzlroy9JkeIjfCz1ESYb1QEB3q6j1c7P9X+W4yZ4o4G69SllNH/kiG1ZbEJvyqiP41vqpZUmz+y+PQRRGR11mPbtDgW8PSgo1fM4Q5jKcIen/5aRRH4Wjl7k21VQFKwW+KsXI5MinLZubjKHJ0IeIq9wWcc1XRzDyuQzUw2iV/tXkD3yV6cdwFk52cclv0DfEy8DO4nr0WzaHfBm8DeUJW3/h+a8CFFA26++kBIa8NYsNTSLTg7o6gW8l139BXPvanKlOxgfBOGQNWgW+O34eHPgtpapB2AZfk98wg+zVCXwdexKp9+FxvhSipKWNDXqk6tnKgm8lbVQDKleEdVRZYeq6WUU5WzB2cC75JxxL2tlP4YhX7ZDKjeVOL70uuYA7A5fzt0AJDSLqr+jFD60fqESZyHKOOtj7r/tquE51cgoxxq+bxEe7zglFxoS8exnwz3sh6YwQfHnGGdzySJiuucsoVK3Bt6LjJY5j8zjDURLqpmqAVfoLpxR8FWuoIKwqOQnb4Gvk62SGp6QLUNNJrag/O3KVnXYMCk+qUeKyNF/rv7pzO+LcE2V1CnUuU1DwVbJUzJh6z4vEsqnr5q8oaUdn0djEv3GeuYfUk1+qJFHAov1F9B49lHQprLjkNq50j1knsqjhvXx5ZuXk4/rMpimTfMKb7IGHPg49T96+DMasmhqSUAVkzfx0KHULdoWkNUIw9skn+eGkk4ywauKpUeBbGYxFOzenI7hACN/TSbOy4BsSgBVBpE/CNvhq2tcmiNQJo7QhgfqviprZS9NJfak/u7MJufpYrQZfda1c+8tjvA1nZjhqLWylT5kopb6Kezid8oFIflVVy9Y3jEao+r7qulk1TrDgullpWkw9NiTdRt3z5lHnaHWPXWn8WCzp3y2Xre08fC6gRxgtDCpage/QJwdyzry+FCRWfr5oxgTqMfeQjKnvQy0NXSyH/P02/xQcEdKsS5a9zk2/PhqSzgjBmhYtGDZjBgUJh8rrGxHjl6dGg68fjySO+d9H+ZvblmuaHjIPONIgPG10e9Q/e1jhAW1dgGIZfOPX1V/RYGbn1PqzOyc49yQFf1SzwqVhlpHEXk5mHn14g6bo6PKjmumEozKUqtmsrpstrNxXwBFsqH8bTS6aTELDVf48Oic5gYuOm8iedgs4TzgIzx2shrVU4Dsqpx/vDTiCeydk+OVow0ASyhS3zvoGOmhoTzx960ie2Hx9SC0c0usLyDp6Z3jSzp6+5hpeuNLat2YbfCss62D3VBDqrqrc0ATAkQThSdkbmD24o/kmliG3dXUk0N8FKAbBdyeCTxvM7FKQ+sIpreI21e4uELEXVVVh+zXnb85iFqcyh1ocLjqheZequiFXaKYOTah6XKhuRRYX2NrNWew8sg9NB+bgrOW3gexLbGG0axqFHWaQINvwO5LgOTuhrTFEUQq+ivnqZ07Dk1k5tiaOzRxd4frhwt/hXA3By9uLGtBv+VwKZehKaydu/ZnnvgpPu/N9tWoxdMYMNloUkGWDrzbwVVSaAVgRe8i6D4QKhgjLKAHf0i+lBZ2kw6JltAg13wUohsBXVROeV+vXFj+2vO7iYx3740YdbEsZLYthSA8nRXThK3ozg/aYLBulNFAxPf4Padr1Uz0cSq+bK8VDaRfjj3Izo/F2TaHxWY8jHH6bRTzuyuHGUt72eYxDEp671xCmlAXfTWnJ9Jvb1++vZR0+owW3l5PWdS2M/VGbr25b+yCf7z5LE/FEz0TOXfWBJlq9RF/06MGtDz2kl60SvQ2+2sFXNwCXgHC2ulxpZHqlKggoD76lH9ogXOIJ67sARTX4CrYj5SegHtbEx+1c45sJuLakGo2M+Y4Y9dnsO+32YBb1sbB5Qq2DAVnqv0bG6oO1mzVcn+oRX0xtNjjvoFavX2iQMTMQ632uHCaUfniMh0ZOUA3tLP+tCaV7WfBVtK8MP5rHb1S3cpVHOo/QkDfKfdB4Lzyiru01jPl7u/Pv1VM0UEKjA1uY8ckw6haGJyDruilT+LF7d026+COywVcf+BoCYDdZnwiEKs1l2fAPvjUVhNXJQP0CquCo8HQBikrwlXgQzEMyjxXO+S2GjUuoS9wQieM6wPivgmW71LygDrh9p93OfI2TYvMC/UlQJ+DQ2S3lOdVlyhdAGGp6FNCC9SkTaDxkCsmBGkYIbnVNolwfvg4eHpFwU3icFFhqRfBVlMNfOYs/26vyUZXHkYwk2deBvvx45gOoHbws9CGGAcvfY12htgf8S5e+xrjf/hMWt6xu2ZIL33zTUECWDb76wdcQAHvIegSEZV+M4OBbE0C4JAXocGSySq7UEEJp8CsYReC7FeTHeOVcEsXHnDB7kzKpLd+1iSdhNAjVEibipx+Dbg3IlsIu37uuOvE2Y4XV4v3LU2/BWnpJqL/1VM7qd4DF181KsT2cxNZGo2h24QTi6/mtUVksJddl5lIuH+e4PNp6JX8A1ofmBlkBf+D7d+s6DJvZ2y+Xg/0cQw8ElWtP3vYtdPTt6NDj+S1X8syWa0ITAg5ZzOufXUrbXcs00esleuq663jxCn3BBDb4GgNfQwDsJnukgJf1Lqw/em3gW8qp+o+dYsW0VShD5XCUBduSFKBIjSoF35I2X27fCbeYecybtYCJHHwIlKI9ef1AXAcynAk1kXI1R/InPXmL7nxMktnOBHq1VocpFRUdbKg2y+qaNETZRL1Tl9Jv5XIOtD+Gpv0m4Uj0u8f3SS8jMx/g7YpztHPznhAEbxlkVLEAfP7AV5E+c3UHnv9XO79cKbhphX/gHPoHDNDY1ndzURr9l32AF22xhJ23/MSzX19lsQdKxO2tVYthM2eyMT1dk3wbfI2Dr0EAvqOzwGG68qs+8C01UoXsx8oTYNkUoNKr5G2aNnU4iKoIfDchDp5yveJjus0u9+DZloVpcXivFPjagB0ZDrsjKTOefFx84btmPtrq8GG9hvQBuvhhUgHWn4PvfBmG4SWZDdxO/KnrSTs9YKGJHQ7B+V0m8bUf8D1TCN+FeMRGIPBVCgycfTZrWvr/zWnEc6TxX796utbBDfO1mzBuzX/4Zo+KedE27vHcTf9Vc7QR66T6rGdPbp88OSSXDb7mwNcQAC/licSdbFBf49Cx8wGW0Bj4KmFDgGNDboyqIdCfAhQpPSMNvkVpu99aOufJB+k6y29RvnYsOBkc1wnkYBAxn7ubxjrfFfMZvEsdtkdqWYPPUzEgSz05LwC+B/LDo2IhTVibkEPDvjOoe9w8v5NI2CiK6e2a7P/Fub3HV/EqYhVhgoHvrx0bMurFMwM6qxX/JgX/KJu6Dx7z7wK/8hT4KhDWOlRA1sxPhlKn0EDKmoZJrn36aRZ07RqQ0gZf8+BrCIAVk5us3wXiOA3rWInEOPgqUapkWpUVxClji/kUICO+M8ITafAVyGmLyPQ1ti47juXbOoLkiwRS3dlF7AfWiM+08pzAd/RiBuq/uvL5tE5glk7ViFZ1d1Q9D3XdbGHAdUXV9nEiG+uOo9mF95KYtty/5pJVTie9Ot+P34oS7d1ciaB8A2CzPgjCHwx8FdtDt57Amxe2CSDBy7H0wBHkCWnKHKin8Y+dYung3OVzUNfRWsfwpa9y42+PaSXXRbeqVStfQFZhfOVzlg2+1oCvCQDOfkPARVpWVP3FC/I3EL/d9Ojq8745fW9bLXz+aVTZtkuNsxvitD4FyJAaBpiiAXyPJ699MXIMiJEgLW1mbcAlplnqsMN30lUpRI19UepRPtSFkca3SKOWbONidjfrSfML7iCudsBH5aUU08s1Gb+lr9Tc7efTXTp5RAhONqqLVr5Q4FvsFPSZ14/tDfzXEk9iCa1D/Bbd8h2coKOC2DObr+b5rdqLbThlMW8suJij1v6t1WxddE/++9+8fHn5YAIbfK0DX8MA7GH8HSBzy6si8yVisQJbifhFwK+Swt+68lBJzxT34KkIX9l4E0MFRao+muE6b4Q/BciE8bpYqxJ8z+SLuA2kDCi5ZkZblQFd1kWeuC2/+d52XXxOQrjucCNvlqkZJQlsVJlCXSC97O9kpwAAIABJREFU16OIuIB5N78nQq+OOdoKWnZYwDDp4EEgdKFkAxaEAl8l8oeT0hn7ZOCgzwbMpAnB30mHLIKBf2pXUKUiqZQkzaMvdJELmTba5M9qhQn3JSf7gPfV4cPJTzz8B0g6s2hITmD1BHuQkQvSMdPPV7OPgxEGKC+pR7YhJHOT1U+U5Gf+Kn3F6uRvgi1LXEzznz9jCfiWmqWi/7Rf0wR3RmRTgPQsjBnaqgLf9niaSsRogVedeLUkwpgxM+y8ieyjO5/Qk5m0Rscvadg1q/oJikhjjXiIOmd9Smq3VwMqJOBrRwLnd56I37qTgRhHvUudprtYM68tdfcZjjapLF0L+Cquu+7L5MO+LQPa1Zxs6hK87VHn9XDTD/rWShXlUMU5Qg6VK3DwIee+u+6i74cfhmTRQvDlmWfy8C23VOoTrG58BpPDs4GSJG3w1eLeSjSGAFjXTJaCr5r5XKCTLhVKiA9IWCcO59tGNgXIgMKGWKoCfIsR/3MirpPIAWaC8wwZHAam/CO3smPwTwzc+hbXvqzqMtqjrAf20571yXeRPvBxUloHrrkoYZZIYIRrov48rAVZXOEQvLAzEd5pD5+1Bmny10or+O5PjvNdP+9NiQu48G05l/gQDZEb7Icn/OCismllA6iTD62382qh4I54yVUC7lZlKVV5yqCjDPgqurTNm5kxdCh19qjYFGNjdYsWTL7jDub7qYSlwHfUwZOv+nuiUoi6Db7GnB7Gu9wShSwHXyVUS+81WQDb9sCKhrCuANYlQNWlABleHZ2MkQbfgy3ZlWM76FQ16sil08ue05axfZiHvV0PdyEaPW0x6p89SjywnSFsbziUFhfeQkID1SrJ/5AwbcVSrh02U3/JrxlDcR51tO/K4VC8yJq68FJnWJJqbCW0gq+S/knvFmTlBo4Ajmc9bTWmKT/wCWxLhhUNDv6rD1sPlgrtuIm3Z/TjglKL3NlMLJLxd/dbNpftxQHCJSqAbynv09c+TNcF/9PtHNWI4aWD183+WhKWBV8lXD3SvVi2OZYNvrp9XpbB5N+UQeYOC/iq+ZoAqkhS2aHCO3cvh5UOWK1Ouq2gOPCfr6ZcFp3MVQC+0ekInVoVpe5F9SbePvgnihr7T+mwQRgkTjZxAwVtjqDZgLtwJgepRyx52JXLrTqX4hB53ngulRK/99r/Ox7mHKNPsh7wVZLH/eckvjkt8AtKXT6iOeP1KeGP2sv9i7tyV9mPFAg/uen6u6dvG1mZIwD4Zk9ayODZKhBLBZBrr6zy+Vln8cjNNwcsulERfEsVUkE9CoSlDb6m90B4ADhs4KvsVdViBpepk6yayuerluHhscW0i8MvwAZf/T7e12UV24Z52HPGUmR86LrMNRmEi2jIWiaT3P1XGp/1ZChnT3DlcF8ookCfSxB52b7iyv7LTwGz2sNsjS3D9YLvznoJvuvnwnhHQBOa8AANeMuoiWX5Ji92cUdFQf+5/tT7x615rDzCBwXf0hsbVd7sNQ16NfQVDH97yFnkZvnPCAwEvqXCp0PBmgiWCq0OAVf+FsZ60Aor+GrYWzWMxAZf7QteXDufnf1/873v5rfR3/KnJoJwPm1YEzeZ1N6vUb/z7KDOlpJxmbmYSkzNy2aYhDdDraoWENYLvmrOWYNbk5MdPE29NZeQhIaGvyGMEPDoIpcvraPSqHXB1z/u89YquQfXBL6lIt4NUuZMZZGoDK9uBw8y8PaQ1pVAOBT4zgV+DrVAFn5eXcFXuchaALbB18JtF1qUDb6hfaQoDhy9iR1DFrKz7x94UzRWRggg+vonfmfkdPM/vto0r1qqnfRnS+1RNBt6F8lNK3f8OaSdpNALY7rm+m4mTQ13Fr8LQegiP4VxzNqbyexR/sOMjYCvUvyqZ0/np86Be4CowhuqAEfJa6i5ISRTFmUy1q+Uge6LcYjXA4PvTwye7a+5h3pGmean3Jm6UFBN7OpWmq4sCNvgW8E9FqQaBdsl1gGwDb7mvo36uP9sPmFA07pzj6+nj61GUefvPnOJd9ulC5L3dVaNbq0bz/3rK078OYxlpaxT1bCkTVzHnsan0nLYjcTXDVpNYo+QXJyRi+lO8e47GCIcGu92/2ynjqvMGv0Ns0d/U85Oo+C7vmktzntfFdEOPFL4gVYBMFOvs6Vg6p8ZXO2Xb+j3yfRJ2MEJlTtClbz5Hg4UrMxfNlZZXTcrm4KXWlcgPD9rxaFoZ3862SdfvSscmt4aALbBN7SnzVHsQRWol3IuUnzcITPrdpVva05kteVeBXLa0veecRU12zEwHFa2XbaTNy76zOLro3Boql9mMfVYx704O+6gyTkP4EhQHbwCjq1I+rtyCZyLpEMFTza/aM4xfOsC+KskGqssCBsFXyXnpcuPYcq/jw+qcRrP0IjndVgVhFTwwuIMrvRL4XZPRVT+jocGXyVNxTS8crBuvrrF1tZlafuQhWzI8l/A2gZfa5a8ohTzAGyDb3hWRvVDLW1Qv2fbt/T40textQPuqTb4+nX5xxIx5U+6zME95BnzVdeCL+v4ST8xyO8VYHi2QySkFtCK1TxBvTPep9EpIUFmXZGkd/dcP93oDSjrHs/5QvKOJtYDSfDE9VB0ONFBgfCORrsZldNPkwh/RBe/0ZOlRwe/VGrF1aRgUW645NXFmYyopIsp8DVsvo/RHwjb4GvOp8G4zQGwDb4WrozYBfJzhJyLEB/TZZYKaSw3bPCt5O6tEl4UFE1bTPeSAv8R2pNpmw/w1pCPSdlXuRm7hZsiYqJ204ONiTeR3v8/1Gmn+hUGGZKVOOnlup8AXRf0q+3JJi9AA8XKwn45Aeb01z9JEI6lbetx8f96BpXpkEUcLVQDhqC3Atr1kry5OLNCTf0qBN9SxcuCsA2+2pfTCKVxAI7QD50Ro2KI51dfg3p10k12fsdxMwMW07XBt9yqLpDwdArMzMO179AnEd6TU0d/TcZC7XmX0bovt3AVO+qdR8uLricxNdjbos+CJUVF9Or+IIGrcOg0NC+Lc6Xgfc1sr10K/1hbJnrKv4/jpcuDtzpNK/iDRgmXaVZTA+HsxS5fTmXJCAi+gQKuNMxggETlxa8f/yE2+Bpwni4WOc0YAEf4h06XTdFNvBPBp3jlXBLEx5wwS9OPmA2+vkVVQPtWMfKpv8hUnW3LjwjvyexJkf1RDMe2LqY2G7iTopapNB98O3EpIarFCX5yeDmnSy76c7iCGODOYoEQZGqycXcdeNJ/4LAm/gBEKvhKBWEFGyfsfJ2Ceo+amaYi7weLXQdLakXByVcpZ4OvlcsbTJacxqzMMfoBOMI/dJFyRxjn+QmYh5d5OP75AVee/4YVARSwwZelAqZ5KX7xT7r5Dz2O8J7UFggTxh1lgegCmvvee1NcP5De6zGEI+RV+idFCVzQfSJBSmDpV8ydTV+B77ClbczvDp9b22DrpxNTueq5M0LOP3zFbeS1DnE9H1LKYQIBHy1y0SfwyTdUtLOOyTSQ2uCrwUmWkJSArxKlD4Aj/ENnia2RFiLYjpSf4PtRER/jmqW6PhgaNRh8vRI5B19QlSt4y5kI78nqcPLdS3fWOe4hteeLNMzUUD9Y8ka9PVxx9JPW92HMy+Z7CSdp/oK8MAo2qHK01g1VDUql4YQaj7r78GymdU8OEr74U7qXGo92DqWx9s9t8NXuK3OUh8FXHwBH+IfOnJER5pZ4DkUsr3DOZ9jM0LUNQ6hYE8FXwiaQzzkQUxfhCti4/ZDrIrwnq8PJdyuXsa3WpTQffAe1Wi0M+UUR8FRGji/xVZV7tXS4s+ktCNHTr+yMWxrBNGuz71TJSVV6UpWgDDZa7lnNA3mDuD/0QVmzj9YzYf8OBiRXZIj0PrPBV/OSmSQsD77aATjCP3QmrYwE+1aQH/vechPVW+7sTVZOWgPB9xsQTxVS951lHK2tVFWE92SkfxSt3E9KlpdkNnAb+1M70urC64mvr2qohxiSB1y5ZIUiM/q5JxtVQeNUzfxfnQHfnaKZXAvhN6c2Ydxjqjxj8NF/1RxG/H0395wZilLb5+vJZkeZ+KtSrkjfsGwe8AdbJrxrB1xpWzYTVJXBVw8AT0Rwt4nZY5tV4EXi9kUsFzOPebMWMNGCWnR+vFKDwFe9Jb5WTPHUv+imCjBoHxEH39gOuCqkCav5DwnHrKHpuffgTNLUNzbblUOu9kXRR/njHZzldPCZLq5nroHtAdr06RJ0mDgrpyufnN0iJPedC+/nxB3vcJcFz8+BwTeyb76zWrfmrxvnE3/K83Zt55A7wAyBf/DVDsCK0j24poHwJsTBU65XfEy32WGvPVhDwPd31Su2AKb/jWun7m0dcfCN7I+ibn+EYNjHCazlQeqf8i5pZzwdUrwouWoem5HDUyGJTRC4s/lSgPYL3TXNYbqlKUDsTYnzXT/vTw7duXTGJ8OIF3+TrcopmxjRBL45nTuTXH8tR157vgmL9LFW58YK/j0RGHz1AXD1B+FiJD/63nJVxHLXWW59W8scdfUGX1Egke+BfOpPMr807KmIg29sn3y3cTGb40eTfs4j1O+koVSzJB/BKFcOrxteIw2MC8dzulfylQbSwyQfnw0ely6WUMQf9mnJXfeHzn6qV7CTzz7oyfo6cFvvUFIDfx5t4FuqaauLryOltSXVRIM6xwbfyu7RFwVd/UB4ve8tV1Wf2lf4CafN2W7862WcsxqD71qJd5oDpi2iq+rjbXxEHHxj9+QrSWAj49hd53RaDhtHUrqm7k27JFyQmYOK4A/rcGfzqYDgZafKauB1lJSe3Bc8T1ev0mOfOIUfTk4PyXba+m/4zw/j2JQCN58TktwvQbSCr1K2TrvPaDH4dmOGaeSywde/o/QDcGyDcCHI+Ugxj3jxISe+rXJ0q3RUT/CVn6kUosVkvA/CdER4pMpLlm6EWA64KiKN1TwMTRy0HHoTcXU01czYLJ2ck3kfYf8+uLM4RQi+1fWlW94G3rxQF0so4u31E+nzUT+KnaF/Asf+/iSX/fUy25LhBtWbV+eIloAr9earrp0rDuEspO3YfsTVCs/5I1Xw4bcZGC/SrdPflcjD3FKwsnrBr53L0ofefYGMj5U3YckaHOot1zEX4fgU10z9745mN0AA/moGvttBvFSMnPYXrj8tc1nET76xe+18gHas5lFqn/g96Wc/hCNOU0D5GumgV+b9LLFszYII8mTxEYKzdc317vnwR+gWwXpkvnlhGx669QRNLM999S9O3PozG2vz5i1no+svgWg++ZY1vvFZT5Dafbomf+ghOhEU8qrk6U4jXBiuiaBnznK0UQy+Sk/jAKy43YMnIcg27JzwMBYg5fe+t1zh+JCMt38NzzTmpFYj8M0D+Yxgz5uL6KEpvFaz5yIOvrF77bydwWzkZtJ6TCP1pJe1uni500uvzg8QsgC0VoHB6ObfRve4OFSzWu2jIB6euAEKgufpahdYQjnqhTP4tVNqSLaE4gK++OBMEooLpl1+LlneBDQHY0b7ybes8QmpK2kz5oKQ/tBDcBB8fSwSZo50MUwPv2naKAdf8wCsJHgGrwjZ7dm0J0MK+MdXdUpVnyra9zndP7S0XF7I2Q0QdMA9USJiMrVL4msHMwuKn/qTbvp+ULX6KuLgG5snX4mTTVzPzqTzaDZgArXbarvdFbBofxG9T30QDQnBWhctOJ1nPHOQOq8iF3WAd6xt67ymRQoD39H2mHvC1l947qsrp2XmMObYb6njSNJWijNWTr5lV+yI4aM1FWfRshvKgm8pvVcy8LJM3tXCb5omBsDXGgB2D5qCENeZdpg+AQeQ8jtfXm6CQ73l/qGPPTqoYw2EJfyt6jIXw/N/4bKuJl/F5Yg4+MbmybeIhqwll8IG6b7iGgkNQxcPO+jqH4sl/bvlaj/Nmf3GLByPy6ty6fWOGcNgWVu9XEHpn7+yHc9c00GTzI7bf3vnt95XDFLEbZeSGL8TX1/uYCMWwVfZU/e4eTQ//85Q5oX83B/4KiYJa50JdLy0E+F5bC7VLEbA1yIAHtIPoer2hn387TvleplLiuMLjptp7XVn2NX3P0EMgLAE+aHAOWURXT4Mu5ts8NXk4nyOYjWPkXDkGpoPzMZZa4cmPmBOcgIXHTeRiH5/3Nm8JzjY+UerpvuTS6Kfi51aOTTRDZvRi7+PqquJFiEGkKGCCYGJONqfS9Cgwli6dq7oABF/gKP/3Q9nsvELxEDgWzqXlDw1MpN/a3O+AaoYAl9rAPiXs1MorK1CLSvVNDXgvrIs+0F+U9Iv1/EhrretC+wxqZjV7FEKwptBvuDFO3UJ3dQzQ/hHxME3Nq+dd9KPDdxB/W6zUMEzQni1rs1LbGG0axq6OnJpFR6Izn0HnYWD0IWnKwpY2BnmGQg7DqLwn+3qM/xVHeWsiosb0e1wF672Hp/v/FbuiNWTb1l3pfd+WFuDDj8+DgW+h1gEp4/I8JUhtXbEGPi6s5lqLgir1H2eQR+B0BfZ6N/1S5HyY3DMJWH3V5zw8V5rVyh6pUUPCIvvJfKpA6TOWknrkNdtlnk04uAbm9fOm7mWrc4RpPd6hAYZb+lx/+OuHG7Uw2AVrTuL2UKg/yH3lRGwuqVVavjkPH7D8bwy4hhtMoVYREZGufDr9h5fX+pKh41YPvmWdUZi46Uc9a+LtfmnDJVm8C3hWZaYTqdhLX2xJNaM2ATf0dYAsHvQOIQw0ql6L1J+7QPcOD6i89tLrVmN2JRShSCsriNVX7pnFuPSf1Ix6+6Ig2/snXyLqcc67uFASntaXHALyc1/0+P1+1w5TNDDYBWt5y46Uoz+TISd9eApa0NLVI3N/nP7sqmxxss6KZ8nM/NfZX3R3oO6669X9v+rDiffsvYcedkVuvaXTvD1TSUEk4ZnYP7BWQmLUfD1+cGSL5pnSDuQizXK+tN3rewQ88h3fM3JM637K0ijAtFM1gFProQ7IqTjYpDT4jjw8m+cFt7AiEAGRRx8Y+/kW0ArVvM4olEhLS+8gfh6OtIpBbe6JqnKHFUzPNnMBPTnt3x/EnzZw1KlPa40rv7vaXpkXo7LVS6nq70H9dzWqFRIdQNfZVe9Tu/R7Nx7NfnJCPgeFFzoLcJ1WXcDf5yV1SyGwdc6AFaSPIOXA0f5WbU9IFX93zlI8TGZs/7WtLI1mKg9HtUdqFOYXFAEvO9ATPmDjM/DNIc2sTb4hvTTbs5kPXeT0uEHmvadhCNR86tMsZRcl5nL1JCThIlgfhYd4gTGMhSe+xdsamypZvdO6MJ7A47ULrOo6Bi6dy93K9fe40vbaqqEVJdr54oOcSTspe3Y/jgTg8fpmQDf0inzln9A14lGO8vFOPhaDMBDngF5tc+zkj8ONajfs+1benwZubdE7V+vqKVsh+cyAS9ZrOCGkhQix9QldIlY7mdAG2zwDbm8W/gXm7maRqdNI+20aSHpyxDsk15GZj7A23qYrKbNy+YNCRfplquAVwGwhaMgwcE58/qxu67mgh4bcLl8QFt2tPf4ipYcES0n393x8a/2OO+8SwCHhe6iSd9JNOg8O6BIC8C3RLbgthEZPKRb92oAvtYC8MLBpyPlsQjxMV1m/aPboTbDIQ9k4Km1D1RSZ+hSPSH8JktuH6akIN7LwxXR6FcbfI1tai+1Wc949iScTNN+k6jbQdWY0Tx2OATnd5nE15o5wkD4cxbHFAsWSyPA8EUP+OEkS7X68sxm3PJwd+0ypZxFZuYQPwC8dD3ZbXcwuJKs7EmRjS1QbT0zyRmTcNXMxQVbW7fTblxoyqSmi2h9xUi/hJaBb4n0PXFOOl7cWUc1tmoCvtYCcOg1tSl0eKAdnocF3KyDpSzpDgnTHXhVFyJjV4AGJw7JFvGTb2R/FEPaH4KggOa+915ZL5GWw24gMU37i42EjaKY3q7J6IrQMquzP/68LKZLwQhDslXwlQrCsnDc9mA3Pj+ruXaJQtxERsZ/KjLUyXtgzW7Zq5KgSDfwKAXfDm6m7lp2+ug1M43EwAZ3R+tRw0lqUj7702LwLVFA8tmITLR1Wq5G4GsDsPavY8Qp2/PT0VCsqY9cGeV+loj/SlJeX0K73RFXOtSEEQff2Aq42ks31nI/Cc3X0GLILcTV1lx2WP2IrXI66dX5fqo8k8BzJ21kMUuEQH8FDZV2pNKPLBx7asf7rp/zk3SoI2U3MjMXlFPD7Z6KEKMrqlaV4CsFo6XXybIpcyjacyg2zBLvNciYSZNzJh+SFRbwPazpVSNcPBdU8WoGvjYAW7JNwyekPZ6PIGTnmAMg3ylGPPUXLm2FgMOncmDJnsHPAtY+7AWxI9I/imZdupWRbGIsDbq8RXrvR1Et4nSMpRTTyzXZ92xR5SMvm+cljDKkyId94afKLfMMyTrI9EH/Vky8x6VHhIp0a4CrzJNNQPCN7A1L2ZOvAt9SozZ/dS1bvjPm8kCOcSTt9lXGciTsp8cK6Fkb9qXpcaMu2i2JyXQcdhz++4ZXQ/C1AVjX/og8cTvyzhPI9wLM/I9ATsun4LnlnLIp8trpmNE++QZ0lpckNnArO8V5pJ/1OA27vabDsT7S3xOhV8ccNuplDAf9D3dwZLwDdXMTr1u+KjmpSk+qEpQWjmufOpUF3XREVEv5JZmZh3OgovTkW9ZFBTuas/xp6/scNDvvbgbWnsOon6AgBVb0BK/fOmDmF0xK3hyZ6Sdor5qCrw3A5vdMmCVIR3vyVBnIVqUTSVBVx6b8yftzYaLmGoRhVjS4+Aj2jo6lk28hTXz9e4uSG9N84HhSWv+oa5kEfO1I4PzOE33FIaJiuLP5r4AxhpRZ2hZmWtuxbktqEv0+7IvXoavkwf24XHf5bIjyk29ZP6964yn2ruhmyPWBmFo2/IXZja889PHWY2GTta2Zy00tBQNGZlBSe1uNagy+NgBbulXDI6w97vEgxoF4wQHT/iBjWXhmCrPUCIBwpKNQzXhsP51Yw4M4Gu6jpepk1GCNLnESZokERrgm+kojRsX45TZaFMWxTEKiIYVmD4LF7Q2xBmJ67ZK2/OcmnSn1Xm9funadFxh8IxtbEOjauaLNu/7sydpZh99srXLkm60vpE2iKvMAUsDKHnCgvlXSK8lZ49hPp0tPY3t1B18bgMO2h6wT3IZfGu+ncM86XFHzQ2vYujCCcCydfLdxEZu4kZS282l23gTd3WfUD/KKpVw7bGbwzjyG18kgY14WT0phsNNNfgI8cQMU6r+5DqbuyJd7sOi4Bnos8lJU1ACn86FoDLgKZogsjmfpk3Mp3qfL3pC+ubTha4xrfDggXIHvCnVBr+tSIeQ0hwkkU0bkuhOgcsCbDik6SeU0ZmUau7lRFyUljRUqBeiFUiJcLgw1r/15TfVAGEA4Vk6+kng2Mo7tDCP1pJdp3ONJ/btA8rArl1v1M4aXY+FEmhUXsFxAkqGZfj8e3htgiDUQ08oj6nDB2731yvwFKX/0D77REXAVzKCNn9/AtvnWRpHXd+5gTtv+JIr8Q1NvOh62auxpoXcBXpibzRc/V86z1itHO33VgK99Ata+QjallR