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rmuGt8x8IM200o32H4oV5ze23UaGlsDTiK9h6eII8qbl0VtWjHY+vNuEBEJFlbXOQxTz0tnMPTC2wUO9defqCnWexHGGpeUfzT3o3lh9AiVDD5wYUFXp16TVju2C+P6iFOTiZhxdfIOqLoGQd5CkT0qSS5VEZa+bhAGP9eGROIGnR2N70FF3Dfq0fw5l1DjWvI1ahw7GMKfyAIG2qYOB2yu5DGKlcQsoICcf39OLoYrf2rlqtLulXsxeKQbKUijxrBtOYd4lWqA/RZMvYKCusoKkhOWW7rDy8kZCWZVOncGqxFeh2ttJBJCKg4LQ0ITw0kqpa3AtQnyzZ8JcmvZpyC0SYND/QcJGNrpS9C/rRrF5l6PgTo+O7M7I1XSy46SzsbvLsJ1z5MZk7QrghnL9zRELwDqCAO/m8cTyJT9UsUJvpzUENEZc7qjwZpvJqIwnBM1YW0gRRFk5mIKtK5sNFXww2COb0glQ7D7ogRNTWb0SCx+PbPqraCWjYF2yuhPU2ba6nDISuVZUS2P/Z0/yztkXLYNolhxGjQtdKVTeXOqDUuJgX6Y0MgcMY8udGYc1eENiH34SApm+CZAyChLaQIcVgm6kouX4BWSf/mpInKy4OirglAWTCbTX+sRmQZoM5abKlv0BKvXa0TYbBtOJHgc5DoiigpwN1ErCwgu7E2PBkURw0t1rTZ1tGHghf5RUiNYCcMcoJFUDnSni+YwD/tJeh0m8wjm9xX5rK4fsuslL8zUth3hKus44AUqJOV73hBBqtkxQBxMFOnqDNKMLm/w8Tpv4gJ1sQDuIcnf15yK65SQvH92TlH3zSErxWAsFURia04iFQvCCzSwef9mtjg84dA3V2ZGqt2/nARrSc8qLnQArwZM34nPKlA6dQ2W8ZfyGG7vHBtr+kTRxUJvPStM3Vnh2k9J7VXd0LaWkv2UnBnOfzt+ZerrEBlJmhcS2plNmAJ526rnn9Gfomgm3+NpGclaKnBEY3KC0UhjILF1ew/sbzQcc8DfKT8fUxnE5zTWtGRCvOj3OdaiGoXZEuCh0leGH5lUD4ajXLRiC05vK9mgTznV7H1dmL6zTYRDQibm6eKHiFc9+8Vm0xDmpCZboYglbLd+yfUu4rWxA/p+1kVATZGxSpj1r0D/a4PfdwNIzDdYTAYs54t8p33ydAh3wiOhUflcbMZy11II+nPw36pdzjBc/aGx0VDPQnaGriezlcfZG7VvvtisHfMoAWjSLLoWjTBpkRbKduLIOTRChrJ2/RDOHe9eJPB635/7qxTM2lTgcK+z0bVteSXzznagNU/Bq4pXh54zYvI0t2DeTHMrA83b2Zfnjn7NnBrEh97V4h5hbfpc0HELxpGIK7YJe/PHBVpWXQnEuhMkJBTuNNhej9u9Fv908tIfUXZPDMuv+BoTCoUdwD57FLQE9QaSQBVvufg16yskhTXG4xQzA6pK0Bczb3ALVccYGIJ96NGc+Hu7+P8yeOxgiPb+AaU/XOTLSP2Ekk24qeJjoQRdDaTSB3PZnPTfMDuFPR3gwxDUF9Wpfe7P3bVrvoBG+1AsMqqEzhOt3bSQaZBWGt3zToLKjWMqXkFSdAVk118HUGGhBpspwPtsCgV2TDLp+fBn9GoVn/UJI3DgxjnQ2F3KmiWxkbkdbnryN8OjJE4RpbjKTkeewk8iQW88VuWB1XlUvUcf6WS0YA3ndALcXUWPL9YWsWC8bjBcL7btzFgykAxjjkwzmrQkGurjUNzLi/pH+jX7g49Iyeh9Ce85prdz5llUQVvN0vLJ2MDF19bLooONHfj/3M4CkW/WiQCW4H28wTPQ8g8GTY0ajJMBR9G2fHqPw9M+1/RB+WUnQKErRiUVYIZJ0zaLdguYKPnFy6lSal6raAOqx5eBH3yahEjIyWXLcsXfaIN2KbKKgeAhlzWXw4hIXM2TPTORSMqAFHo1k+J/nF5wATDCBU/Jw5O0cTkGpZwQbVyC3SUfOPtyQoiBidInTUHgdUnxa+9v2Ijvvm6ItjAPKGr8W59wadf9+QGtznQh9m+qK0koxpXls6B1uZ1yjBpwTebakG+D+ZytcVNQtFp77jr6wB5Ahu0GKCLmts9aHqh95eAvHp+0lSyHkSt3wgwxMigzBFzQwRgid2nF5OKlSFKvJFPJEXx7OeZRe20illiraH6xm+sjONvMbpoGM4u12M/mWpzItyLejV4bxreNPQgi+CX/fzKbYF1dNzGu5VVtadNc7InSSmLE6H5JNhzj+7wPDUSTbkCeF9xV/Q0pzEQvfsn30ni3WCn5SWybph5Ay/6AuVEtT+f0+5UPbx9uLXl2N6n+qfVLeKtWc4Ho+K8kIw9TcnVuEmUyfpu54IIR039+95RI93Ot5mlgpWAkT1l4b20snYJzLVxJYCrmEmISiPVD1zbpwuY8Rk8fC8q0tt0MdB+W9ATN3jogdGSLIsPoAvjngCWXGnKO6IFi1sdhF6ODdOkv4zint5HoLt4H7VblL1mO1iCdwzkrRS3/2ZFVHGDPFoyecOtOAAFGvIVsxkDfTackBaL+QhsjUeN3QkocLrGisEw0qmOV9HRce+bvoM9lT3gx6rgMLwn9Aqq6jeYGkZZDHt2IAqJKrG4cfIPcmvzXVXInBeUuhyG+tSC/aUpr5pw8lFLpawiUYbddrApms5hSTOwEuoMdToTE4bqCjbt8SILyTHczhaA7ES1kh1YB6R382CqWrR9SxEXtwcbmUPUQBQq0OYIOqHVWvnOUzpgjF7j23nQPSKohKOoTvbM96zhk0DNzgbuksWIXHcZxXBGkS9Gbkn5N6FAGIenr6yZrETcvCS7GSFbyp4wKuP254zBVKDdQvOTmS/DnLSYmjejo1F9lygpIoRm97/mQjrt1zFDNpAto8WjyuqgZPPT1gPG8oxyWxmwo8rPy38/BAO6US2fDq5uyc6vob1DMgKUy3HUtOS19wTpxq9HwAqTaqJ6OFgCFL05lagGz+vV5Xao8LLGCE+OIz1lPuwMrXjQ2jca+EYSskcqw9m45n1sE5Uv/LB3+CzZxB27N4QAKjRXhL+dEGQJQuv0xcAKh6e2dFlGUFnNAmI2YOBF8B3Tspp7Ax1p0AVsq27vYoQTfz10MaDIB/v2dEThRmRMFO11lgAELDTFB/Jp2BDyOWWzvJszbIVj8ettzMCnmEnVTpm0uJqR2XnQaOqg/F0uZq7TAl9VE7ZaakgemjPcUFhr2/Yq4Dm9DFGZmEPCFuyWNaEwJKwLjISaEF67FHFdtNCWku/4Z0OH386TxBT5f4wkP2aUZt6bbDLQNQYxDHsHvP5wlQ6hv+VApY5GOOj/H8bP12+BCv7Vuuo5cTJiRc1ntaQQifcEu+VdPboBcqqMyaYiZNODFiurN+oiHQCG4aJMEPkUSneEGX2P6qXgBmyGmK375QNkh08yaoJ2Nmj1t8wulZfZOvmyEB3CF+k2AH/V8D2E+lhr+rrocIGbDIA8qnPiifS9TCuVgDC1vm59QS+7iWEUqU0+vBTo7t+G5GMu5JBgm4beomQOat3yzddBI+vuoL5SpXeRtLw51059ZEXfh8lvG3Bzh7P4z0x3CzcjRaN9Q/QrApkLwpW9+8vCOs/fpY1kOg+3df3zVAXYrHGBTOQrgVTAd3/eEl3m+igo3feujVvkBt8tsZOEQ7a4LdpSn+0EtxBWmHsmJ/6z4QDkj5M18oSDIFT9+2hMyaV07mpKE4pnZtoOllWVz5tLIGhK4Gw1VOt8dJzIPzH82P/qZHe39mTISwpispDuCkoiCH8ApibZ0ak7yLpX7JvLMhTuTYLCSBVTyouFdONstPDR7czbFMGFPfTOLfeZP3R5kxJ5ZHTDEGyHh8URXC2VWnJXIVER6Hf+6j0g4eZwTmFUtiExjvRT1dfpS99uEXu/L190AfIxGFXsBgp3n8weZgyVhJca5N0gsjNClsOBk5CROr65JxJwbo5hMmkeEI+VQDQsWRFQd+5TxknXcuCvSC1CWDE50QmVfWV3GHnXATF0NcpoEDv9htP255lMDbVOlVZyj945iZ6bMQcNTYOFihSmrvs0fFIQXoMMB3Pi8kLd7XWH4yiUVRYSb77zafZqUjoe2oMYKv75o1F9YULytUn+VqLAHGbYvxpbxPDurf/D9fGe+FB8q7SszyzfzDpvo7+qXEw0LYl7l6U/+zR81QAC4iILSzg6z7OgESnaM4+mJMgTMxqPvUIcLFW94MqvnovDGIEjSc5j0U0YMLDizmQ1LJ5aWYafhQnIYHqNoO7uHZ9cG4RMN1NnzguU3fT6FS0vEXIw/Am4Mw8Pzs2Gr3cNBkFpxS7nFtHFSH7ygU98N0auR15VV3cVMTnMhwpV0iqcO8xn0S3P17GeCjlys5AOli6yFpju7Q7+WaD+W9M1gkzOtZf67wTGWn+rPIkPLO1IJhd47TiUtdFDNlU0XveryFBYJjT3BolEL7PT0aFYKE0Hre51vvJUxG0kyMmURIajxDi82X8VWZsCdOCVR12431xq6BR7q8CpIvj4UAGsPldYecrK6Qv7nPN3MCaScRm6oPoCVLJCcXpqdnZgv952NJrZbwouxdUPZdloal3AB97J+GHTEO7abO9UUgLAk4awQ7n6TsiUDenjwP2mcYAF1VaNI92qdiNRNGA+W5uQnBWK04k956cUCF+kBgE72WCyHgvTxL5Or8FdIxp2qA7LsG3Ok/nXc46mhIMKBSht+hkoYMFj5Qj4TmEzJjk0/5GwCtFCGu9y744k16Hea21FVWaQMudvxCjNFhHWpMwS6IMtTnFYLHGK0aZGS09WdiKvKue8USehLsw3NGttCbOxSdng7conGNkVqdUYyvrClFsqnJoF3PUffh7upLbwxnX7wj3Ocp5t0bSUUyP8AfWtMOyomv9S677bFjU8hwkH4LErJWtvfJJWkRAUP+42ytTKbU3fFjGhBZ1LT/JSOQzslQo8KznMb0PcRHcFFNbm8oEB940JzQCeRpiDQUY9jNhe3vMJYLXgKi0CBzQlRZz8o13ThEiID1NiyLjoAjzxLNV6lKb/iSzvOCVSQvm12o2kGPf74eS+Z3sLplEYlRZlkF53WxEYiH+mCuW11zKQKrF/XSMlltz9bqXaFcO96OeBJi/CGyPuCns7tt+eb0vJfim7BxjignhcJe+6HBQl8NnLEoKPasG5Ym/bqOccOZPQqVfEtjc4rEmep/YFJB8+TOTy8gRvJbTI9gg7A28K5epfzroSP9ekwLqdSNNkmg57fuWn0PzmJH3LkREwzCTvPCySTNwcoDNwP8mhpDewNaHxVHzR2/hJ9AYpE3cVAiorRHAljMiQHilkzDMaPBuEFogfb/MwYwOoYaj7PeP8gUX8JmqQxiCAZvlMWCf9Xu5EEZ7eGj2htM77wKttTN70LICxC4eNVhoVOJ53HGsKuVchVrghs47nhcwubqd7bWJg1Uu75dAccOCdO3iFjYoMwRY2jtHS9wgcSnxhH9WEBTcw3RlEVpPDUePbtxNElvS3UK1SpGd8qzaeYrpvLFZKYgrK5gPbPuJzX97dNNJF1mYobNWb8dRmEvQDCFzrQChIHHHi8T3nSAx8HINuCEKf2CbqFAuCDI63Y6o88dcB41zi5jMfJfX+rwvdfm9lLZjaYhbZ7NAcBQLFRB53nsFRhY0nx5l1fk1PUwVQsWFwA/tVxZmLRHR8IhlINPJvOTyqILrmOlBUT+Z/ZD90RovAZtUc+0yEKz59yNftfBiYwtNSvfaV01vzvWj3u9U2lQctAAUTHRsnxHDhkbvQeIMqrTw74Hfcl/AsVBZG62qp+RkrvT85CZcpUB6pfyCUdncok9U84TIw1k2DIKaPvhRSUPE3rDeqXWn/VkHn7iLP9rqWo0DEOymKuPxxHhYidqLTyEA73TzspcdPieBVSs6QKy049HeUZLmIbj+NVmdt4Rg/JBawNC3M8QJ8UY/IwZ+DVSNwPRQbSYHLZyMsZw0aFAp+OWT06hvcYm9OL4GgKWayFggaN4fzBh3IRHk/L5ZE5zjZOL1Dybm20BD8imGDC24Qt4uWQ3CVfGcqYhuYu/A1DYTooJe8e7YkbB5swhrwyw6NbMC9eZX99oPzomHtwNGQXo3gPNfx2KzGfsGCZBSR8lM5GnnwrDt/KSM2Yr+5WFD1ZDFBmaIsoa24vYtuQ4CTJzSO82V35kJcpjKJnNfEQok5aa8cl/g2X5Z8j84URryjP66sBhGshYDmHL8GB4E15Q7+nDuxrb0pEMFpDV9psh7JM/vWqxqmDLiZIW51ar1LJ8fUoU1p9YNebtm2pTTiTCy6vJi4TGnNu9AZwud1U/xFobylhnF4Zux+iII7DRxw7qUVDk3oX7fLRGA0VUGOA2RvsCUgAeHziHrCyGDafWHy6VcnL2AXx/g+4TLLgyzZw6GNsWomFyo/zKDVVCEarT5tX6IaDO+x71Woyjiixl9VV41qCmAL0Pm/sPSnE02mcVdoH9kg3ujFDYw+ZquRqbxVRlI4QjFbj+mZBnvZfQ/ZqrFiL1BFjSp6PFRGRGYEBTvc4O351EfauvQOMJiu1CLOgX0Gkx8Dcn/dEWRdrat7f6WX7qfHeHzeIeb+R4dohE59ExcmwwWFGQkKbYfMfhUAJYpUkGICl+jjlnweRk4e2oLIKDNny5gFwJGHVGKJlLPu/Ce+uudCQ0LMA8RSXMIlhviAl+Q6Mft+hWAPCsIXzGGzsasoqmSNWC97KWXVExFv2ZrW2tq/G4uMB68nSgqnd0gWElL9kSXv+wzx0Mpvs/k9rGlG7V8hb35+VJbhm+aBRI30YQdQuiwdJVMGjrtM6ncXRnLdgDybDaNs4KkbXzdLRM3UACi6Is31ehZVbCQXp+qDBRhjxQkT+aB2uSYCp80UAZU9CFNbBPiQ4YboG6qteitBvon3twBg+XZv/lWx9PDfHW1IztHMCjRuWeaDrcwsnzmbE3XffyPl7eMo10HBiE+x+rR3S2+pbBW3AXiUwgAlBCeF1jzncycj2GGG7TR+V2IK8TVfU8bFlnyUNzl4Ocpf3LA40sOy33gsp07YtGia5dhlY35jdFNZfxZhNNWeE8PToxDTy0OO+47bKH7FsHWu4ADCZTTz7YH/2NM1hPfs6fj0sQ350ZyI7tBiaJOU6N2jxwgHHR+WQXumAmBefLEOa0wFMB+KxNhIGN30tdz6eYjHyHAlJNjZ5Sm+/mu9fdo67geZBzJkhHJnVrfy3hieVGIkaWtxqoPeTYSn+/Cod5ifQs/rwHLleZoSiElGsiZM9IUDwOJ/x96X7ZYPWY9yzrvv3yw7YzTVw1JtwsZoZ8AaSxiekripdRLTAuFZYwCdHd3tUdAvvbn7nvYRmmv9/dqRRJbIfHM1hRUWxV6IjAlc5s84fH/DC5V2n6xRLdk8yXAfi7UyT6cgdDtLtPEYw7o0TrQZO1fYat2Dl65xbTVtI9+EiBoqw8qNn6qMsJQUP+IWfun6MtU4MtsP6OcAm7pyMd+pZDDxTORWah4ehN2HaZb+xNHqBbVoZ00vtgx8xc7fZntSG1RBCm9pv/Sy/dpziPmZiFtVl1NsCsQjTAlGWKytp6WUUHZNc05E6SEpvE1Li3lDnaQzG6RZfXKn7qrLaOTyqvHx9vw08pQGX1Zx4rcXWy402/T4ErciycBEQtY2WNhp8wvWNxDNxpzymDOeqC3w0Ze8EBKKzCIiuDvOCYwsaOmK/zczxNg62soZUig7xHAIZwZe262iTL0A+aE/XcVjexYDtRfUlN9BrlaLxn9TmAyJyyKDjfpKrMIfgS96kOB+oOEIUiJT/dbnwYgU1vHQSenWnnmFIOGpfk2d98gxYGFCixotOAFRASQeYZitGjMgn4Ez2YPQTd3DGe/3NDibIXQfzYw2ya/MjGqrnM8T3X8jCRYJUzeqlwUd36cjnUFlrf/YPzI1SUp2TWE3aAuZ8X2sZG70DiC14MPH9pWnmhNdeGLwl0/72P9Yxmacl6jDFPxASy1OGs7+vekg5egJCIj4dPa936ZFP3ERMWCMuBZMA4Z5V+ua29A0Xf4Ka0S3HBI4r3W4IUu/9A9dmb9rL/4OEFF1p416Q3i6fIOtB5JnXgLNYtduvuRHMT+HK0uJ8ViU3T7Fe4YXHvOS3esWKpH+MFLS5nWV4RnG9/cG70Dw8Vq1wE5FTemFLgLL55MUHd//Jf4dj9LWLkoYH7DTxWDbiN9WtG/q2XoWiB4e0cCjnUUGnyNYceqX+9NcPpA3IdlLCgf96L7/LCEFTuuAGv5rVXh1pFOnW2f5/kflkjSmOYYZ7PB6TLzhzxKLwRr70ITCKW1ceMpj3QOtBHnFj84EUd+HxMmkvsgksU1b0TcQN0lE+NjBLq2lO4YhyzAuJFqIyCwEu/RAxD1Lx/NSkQq9tlP+ptzW1Aa6MgizVAxMuNSPR0JwwYuCGATmPYIqCb4Ozz4b2qYsNPRDAY2M7l3HwVqBC3aHO2ZncjWoxcZfkRKWN25bBcXLbovANqotN7kd6LSaVI8FxIm3tnqg6qk9okhrtXm1ten+SZU/SZDZJTCyedzvi1A+vQ4P0W/eiUh1k6GnTe2EfWfVh0UdJDK88WJembGA6I0bR39r18l/JZ35