6wEIRj5eRbRBpreIgDcUfT5OyHqX9i4CpDQVw9wZXDfVYuhVWyPNk8BtxgWN7/LoK//VWyNSyRqaPb8+xo3VfaqhlupWbBkd5nWq+dK3onf0tr/p6mym9bO3KbZdG77ieHhHqd8HcvKEyxdp6aBL42AFu7d2xpejxgAQjHysn3AO1YzSNQx0GLC24iuanWviWHHSol4zJzfSAXdcOT7auNrGITahlSbl+tkuhnr6XVFBn89tmsOqK2IZXKMkV6nxkF31Kd/3n1WfatsjaVK7OWm2daXVPOl3vTYJWu3hbBl6Kmga8NwKa/mrYAUx7wDFZdegxV+4r0j6JRO1XJwg3cREL6KloOHUd8XZ3ZQpJCL4zpmsuLRnUIN587i0eE4CbD87hd8IkV7cQPa/DHcQ247GXz3ZRi5eRb1vc7/+jLunetvyiZfdQgWiasLrfMG06E7RZcXNRE8LUB2PAvhs1omQfcgz5FiJ565MUC+EocbOJ6tjGceh0/oEmfyTjidXfe3CMkF2fk8oEe/0SSdn426fH4Ip+NHzVfvgzW6igTqcHAR2/qxOuXtNVAGZgkFsFXWeMtTGKZCsY6UOkm3ZQ/Lk99iX+nTSknozih5Cq6yNjLv09WTQVfG4BNbUeb2RIPzB/cgnh+Q6IpsSEWwLeIBqwll324SDvjaRqd8oIRV21F0t+Vi77kYCMzmeDJG89kKbnNsIjtDeCZ8lebhmUdZFQ5v30+7Mu2VOOoEKvgW+q7DR/fwnaP/kZUwXzf0LmNuW37ESdUR9PDY1dzWGsw/bgmg68NwGa/6Ta/NR5wDxqHECGryUf6R9GIcfm09jVTKE6s42tqXufYL4yIWVck6d09l0VGmCPFszCLtGJYLgR1DM/57Snw9RmG2f0x/titMdc9daphmZHeZ2bffP0ZemDjMax4/nXDPgjE+HDzWzizjmqwVn6s6Q67m+mbrqaDrw3A+vaLTR0+DwjcgxcgCFiwN9I/ikZM3UkfNpCFs/4OWqniGqkGunJKVuKkl+t+SiofRPHwZJMDZJlScdpo2GJtE4G773Exp/+h4nG61Iv0Dcu2tN1vnb35yaGqq1HZ2s66lA5AvPKll9i/7ngrRB2ScXLK9zzR8vpKMtUVtLqKVlfSWoYNviVesvOAtewWmyb8Hlgw8EQcDg9U7qAT6R9FI8Zu5lq2MIparRbSfNDtxKVsNyJmSVERvbo/iL6yWEZmMsnjuZlGJPoin433DdzQBF6wtoHAgSQnfeb1Q3VA0jsi/UfeF4N+4oU7P7xTeGllNfgq23f8MoD1cybodUNQeoHk/Tbn0SS+cs8EFYylgrJCDRt8D3vIBuBQu8X+PHIecA96ECHKFZmIdvAtpi7ruIc9nEbDzP/RuOd/EI5i/T4T/OTwck6XXDbrZ46KWJWUAAAYt0lEQVQ8hyebe4GSeslGx2c94UeDj4cB5vysZ3Nun6xfZpWA7/gPlRWq52SqURcG4/Pmp7B0yhy8+cbj4/zJv6rRs4xpNNXv1P+cDvuCXGjY4FvebTYAh2Pn2zKNeeDPAXXYG6cCso5QAqIdfAto5XvvLXQ09QFvw8w3DdktJZ8WJzKk+0RUEYioH99PpGFCge/0a7zmoQSmjIXdxp+P/Tnq5kdO4qszVFqy9lGF4KtdSYOU6+eOZ8fPgwxy+2dLj9vI+23PxYFaxPLD1zGpF6hCHRWHDb6VfWIDsKVb0xZm2gPugX0Rjrl33rewcOC7K/XfI5pWQJuA3ZzBeu6GlCJaDL6dWi1/0sZYkUryRr09XHH0kxyu82dMUsS48rK5W8JEUxP+cwS8dqkpERWZd9VNoM+8vhQk+Pn1DzBTdQZfZfL+dcex8qWXLfWzEvZ4ixs4pfZ3fuVuORY2V+iYZIOv/yWwAdjyrWkLNOuBZ09M/bHzz1u7mpUTLv4tXMlmriEhdaUv2Cq+/jpDUwl4KiOHsarJjCEBVcD000TqF5ecfs1dm37QH349wVIL3j3/SO67q4tmmZG+YfG9+ZZcO0d0LJ/61t6CrUdaWjTyjNpf8UgL/zV0VMekFWdB/sHoABt8Ay+3DcAR/SrYk4XygBtjXUVCybXicy8prGc8uzibOsd+TtNz78WZuMeYaMkDrlyTEcTGZjbF5cniToTJetRFcSWlJw8Yz9P1Z8SYqaeRl5Gmyb7qfvItdYKQTFv0gPs3pDDQ+SOwK52imLlt+pEap56wK4/SjkkvfFhzGito2ngViGwANuI1mycsHohm8C2kGat4ggKOpNEpz5N2xjNmfJDtyiHXjICq4PXcTj2cvtOvubyhJcfA2xdYasLG9GT6z+mrSWZNOfn6wDeTMfT/pgGJyaqGpKWn4GvTnmZUauAiMxP2ZzP3n5rR1UjTxqtApPK/bQA24jmbx3IPRDP47iWTteQg45No0ucB6nWcY8h+UXLVPDYjh6cMCahiJk8WdyAs+MPh7SGw5FhLrZk+8mieuL5jSJk16uSrwLd0DM6bDtLSPoUt4tfwTpuBfn0+aUM2s3fY4BtoQ/qKr+QwxgbgkF9ZmyDcHohm8N3KCDYxlvi6m2kx9EaS0pcac4ckH8EoVw7WlycyppEurm9vo06SOv0KGutirEh8ILHk+rnI2vi6S187iyXHBq9mWuNOvmV9P8hzKoJvTK2dH+anW15L15QF5T6xwTe4l0vBV1HZAGz1jrTl6fJAtIKvlyQ2cgs7GEhS00W0vOBm4uoYTtHdJeGCzBwON1TV5aWqJ3Znc6uAB01r8msn+OBc02LKClh+VF0unNErqMwaDb6HTsGe34EK8cnmlqJXnU95oPkdh4REGnx7nDjbe1mfSZ0u78ofRixxZ0c25qQs+NoAbGTFbB7LPBCt4FtIOmt4lAMcS/3Os0jv/QiOOMNZQpulk3My78NgnpJl7jYs6JdbSClUVa8kTQwLKWV8/RJYeaRpMWUFPH1tB14Y1S6gTBt8D7pmyMKbkN5HrHR+gijwNWio79xB5MF3FqP65ah3nQUjXeiuvlLV4GsDsJU70ZalywPRCr776cgaHqKIRjTu8QSpJ03XZVcF4jXSQa/M+1liRkhV8+ZlM05CyGYZIfXcUxueHAsqT8XCcf4757C2hf/4Iht8yzj6PE8j4lHBWJaGn9/Y+DH+KWgV0TffHp1nMaqvKkV+cDi4eUQX7Xs0GsDXBmALfwRsUdo9EK3gu40L2cSNOJL20+z8u6jdxn+hAY2WLnd66dX5AVZqpI9aMncWc4Sgn2kFf+wKnwW/KtY7xy+dUrnyBf/dlGpswFUwJw7yvIlgmF4/B6NPEgc4IC3F9KDqVQLfEupdDgedLu1CyA4o0QK+NgBbuQttWZo8EI3gK4lnIzeynQtJaLCGlqqTUcNVmuzxRyRg0f4iep/6IMYqdBieOXyMC27nPKeTuyRkGp7lxStgvb4ykaHmevC2E5kx7KhKZDb4BvDcoLyzEPKzUH6N1s8DgG+JupJPRmRydjDdowl8bQCO1l1WTfWKRvBVV83qylldPae0nk/zgeNxJu80swI/Fkv6d8v1FdmvdsOdTV8BqsVOd13GbU2FqYezYnTxBiAuihO+zkc76ieWo7CvnUN4d7BHhfK3tWINIikjKPiWKuJl1IiuvOhPr2gDXxuAI7l7avhc0Qi+KshKBVupoKuG3V4l/azHQZiqCjknOYGLjpuIwfJYsbNJPHdwthRMEIJTNGn99Wnw7WmaSLUSfXdyOjc8UX56G3w1eG+wR/VwLvOAqoGnikk0gW9JTdfNcYl0vKQjG8uqHI3gawNwFW+qmjJ9NIKvSi/awC3gdJDe+1EadHnL7HK8xBZGu6ZRaFZQLPHn3clZ0usrzhG8dvd/r4ZtDS01bfz9mXzUp+UhmTb4anTvgPnpxMWpYCxrk7E1Tq+XTCv4lpH72ggXw0v/d7SCrw3AeneCTa/bA9EGvhIHmxmLKrARV3sLLYbcQnJzlR5pajzuyuFGUxJinNmTzQPA7X7NWNcMXrrcUgv3JcfR56N+7KsV55Nrv/nqdO9gz2zAfxkrnaLCSW4AfH3qCAf9hnfhw2gGXxuAw7lzbNlEG/gW0cBXUnIfmSSmLaflsBuIr7fB7Erd58rxvYnW+OHOZqJA9WisMD7pBW5rm1t9dHYLxueUyLTB18DWG+jui0PMNcAZMRaj4KsUlLD6mA/5NG4/V0RK4YpFNrTMa21CnpYZbZoa4YFoA998WrOax1FNFeoe9xFN+07CkbDP3FoIbnVN4mFzQqoXdyUQVjm/qvTkXkv7AHDjYyfz7alNiPS189bGu96+ce6UIZFetUONFSybWAoG56kUuVaWibRQkBnwLVWj4TJI/9VCpYKIMgK+9gk4MmtT42aJNvDdxTmsJxvVTjDttKk0Ou1Zs2tSLCXXZeYy1ayg6shfDoRXtIY3LrbUzB31EnzXz7dN/oXBs1dYKjuYMPUjO9KTMxEim15mPfgetHKweyKIyjcWEfOo/4msAN9SyUd+CcnbwmuQUfC1ATi861IjpUcb+G7mGrZwJY6EvTTtdz91O5gux7xPehmZ+QBv18gF1mj0IRB+7zz4PXSXIo1ifWRvXdAaRzERB99McsYc46GREwwXBddjp+8HurSloF5GLfTnL2iJ07kSpEMLeSRorARfpW/CbjjqMxDe8GhvBnxtAA7PmtRYqdEEvsXUZR0qH+h04uutp+WFN5DY6G+za7PDITi/yyS+NiuoJvC7b6g1Sfz3mmzyy+fpmrX99+MbcvzvYT7WlFHS9yNLji+Jue186sbHYSpRXKv9YQXfUiUG5c1FSG2NlLUqbpDOavAtVaPRYkhbbFCpIGxmwdcGYOvXpMZKjCbwLaAlq3kC9d/k5r/SYsitxNU2VxdDwkZRTG/XZH6rsYus03A3WRcIxEydbEHJ1ZOyuVRtfdqUBV/F2eJ7kuskYDJ4ILQOEQFfpcYg9/kI8U5ojcJLcXa7WYwYHJ7UZHX6bf0ZJO62zgYrwPcVt68Tkz1sD5jzQDSB725OZz0TUSfgBhkzSe/1KMJpMjVXssrppFfn+zHYDNicf2OV2032uwIGxKr+FcFX2XHmF8RtrBPeXO+Iga/PIBlHA88ahEivqnUaVH8Wd7TK4e9eUBSmktLqHVi9B1sxrAJfBKNtALZiRWqwjGgCX/XWq9581YNPes/Hadj1NStWZinF9HJNxnhxaCu0iDEZ3zOuYQJJ60BYe/8cIT/4A9/SqdvlkSGhUEoKEqDQC4V4KfBKCovUv/0UrNxMYYfW3CWFn7SsIDZEFHxL9RjsUUdPVR0r4kOB7/gmJSffXS1grbXZauXsURHRKjLazLASfJUeNgCbWY0azhst4Kuim9eTxS764Ky1g+YDs0g50m3F6vyeCL065pQva2eF4Oouw03WlQLxXCzaGQx89drTwc1ErSBcJeCrDBqQ15Y4GfHbnbLgW+rX1SfBHmv7dRxaMkdhSUBWvMEHBKvB1wZgvd8mm/6QB6IFfFVe7yoep4DWvg5Gvk5GDdaYXikBXzsSOL/zRHaYFlYDBbjJ/lKA/z6BUewPK8G31EwtIFxl4Fuq5KC8TxGyZ6SWxh/4qrkLk2FFTyhOCI8mKRuhlYEuo+EAXxuAw7PG1V5qtIDvXlysJZdiGlC77Tc0G3A3zqRdpv0vYZZIYIRrYviDbUwrG4UCFjC+pQMZc1f24QBfLSBc5eCrlByYNwyHfDMS2ykQ+JbOvb0NbDghfJo080A9HbszXOBrA3D41rjaSo4W8N3KcDZxPeAg9aSXaNxjiiU+V1+2FUu5dthMii0RWAOFuMm6TSAmx5Lp4QTfYCAcFeCrFDzziyQa1FmNoFE41y0U+JbOvfJ02B8mTZz5cNSnEJcf2tJwgq8NwKH9b1OU8UA0gK+XJDZyMzsYhIg7QJOzH6L+ie9as06Sh1253GqNsJorxcP4hSA7x4oHIgG+/kA4asC3VLnBHlVW9ebA6yZ2IOX/kOI5HN7z9FbR0gq+av6C2vB3T5DO8OwidQJWJ+FgI9zgawNweNa2WkqNBvBVfXtV/17VxzeuziZaDr2JpCZ/WuXvCa4c7rNKWE2V4yb7eEHs5EpHEnzLgjDQdFEmvuIeUTPOX9gBp/ePyvqI75FyGnHJbzPzuMO9rnWUstQDvqXzb2kHmzuEzzstv4Pa5boGH54rEuBrA3D41rZaSY4G8N3P8azhYYpoRHzdDZuPGDkqLb7uJkv8LCXjMnN5zBJhNVyIm6xJApEdC26oCvCNer8M8nyD4FRgK8hXKBYv8K4rcPEZDSBsBHyVn1TRlRVnQX698HhNRUOrAh0VywRECnxtAA7PulYrqdEAvtsZxkbGIYlXbcZeagDXNc12PQRca8rZ0pfDOaZrLi+akmMzH/KAh+zlwFHR7hIbfAOs0GD3AKSzFnEH3mXmyfs1rWMQEDYKvqXz7m8AK88MX8JsxY5JkQRfG4A17a6aS1TV4KsAdxM3so0LDy6CHD+CzEP16jzjeQ7JlQZXaI+QXJyRywcG+W22Ch5wk3WKQHwb7Y6xwTcMK+QHhPvVnbPr3mZ31zU726aOsPVos1IC85d2TIo0+NoAHL41jXnJVQ2+6qp5DQ+yn07KlyoX94oRuCrVrHVn84qA4TodvhVJf1cuP+rks8mDeCCP7CkSrotmJ9ngG8bVKQfCctqC9pkvOyQGsm7L6+iNw1emsrBWeHRXHZNaf85zXe/jKjMzqNrOqrykHhl2JSw93qohtFUNvgc4xhdsVUgT5fG/QfYbQeaSQO73ZDMDGKpxedYVSXp3z2WRRnqbTIMHPIyOh0brILxpLBpUCUhig68Z72nk9YEwTZmV6Qsw84xnDpJ+GrkDku1tDKvUy3SYhldyz2WZKN0NDSPgqyayAdiQu6svkxueExi+1jXtmB2cz0ZuRaUbSeRXSTiHDqNLqP6rwjOeD0J+0SUrcdLLdT/qndIeFnrATVY/gZhjoUhLRdnga6k7NQvzZNMFyNPMEIRwfRfYcaQVkirLkJCPoPPIDHQ3LjQKvjYAh2ctY1ZqHrwh4aKqMUCwibFsZWTp9I8vZ/ctE+lRpEWfpWNJ3FWHTyScFoB+SVERvbo/iPk6lVoUqmE0HrJeB3FxNJptg2/Vroo7m7cFDDarhSpPGc6OScD8ES5O0qOnGfC1AViPp6s5rRtDb6mWeEWVklzLJPbia4VSCOKmEWToLm01fyJ14/L5GkH5QnaCXxxeenfJJdRJ2hJ7apqQP5hYez8F6vq5TrTZboNv1a9I3p20l8X8gTB/47qrJazNDJ9NUjBuZIa2lESz4GsDcPjWMeYku2GiQF/rNCuMzOdIVvM4hTRX4jYKnEOG09lw4MbCLNK8gm+AY5VAKfmhOJE+3Sdivki0FQZXQxkLyb7IC29Em2k2+EbPiniyeRkOX2+Z0Wz1ybDHFx4SlrHTC50ucwVvP2oF+NoAHJb1i02hr+CemsazoxsxLWIG7OJs1pONl9oqv/fPeJx9L6bzSrMKzL+NFnFOVEGBpfV2c97RT6Kh6qvZWWsuv5usOQJhOtDGSg/a4GulN83L+vFOWjuLWYIg3qw01TFJXUV7TUsKoIlk3ohM+gbS0yrwtQHY7E6oJvwKfEH4wufTmEYkQHgzV7OFf5V68K198K8xuHZa5VLPnbRx3a8iqBW22yNcHvBwcyNIWAciXD+HulW3wVe3yyLC4MnmKdPFcw5quq0NbAxjxyQpGTkyk1cqOsZK8LUBOCLbLronKQu+pZqGE4SLqcs67mbP4Vax943ANSG6vWRrF8gDHrKuAfF0tHjIBt9oWYnKevw8nuZFkr8ASzJ6V54B+1PDZu9GGU+nkSdwqN6t1eBrA3DY1i42BE8n73mBHOVP23CAcAEtfe+9BbRSU+4RiGuGk/FqbHjL1tKfB9xkfyvglGjwjg2+0bAKwXXwZPEIgpus0DTcHZMEvDzcxeVK13CArw3AVuyCGJUxHff/BKK0xqNfK9J4hkY8b4mFeziVddxDMfVUfu9qiePcy8j41RLhtpAq8cCP3NnaiVdd81f5sMG3ypdAkwLzs0mPw3cKNl2iUk0Y7o5Jspg+wsFgvRWuNDnDLsSh1U3Vi+4VPOrUeakWq5rwAA14SwtpQJotjGLzob4J0l1A/sArOVWlrdgjhj3gJitbICZVtQk2+Fb1Cuib353FJCGwpGOWdBzsmGQJnPu1QzWkSNZnoXZquxKWdl9VG8pXUOXixN1aDWpOFnX5RCv5ITovtdhAFjsPBRSKqUXsuvEKehzQLcxmiDoPuMn+TcDxVamYDb5V6X1jc/+YRapT+E7BDYNJEPA9Xu7yOjg9WIqkr2NSD2O6VDWXDcBVvQJVNL8eEBYUciSjSNJRpa2QZqzmMfJLOtNJELePIEO1ELRHNfDAArJPdMBPVWmKDb5V6X1zcy/M4k6v4D5/UqT07as7M3OZW/q5Ozt4nYKNHWFbGDsmmbM2MLcNwOHybAzI1QPCcWzhSC4jno0hLdtHBmvIpbjkD9ytIIaPIGNeSEabIGY84CZrskDcVlUK2+BbVZ63Zl7P7dTDwV8IGpeRuFhI7szIZZa/WYKBcLg7JlljdWUpNgCHy7MxIlcPCCexhCO4EgeBb5C3MZyNjAWcygPLQPQdQcayGHGHraZGD3jI/gdKwtkjPWzwjbTHwzOfJ4tbEKhbsRUSJrom8YoQwfP2g4HwjlZ8st5F7/BoGx6pNgCHx68xJVUPCNdnNk2pHHfjJZGN3MyOgzXXBXxUTPGll9Fta0w5w1Y2pAcWkHWGA/FlSMIwENjgGwanVpFIz0RqUcjltOJZ1xhVA17b8AfCvn2Rw5hX3LyA4AptkqqYSjLNBuAqXoNomX46nhwBWVr0aczjpJYpElNIOmt4hAO0K2V/eDgZtwmEXYVKi0NjjMZD9rNwuIxZpNS3wTdSno7+ecqCcCn4Kq1fWEhafDG/IUiPaisk00ZkMsYG4KhepcgqNx33MwJxdehZvbTiOlJwc4BjfcFWRaQptgMSxo3E9d/QMmyKWPTAXMYmplFnnQgRwWq1bTb4Wu3R2JenQBhoqk6+Za151cMlEl6LWgsPgq/SzwbgqF2lqlFMS4EOpZmT7TTiJTZxHZIE9X+tdyAHXkrmgqrR3J41Eh5wkzVAIN6NxFylc9jgG0lvV4+5XvEwB4iqBiE+z5YBXxuAq8des9SKqXjiU+BrCd11CP7NC+dehmuVDh6bNAY94CF7BjA0Uqrb4BspT1eveV5YQMt4B6rSXv2osawC+NoAHDUrE12KTOeXxoLC+UDrUJpJvK8nkTJmGMftCUVrfx7bHpjPxLpxFKgKZimRsMQG30h4ufrOMd3D9QIejwoL/YCvDcBRsTLRqcSLeNrFIX4AGfAvSIn37pF0vTc6LbC1stoDP3HnmcV41fVz+Ar/HVTaBl+rV69mynslj++QnFyl1gcAXxuAq3RVon/y6eQNFsi3/Wi6S8K/RuKaGf1W2Bpa6YFfuCUln7hzHTiHgzwbSgIArBw2+FrpzZot6xU3xyL4GUiqEk8EAV8bgKtkRWJr0lfJGy+R95dqLRArvdBvJBmLY8sSW1urPfAjWakOuEAgVGOP06yQb4OvFV60ZZT1wHQPEwTcE3GvhABfG4AjviKxOeEreF4GRoLwOEk49xI6hq5HGZum2lob9MBCxh/hxXsxiMvgcEK4HnE2+Orxlk2r1QMz/iAhf7+vvnQHrTym6TSArw3Apr1cMwRM55cUQcEtidTKHcZxBTXDattKox7wkJ2DxqIupXPY4GvU2zafFg+89jNdvUX8qIXWNI1G8LUB2LSnbQG2B2wP+POAm+yJwVrIleWxwdfeQ5HwwCseHgFu0jDXOullrBB0QqC5batPrg7wVeT/B43urjFFndRyAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="1: Experiments" idx="1" x="-99.99999999999955" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="157,41,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="209" y="10" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="383" y="12" w="154" collapsed="false">EXPERIMENT!  Change the inputs (arguments) to the repeat, move, and turn blocks.  Observe the impact each change has on the drawings on the stage.</comment><script x="63" y="124.73333333333338"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="down"></block></script><script x="15" y="15.000000000000028"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><comment x="593.6396484375" y="442.66666666666674" w="90" collapsed="false">To make more of these scripts, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment></scripts></sprite><sprite name="2: Polygon" idx="2" x="-2.2737367544323206e-13" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="32"><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20.00000000000003"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><comment x="230" y="31.666666666666657" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><comment x="398" y="31.666666666666657" w="247" collapsed="false">FIRST: Make a triangle, square, pentagon, and hexagon&#xD;NEXT: Look for the pattern.  Write an algorithm that would work for any sized polygon with any number of sides, then code the custom procedure in Snap!</comment><script x="27" y="462.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="down"></block></script><script x="326" y="466.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="down"></block></script><script x="328" y="296.66666666666663"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="down"></block></script><script x="28" y="306"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="down"></block></script><script x="32" y="185.16666666666654"><custom-block s="polygon [sides] %s [size] %s"><l>4</l><l>100</l></custom-block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="-126.93398282201724" y="82.06601717798213" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,81.60000000000008,204,1" pen="tip" id="101"><costumes><list struct="atomic" id="102"></list></costumes><sounds><list struct="atomic" id="103"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="clear"></block></script><comment x="798" y="32.66666666666663" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="288.798828125" y="420"><block s="turn"><l>90</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block></script><script x="165.798828125" y="517"><block s="down"></block></script><script x="148.798828125" y="165.6666666666666"><block s="doForever"><script><block s="down"></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="setHeading"><l>45</l></block><block s="turn"><l>90</l></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>45</l></block><block s="forward"><l>150</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script></scripts></sprite><watcher scope="3: Epic Challenge" s="getPenDown" style="normal" x="10.000000000000114" y="9.999999999999986" color="0,161,120" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="size" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><l>3</l></block><block s="forward"><l>10</l></block><block s="forward"><l>10</l></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="polygon [sides] %&apos;sides&apos; [size] %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="down"></block></script></block></script></block-definition></blocks><variables></variables></project><media name="21-22 U1L3.1 Student" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>