ET6VU8BRvaen52gvQcdq4ngOXZY96u7WdWpr9X87Z4MSYbxWOvO87lOcOhCTy0J1YP0UhfQUoI+N5ZtbZVkuOKJxiTaM2iYlE5eXZ8ATt9yj5pEFOz885CCzNdksSbguos95NX5Kn4RCiTQnIAnTWJwp50/M2S/RNrXtVCiESQlw/3miUOmNeWb+n2URbBThqyes1SjzDlFs/eU8F/ZwUaJ1le972uo8jyBTpBssgeoxg4BfbmVbgNiElLMofsBnJVDBJqHKIIV2hgnL43vNOOudpVpwpCHnH4cWT9JQiaduH0F03+U5D8tANez61RWLrghdq6IKCJywKqWiNfYiwvTxIWuh3/92nD2p0eb0xbkTlLMkJcq7/MWDdAsDJiI7x1wRz8c35yc4VJgM6lXK8EWI1Sj9ztZcgE8C3orz6KXpOd9BU3xIPsMt7hd/vaFicu2fzmlTW1hGce15wbQsycVuCtWXweTqRVWhQC8bTUw+kpEDOeTcQxQ28lWHGW7ityKhD7jmDF5enPaExiTMLd/faFttkHRXlJMcxgB/W2QhWJWP8ibDXxwEE858QGZchtokqdFOpxgr/A6lPiYB8Fxt002TrcV7ywnoSU8deLg4+hP28IlQLEZfjTocBe33uGcv51wQw2EV5kBDI4ON2Ma5/O2srGPGoJEzRbI9mXM6nFnK+stgmumPFtJHkjWXd988Zfq6PoFe0eAX4Wqv8GxzYnCNdg4tnwkQbwmSX3E2u56N0ykNcfSTwrNrXngfHM8qpp4o7vn8Qah0C2UHGFxObWRt+owzK3C2rI4PBgm6HiEPDrjdPSJD6jsKw23FkV6pVNMue5tNyICnEaUrV7rdk6gex8u4Fn1SKKR3auF+e3YG7bT1a6N4sOctlktTXqTLJIQnnWszsvyGuAT0r4dSShqEBsvK8mxAnZyvC9oBBxA0N818xBBjsXI1DKZo8b6NV83puUsvO88ZDQBj9g97b/NHLhMgrq2Mh8xpbyOuyVYEkT12fByln56AjRV3iYNe3515h2ApknT5O5HxEcIIW0I2svG6yGDZQBxhp9hVTfzr7ViL3fTXIsVP98q0ZFfc78hkKXN11QgMo2bqVGoFCQ3Q8N+ZoheHrXAV0k7Po7JjZbsz5O6WejtzXurya8fkQKdLjQY4SSfpc7zP9n9avCrwcXphXF4ZhlSRGPHXHEMI02G+BynR488XagjrcNkIibllwXfoiQsjJu9XO86ZIbSD8C9PnftRpAlT22uJckS1b+VUSXx7z7EMgAoK/UQ6NMmfUyhRi6no8GFAj6kqIgeJhrZ5TWYWRhVpZmchWX2MxIspVg7dHc7xWtgoPrlzm7WjdtNY6DZCBLNVMAPMMshi+VSClfvd6HW4z6NPCFME7HkTZ6U+Cw0dS4uJPHpPfcRRmp7nwHYov62uGct31sWvfhPR6rwkieQ+dSsBBTojAKr8hbI260rNZT0CiiuEz/QbdWdjqwqg/TjVok3sDhZcdTtVgkFUb857iStyBYHaCoD3ySgPXg2us33QNYsEt2PqMNlKXBDxbiaYM2HrnBykcyqE/3jCQs50hBT8ywwv/DJFDkNpaeIBEROXi/PGEJ61kycXBUj29XSnXmEth1/i9AR0aW4QMPe2rhYEsPpIWEvd++6mhunl5FSzHaoI4DOxDfvlntA09k/y8gZKhMTgFp40JXEpEGsAkriCZG01N1adtDGMDFv0ybDI4EvZblxmIqMZ2+EUh/7osMUshPi5pxbclGsWYK7U72xvi/qHI1OnrtkM60v5QPEYxhzsDqvnolbCfBvdI2rI54MNG/Ae7L3o4vjXoPS65m7mkhFIbztlcYGJ6f4VK7nOxweBilj89ozYn+2upG7DLQDEv37i7opT/zKmz/Hh5DRvqn1TAuzyT8ZkFe/H0Dh1iXDqdpupP8Hx1mWvtrtl3fp/5n7FIPpq1xSfLR+0XeonMqzhrdgNcF4G77UKH+kx1R++fiURbTcZV5ynjuR2nEwL/DJHosCa4PEtbfOBPFC3y9vY0kALPNajfdgr/APiEnZRuU6FRhINfB7EAVCNwl4RoJM8xTTwYcnLjY57ZP9WYsVFCY20YjsTkC3q83UL84e0ZraGXVVXgkUbsapKT5U5Lome95+A6DI0Fd4uo6R3m/a/NQyOx/2eltZL/+TgWd8OhpH3fN44TwFmx79+FetAQmFI4mzQBbcG9qh02BAhtytr9Yn18NBeAFx/CdsQXX/L14GiFzKcxCzwqpUJRm6mLysiR5LYdPT5UGfd7VWvOsjHf6PGo+Ptm70Vh6KsU1s0jHuf3zd6vkSkS4qMPZtk/G3mMfTNkSeyEICiskfP4uM4sOiRdQJ7v/OoVqfajAr0Avy5GXvEYwlUDR5mz1SAljP/d+5A7TJmqlPOstLOLE4VtwLBPfbDYzmqBCV5ywxB5RcBm7T6+bBxKnYEOvg0SSSjpelVp8y6Na4Osx5xTXllUnMtyhFTItk8nFDs7ITM0aovoyASxxqXr7T6rXYbuyWONeSHcvaci+3YXBJ8kUvyWDYxdA8O2Gk2Luy5AKZg+qbSxblr5YtbIdXEEgyuPJGb+qXsqpCRLTq3SdldJxXnkd2XSY4qY13nJLSpj4b1FmCmz33hFCrxOB8e82ZKs5qxWUW5yuK34o20bQD2AorXI334F7O6uXObJu+IWSzVUoQ4Aqb75C4x31MEdHAVIAMol1zJM2XaDPMw8/hRsScuQGYnEdTuLHw3mGjDmUatnGarDdscC/DEGFpcPsiTc9YZu7//vEREV6I5QQu6Lw3l91MQ+P39+vT09CWZfHnCDy1L+33oKaPZNHWkVyvOIS+s9ehCXX+GFJTS8b9SCIgxeMRrIKH0Ryhv3pYrvE8kBQddwhh+KNp1pcsobXURCNsRjLpqu9qPzOvpPHKHYECfqHD5N4sJaaWEe4RUg/zulXD0Af25d+mpir5Bs63XxB65m2+5KG4q/dYo7ONqstT7upIkXI7v+1H+brMhxF24RyYoR4AWtCTnjuqizSx75opJFchZe0t3HQV1l2eNMDGzXiN6ldHrCrN/imKN5yLFWnk+YTgp/2kg3NZzQpNGD1cR7K6ijsYqDY9YK2qOHS4PMxsxvbgUF4gvczpRG/eDPp2hZq4aJlh+XMKlO2Lo4IaMDb44w1fdaMMjOWlVd/asJ3hwLs4Puc2XrJBUOrlqWvGImsCNw/K1GaiSLJYRrMCg6ood2XDEMY0uc92AUimVnc9brdo8flT7viXUY93x23je9uD5+fQQF8opa3dlw0qBoqCXFPBAx6UJB3uBeVfa9PNBjVjJJJYAZ8iBMhqhRWEmO/RklekF5yCddfFz9LDFRgNWAr07vWK9jYdZfTJrraRTj+AqVgmeG5ZBdDxGC00welXIAHEXBk37WDFk4g22ei129Iat0jNHC2HWm0QlZxbO+rbtjJLxwubRI7kq4HJhpsPkqky4z5bP6LSFpnGBBJqJEe9KrKP1dm6pesbNxPWg+lzd0Xg/vZcOARVoM86HQDOLLE5/MF30FZ66s14UVXqbxn7O3LvvpoBfIFAZbjOcWvQNHUPW+GbU9GoJWknZaQNuN9NIlouB1PkqemVcNxIWHQ9awANyuBCMicDjwrwjti2mCOE+d0P02i4ZtCVxiMLZ12geJ7sW9CMTHCf1Z6ZiJHLKltL+H8dgckZvRMG9a/NxFOvJL0Mp8tQYfHLmdwlNlidCLxEjnzWx60FVs5jbO2/NVxrQQEFI4ouC+v2n8MVqiMTGw21gY8JNpm1C2OPoP5OlPmkK1Iod8dHIikncuaHI3YuE8krb8rJYQ77Vbt+bmlMdeJSST+mZuzYCGzvv72jMUHP4TmbzNyxZclxMJ//FMoPC1S4SCOGsurMXe1CLsEgSB4xj0i2uC7Hm3y5sd7gWY40mTRarkNtF1KRNjs4vENcMuM2a731kJ+O904Mq6v14TK3I1p4mbRspFmVqS6XsgwdYn+U3em7Bd/gEiYLlJ1Xa6Yil3L3BnbX1x/Qp7PWkeq/vMyjoiy4rTj+PsKB4tU/t+s3lgprFGNrbJuct3Sa7kvrsaLU0ZX0aPRIFlZPERMPoATccI2mY0bzXQmrTZLV4zbctHunZPSnbgiTY+B0f+XWWig2GEsn06tkgzuwt0CHsMy3NynEIiKOqGh3FTHwwfAzPEwRbq6N0j7VwitzUJ/hV/1OqYirwj/v9E63KdhrzvlRRP7K6sUarZ2d3G1eg8ZvMGhVCsHkJ3hEleQPhj017RnL5rpupLDF9YQQWH8FRxjvtxwFk6U8dNaOxfQPJKlD0mbnOAGyzD1DHKcSdAb/KjhSz+o2QDgjhW7JFGNHF25JmStVvVDpgHEH6v34tCPdsliqJieqGVP/CAO8sNHYC7JGK435SFCvAFWDgp2E9rTi906dxMbEdkTqpceZ4mRHd/yEhje53SCPQ2av/yXzI9cjf/q5YQ7eM0rTiJmqXv96zwwH1GdnUte4XYAcykJoH51atqk472nJjt/pfrg44Tra05SOAB7q50UiDb1G3AdEDMgOfpWguUEnYKs59VW1g9TbFNHtkLxPfO9m3GAkqU8OxubN1RNOr2SHFIm9awjpAXv+zpJewJFw0XPNp01+UpFSS0wmhR8Oeb+bZZhFsqv+D5s2HcGzCHQRIUkVKYNkB/SdcnOpJ+shtIFJHfa2VkV3asLyjoMJzhs4BDoPYhQF26/OUqykJm/EoCIu1PcXzpQUJAJHefsWq3ISpliUHUHv1uqiO+2KZRgwU+5W2UxnnO+J8Q9R1MwysTFXNXfGgKjodoJ1pTKjQNkRQEN8octFJfS5VRqg7zc5J4aIK8re9RJDrLG3p7mySBGb41vIq59ko8cgyeacorU7cgkNpn1l74qDd9Rl8TOOxKpHqHqGjSbPs8dPGgpDYlrKrDqMPuojoWqAXsiyEvhEJ2UZa0BjDlyklhrEGqvaoOkNWNgSnO4H0doMGqzba2ehPNrD7zTXz4h2G8od0qGGZK/nw4DseIRcWVUUR7lynqXoxQyFQSpGnDKokhodA4Xw9nDcdj4V6x3XhwnfyyVJZGy3mzvU6fS5gymbvj8WlhpFz4xX0tAESy2tvcLzPaC6hpTApYUX8Wzrmck2++8tB0+k8mQoEfsenVYsjru1V4xlXTMwoMrI0oIlb/vBu6bz5NencEwMxA/ZW/rD/h8NL+LLMbpTuyFBg1IdZypT4vvb+I1l1N55PdVjdZfyeThEMbrqT0bd+csxMleknItFgYsaweZlDwZN8E0le3uPHF45PfB1wJw2cAnh8jtrVaFGigUO50rihrL3YLWBU5Qcae/HyFp2780pBgKqETD4rfUFnHC3LjKX9RwhteFEzVZiMNQgZDusi9JM5J5uhCUZ/xBelH2BtMBXBhjIKi2zPA10XXgstmM1TIWCrFrfZslA4qa+PjGNZC33+2WSVR3TBdkg4yZ3G7vyLZGPtOroR1HWuiJm2OyOlgXeeYbgzt+3QRj/59CiQD/umK/uL4FV7WQgNP8QKr6uMRafIIgAc92ioQSJr82W0PqOsNADPvGvxFkWoPsUU+uMXdQL5+kDwvWeDtWMhYiqHTp8pfGDOhWimi5a33Z9OzuxcgXulLb+rY+yh4TWx1sYBK5Wk7tUh4jhkxcMjD64HbFt+Ij5TtDT6KqY7Ry9dIdqBdlIPaCsa+c/NMaMcyUh+0YkuPKsEf4S+LSe0aOmGdn8Z3KKNaQ6HSRxCWqNKDFC93P+UTwtN82y8gt7WATDD5kFJVOYfqSjdCs1fbgjQyawQAF6As15aFYb3aiQsIbsjeqKh3ZSweLuud2eWI5KmkMEjsd4E9ZEzMOlHHWQDBHvHI7xsY9q8G7uJ2lQcjN7Nj0br2cyd9Tht11++m3HmPQ7oaHVD1gZEOQmb/NlXJQ0cocmXv4e5CPEWqpR3XwMUpIgwtA4fM3GXMCXlHvoZS0yg77FaVkqF3bVvWQ9rwJL57Mbe20pWqx5FvZgVT5jn8rpxXOampPFOU50lZ6cS4H8N1VWKrZTmEA0vesimMbreG5MmwPDgB9JZFvsBijaFnXuIn5N4JSIkwrzy/iI4yqlqtMegJAvqU/YpASfo/M0rlUlEgznJMt9wgTVoDLC+92cE9y85et6XzEgqJS3kHXAvsAt0D+8cUhZmRGXlNxEEXlW6kfkf9XgMXP8uTaZ07w/NZTi6xUGpje+p38lHKvuXObXC1Q7eBHNEvyUdJLmLaURBrqx9vPOXP9cnjvrAf1ok7/JR47csHpeYMiILkmZUz1E/FtsyPsg1+sJHp/gxTsIsp3xyPv4/6I+bRMwAOLRt/roCj1BJknfMuuQYKwMrtkYonitqAcx2AwGIamvMp6phPrvqothcj3T4/nxn1AmSF7/+Tt01whV5wV4Z4lV0/11EgF+5sSGMhj/wHb1ILU/FCbQNP3krSzY4XdIveF9q4CA7r3hP76KIzaxqBMXExfR8j7O41+QRUG20VcyFWjCBTyM0DHgdBO9cjJYd6ZnGNYlImcQkjFhO9MPbOKd/b4+jyqVW/WTzHoBNJ4RkFDfht0TNWTbO+2bcBvuvjhMJy3pqnyuHhmZGS+N/DMsQH3qpZ08WinZ0M/TcVAlB/DWWsrdwBHyO5JzKg+BM5tGOhqItnGs02GAw4wod5KHlZUSsPtyeyVXpgco03l3KefHtBMgpBKxMUONDxl/F3ScfxsM7HOw58vzIy7LPIZUla+NhNEKt/JoEXg5/aH5owEAhtbaDxV+kW/8JB9gtkj76IXrO3n/Zx7Ek9EtW0Criyy81jfTbXi3YpapO7RNPHOB3gFW2H+1o7QlpGnINDjrT6CLZB/1sqRtu6GnVSChS/IK134rNIM7p9sssc4n+N2Ab++7rYMrV+JXqnUF/9C5A5+CyjZ40budbn+dfweGZPKNypUQ9tTAhwgP1PRtWPy7uCiz0OcoYicwKxBTk5kiZUQvbllBrMT2TUYzWYlBHXbLQTp0+ZRehin2a0kENxxcayUyD8X0ARqTZJBeG9f2wR5oJ8EWqFw8oDRScSONHGoRTA1RxKGfmysFKCXrETrdtuEuK1rNc9+5N2b54jIKk2Y32oAOFBEaw0mV2Fog7GgSl+6UsrHBB69TrS4ZL4yLAEL1JGjswB4i4kxXWqknTY84PwOrLATSftCh09nHfkyVF81YK4ON9MdUJrshMS00mlb0c7xEK2HiLHjDVuVdFgagrgIcsTmXTiBuEmxT8tZvSQTo3vOLa7WRPkuj5+lK5Zk3FlRE5NyutDQNVJ3EM8ns9EAazqC3tnPoQztamPGN31Tb9LFsX1tB21Yy0LGKAP0gSwP05aiqAqdcgZpuI0fVZGqrceZvkZQBXCOhMa66mZdx7FAjlAlNUeC8lJ7TryfbFuiKYtqkHI0D76hBuJlr7miDoC8VLZSHIHYxvddLv47hG22p4wFkQVwardV2JKZo38BObnzdr91NoVZnldTUPvedk4zCr7/nIDTj4dCpvMrYPuKUplVbGMWIsKByWX2C9NM4K2xSCrj/ZdwbALS3D62lIqd+l/t5f72Eb4Mc64USy3T++jkWsb/c5Kji/uws+kvVv0Ep/lLaI8mFRwwtl0dHFoRSeHJlR4Zpi3yl1wNZAQ/ovcp2L4BQiT73l3zS+apjDSeFMfcREdYtHxukJsd6Pkci7qMak6aIBOdRXlkF1BLcZKk0zro/zvt8RgIp2NUblseUgrfuuHD0koMMc65Kq6NWjtNyYk988CfwukAdlSjmlQoptZWF/31ppkFhjDj98XiB+P9eaWoGs1UyYvFq2KcvE3U6HEinEPPrkMSDtpRJfRR7VOfyDvBoemotqZnV40/aQEnKptiJ6W69rIZqYw1syNvEhAQdbZmLeehaZAuegn2Se7QY1kSOCVLVpM1K3ArS/ecKeJ8ZRo+JAun0eDpaDCbQFyVfkRLEZ1WTP4qEuiHm6YSU2cM9CSy1G2sKCIeWRmude0G4+qTXrIMHGvrEenU51dj/K+XmmqPH2+IG6XoD5i9daV2wp4k42G8lAzYUCm5LheZ/9A/298ny3nFiIXCt7+B2+6me1PSTZtBR4U6S3qaXx9yOl/QyJjuPdsRbFJ/6sWCIZp6+nXd5YT6FKNnNek29AILugHjXDpdq9gnCVOyTPqZn0ejy1alQooYOK15wm1Odchi+s4ITXxOPIJYIGQzBdmGmwjU9OECfnpLhUNGqJJiDzXnKsD8ltmP8I2p12daBwaP06Wit1YFa9c5S1SqwisNlxuB7jZoLEyX0X0mrMf3d3iv0KkMHrBpaaT1tnKokzZIkuwlCqgchIVr1lTK3Z7+FxXDSTzSndUp0P3NkNXYYmS4nEqa2iYJT+Xg2yAcTg7gk5Iw2yDPZXvIinQ2b9MGl10Dnphjc0YIYYHgciqRil31dzeOwHDkRx+dFh/ePWNdczSwIHS0a3/27ShaCfzso1mKoDptzYSvg0QsdnhIsHr21+LZJ9c75KvGkxEzxMFUQ1c8ty382vLuEICyf2mG879VbTS2AtfQgsk5t7qsbk5meeVYGGaR6rmyucXY5EzXCZxSH/sV9OnD9VdX5yX9Wxc6pUlLjhUJXSFBSrTf/dSGBJXMVJLVGbmvKdVBl48Xibi4XGu+GFIY5Ba/nYqJOuilwUFWaLlYoRfWphVf8Bp0uwdYJUiyOFAeX8Uc1l+AVXdNX255UPQf1bLmDDZN0vQg7VYLlS7eqY9leifnwgg9XY9HXIK2hPbW2KtczUQOl5YL8CgthBw4ZmTb2WTylAI0uGLjBkMP5wa6yUAjvQsdA63ZDlEKG01ljFoLXfe8NUllrIDAxvp1aOmStUNokWYZmeWtvphvdtjdv05Bqfewl9pCDeIkOO9N6Yinev3GX/+h7NZdAv8DCn7zrBnjpz/sVeBa6/IPylPt6mCKxfkaZHvqeLm75IYHyMWQXDLyMr547OwVt7dfwc9C/+W4s4cTCSkWjbXoIDWAfYHYpreJmic7Mv6hS8ZTiwca/8gkiwMucIHGeZ+3sWHJE0iB1QjwcCoM1CvwK+/AJCgHBNrND+zcZdPUOM+wmtWQ/jcs8j2xSENnu+Kaw4ECzEzIvk8LNCz7FRJ1Va0KBCvJKkiFGGdgQKUtW9e4q8G5c0s3HloSwAbSVWs+WB4P48W9e/aJEoQ2C3imbV0RXBJXr7yabp/BnKuh/9fMjb1g4i7AYyKM2vb0Hdq9UwMFxhM+EGp47XIjTCQbTBMZ8Jy58zquXU3Uw8qRqjWPZyB91/Hyl+tHMwr+fay6asJ62+peyIa/djDN4xBcaer1ANl6pKQpQDbc/9OSHOPrRv/fhWiwD7LZQjRrY0ffjhB+TUcoQgYBPb6nqOD5XWcalxzpdnTGeO9uXO83IQ0p90juHGwJ7YFRUq8208lhOUi++6nhIfLlclY8vS85jGSKzbbnySzvVItyTiyE2WU7P0K+bQqGvOJdrVH57RMAZYcDCn1L76S9ZSGODc8g/YqFmkMUbmrn7pEk4aER9j9OO+cnfpyVmHfkMQBjEZBppo1Hql8JbRjv2cPNREE8HYIEA30GZZDkD50YEqi3shBVUVYudp1yiu5D14N8PVnItfDFRgeSMRhr8XgiFfS+93raIHDlLtk6/ECN3axI9Fm1852gMBIi9qYnfW6DpJCH7DI+Pt0BcRG28Z4up73A8dRWAiecc/UrxadZoIx4HZWsiMUGlhevXnm9DMGK5MYmVJ8RIO2Ium62ydcpVX2SzMRCdwHuSAGA+9lAAABqnO4bGn2Dv2PvnjRIHhEcV2VGgSfzMirkogu5SZTQo596gUmaiN9vFUXFFSHV5ltutO0MfKaKZWGAZrPL6R1TIQumNnuhLGHMiloPdTovoLzvDU1U9Q+jNYtDjZfXzi5/uPdb6MX6ELgQ+QRVkGrt96QcJHc3bacNxbRqUnyT6WonpRwqSx2zMM2N9qsM7dUrBFz6QgurC8ShJJFZFnc3eQ7QQVnsJLCVEwBgReedl8SQrHphbyf5s2gYy+O6zl2y8edum4tk4cZzZVlk59TASoYAhWqtJmaY3AaSUYgeqwNKvytqcrtKhrf54X9IKaNiKau/SnoeikS2KRg+awYgyGKYdWUg4KphMO7MXtwJqLS/zgAKP9b1fIAQ3UuhjYmgaXsiT+RA/+sjQHUHF6Q0lhJ/lvRkp+Ed6b81o88ikxJX6C9ww1DOK8cdAPFa9lqd00GFvoXz0kvaMDzNB3cc97hQdetDExBEztQ70R4eq9zHk02Xy4OJ82k3de5jrhJoFfGAKU/2zMAV6VZqQv5N6xtQonQz9yWQ5o/jUtA6xKHe9ZVotFOVecnz1mWx5U0fBuvKeoGXiDSgW0VhF6lYyzZ/0HifIJs4g/PnZ9wVsicAQyiMVUzQ1BeuiWtZIQIPCcanDjEUC/G3uQ+nDMn3npwx0ftpCJUYD8rFwpx9S4z5ix20qxfqK2TA+gfqCyCbeD+1qqHz4/Hebhny6qxeGFuqwfp6VP8jlcmyqo7oamrQdyclOYWh5PQfplC1kvublGDj5tedC9WLu/wfR3ZeS+p3HKPfjAcu7GzD0UCmCEmoKSRKNNkesey7RNKC/tDtzoruZsgLJhKg+Ts1mk4vZE+w5kKrRC6it/rmfwHgnCfJO9c8ZeCiyhObSKyRnziUvdXtNKgM3EoPi4shuHQn3vbQ+NG4BG6B1MA8r9vVsSPyU/ia7vU47/Mm7bj5ebRmOiM3NY8efks4KwFNrzCFrnAeYg3JQ1oIuwkE7DV5FL8Lf1mcjxwTAzFkKSZOihbMe/Jn0myMCY8TmycO2fWJO9akSdSqWSIiySTtK+Z2Zv/vVtq5GUr1ygZ4qEdDoFJHPhrXofDWb595JoPoeJvyT/3le0VT72puFC4Ej13JmHHaPI93DSpTOKg79DCXtDCueP1bQffw0fTUvZbjl8vIFoAE5n1ISHpW1Xu4omTfKrAKO1E8UTEE4zaBNXBiauh4NJ6LpqAIx1FBulANwjhXbneCgw4bbp1YeqvFwWACFwvbDE/xpRcMq0rwAqV4lZfZsk9s24mitbgFDQkjhBS0EwyG+YQFB7wmOa5WlYS+3GqJMoTaC4Z5abQX28It/I1lu8SKFm9vjBeptlaEFXg19wgWYW2XRjt/M4FURIFE0qZuLouweoGBuVu1nu9gDZOYIDLU9HOeGnD8AiTZJLrb6zzkHJ6nvt0OxnkDy2CpjuKmzckT+NM0jKPF7TpDs7EbxgvJTYEf2xqOpfADNyLhl4bAee3YcHwhCRNGnkkXAVafsMLQbQ6RtiyxhtDsQXk0VTDDqk7CMmiWVEKvlhkIp25ACa2lDeP7u0NiT6Qpb0XmSGLs3YDd/hDfggSWl8J1xrj3PlIgt4AiKUGS0yNDfX9OhvXYCsITm+kNx06cCLxU2+JSRm1yhPCZn8FITmg0JDMF+lSd1wfSfZfUS2QpUkXejofmeieE1+tJAcOkLjlkLUSdL4Nbllyvf6fveLfFR3j25fYSGlvLtQvCJfUW1Uys+PtEV38GafaKdh5tTlZqt2Ua8GpfmJADJgabbYJyitzKKSfRQLzioprSS7QIdswUsdt7Bzv9sRnbrrKTLq5IgPMbgpSoYakNgOdDjdWHJ9qAaMXGxwpB9MpnFS3r7vUKZAHx52tXEAY0D04z+64wy6iAEBEZrzXcQ9c/B8Eb0PiBEkP8c9+xQ/7s4QNYT7AecR967pCAs++p8xVpB8nXWfrqZqbJOv+4VzhXDjie/s87SmIKWPiiO22gumqCBUdCn1afW9KCw0BXU94QGhYv8DqMjr/qFdfICQduombRzDC4C4kSUfmFKV1miru4+2YUWrPyOK2uXzNwMONt+IahSIph/ZQgMxnSmzvXfn1nb0r80mjIWdVxJIOsUmPkaw/p5F1am2zmLWPTJCMmC6UYNB06gaCAoyIGWc2rE7zFj2MjqjIR/dJesX9JRX7OOlsi08L/ofIOlRTxLx9NIW+PJHF41FwLz3IF8lrMXtn/Q+iaZYpGF/BNDGebAWP8DWLRDqfiNxnaAWCl3HKbgxTPf2pRONSmXqqtxgvP8RCkraNybBZwZUf+4hWissuZ0C3XgSGnyCAk+cD88k/oR/jqRpgYX+6PHfsUkH8fPBTitWVTJ33iviAQNa/DD8Hk4AMWbwOy3FsAIkUnsynjYX2tC8KjtmTk4decqVOnrDz26W1Q8Jj5+q4kkRXafJbT9PyYVI7TP5VPjKLCGcc+gDtAbh/xVormLWORGRqo7nRZiv3ux3Rx5u5ZxO7oy3jziuHlhO+6jdHWYb8ifDUfSny+3/c2u19+zuF0PThSZQvi3dRlAM7pRBEGz85HiXazjQLe6B+ErKUhdyuWSTBfQUZDWmCQhe9+RaHEYVF2MJT8KjvBtTa7nHfDyhTT7ZyrVLyvRfoeR676LV6x3wxYoct3wWCnlGFAjc7P9KJezOHIUacEGqPj1cHEwkZH2tYi/+D9gph5sJELJYMarxbXL2dGr0icMuB/I4Aer/TwQXhJSbuMVOk691Po4kHFWGnldLSYLC4pAVEzk5mof8Qh/gZ4y6T/LwPUkcRC0cNYSHvW7IT47JQqRkkDCff2WmuXqqSTAo7oc8rSOBEUQTTWGmKgS7eJzx3n61XKKO7tw8ulVQy9JrRTuOWKFgnLk7uen4JPzdTR6X9aV1Fyyph4UCM2o3JMUB0qqMsOmmRZcY45xWtTkqkOPVKPDF8I1BnKQKKw9pXfq+SDFHaTgPJBuMdjeJ7/0UAnDU/suSqbtFIamd4BvF/KkBoTq70j+4nm9565YgNQ5DGmtJ2n/xnqUXyJsrwqLFAxDpFMGy+LCc+AHO86aL3mPKgJ7P+1aSJ29k7VbAdQFrIPHXZhUErRviu9XkaSKEjdcUpgO3KB7C+JObdIVHyKy3aavs1rhvKaoauEWnFWFuEommb5e+qG0hb1ukPGbVEEAKJCHMJI5buVNPBqLUy+YSESCCXGKpz1rnsUqvdsFWIh8KJabmA07KVmUn0TThV1N3mU1Uxi/Zt5vftSRyqHa5tJ1A2WX5isLg3GUDvDP1RYu27CvJx/Lj+Vsgup6FeXrNsGdjLNwD/AwhrKGu/CrfugDoyfbtHP0+0R22FeegFNYBSzwQFwFrcn0IlCLumzpGgKGsxiUnQxC4Tk72BcWju92Mossm2lfWB1wztdmG7kZao7dz3jf8d4PBSL6kELGC7OR4IZZ1lvXtP8URxdMiw6xs6ETER+DyJfEk4eqsippZA/bKgx8vaYA7XPnSe+GMhydQrmbL7qbHpX/+kJSRFqvBaxBAgQpBQ8YMhlYdA846Q+M+ax0QDbV5uqa2RJ/h3wkB0SXi2YlMykcC9auLltRt3akvWejPsx23VnfNzSjjR1pA4BjMCAeyznJ330AEOfB3wwjLb3zMF5PRG3Rab6ed32S2001hCHk5riNraJsjMvcEqVAvy/Gz3CKQi0JQTRr4k3UM4hBQp72RwG60tJ6gDUTh8nao/oS3G5LgzqW3PCyGgbwgeDZL5NCAcfQURd1yIB/cyw2uiSPQHb7F9gj77bVZa8mI/8Ox+7ACUGN4QEOYbDjCrrQjE5Gzdfcety9jv9T0c2WMTnLx81HSXUpLHaK6/6TbehDZOxo0R+kBPAFk6dI01ny8dXsLcal3rZ68M++dN6yYYIiNIUpIRCEVeLH64FYPKKv6aGqmEC49Bu4vp4ghk+SLg0niT82mE2ZiNGduedGpDYzQShfzVOKR6O6BP1xBbLuExxw3hpRK1YdyErCx1Sg0UROOh2UUuDMoNjROAnprEXl9t2FDFCYYHLv325S7nmYTykZAVUwDWutMj8NS/HlscTVeOIME7mGcOLwJ6glz4WTjDF++1TNgmNwJ6wcLgkhleTQTq2JukykYPKmbDMuWTloVS89UWuKiQ43pK+47huN8++EspFrZKaZCQOEsSLdMayjPcytXZgQT6cLyl4x0ShUcrf0qBTtcKgDuUnSaTJ2hRtziMTezED+TYcjsz1y4DLrJuXlmd7BEHmsY/tB4fYG7KmhYZZDZkf5VWH6uWHd60z/ld5avMpswH1hcD/M5c1ZlMVc9cjbMWEPsx4G3rg4ERaH1FBjpZlvmsDkDJXpx7W9v7LRVBfCkEzx9vt2Z8R001/CWwvter6DF8sHvTDxyPeNqeiyLcFaRQ2T5eE8ElvuDDG9FXftoDbq9mfzwTbs+1xWBljVSZgj6ZsGZI+F1QhaQzj7wEkm54UPt3Ew5PQwAMr5+1bOa1x7k5z/YyshvRzbUO7jiNMsBf09FU0t/hMKAncTuaUvshM+P/wNcIOhW+tj4USCWXGtnGp8Td0tPyC83R13stq51h2v2RSuWi0iIH00l9fv1by8aQQYRSchW2xyWnMbcIH0nhhb/FNwqvzQvuCHMi0SHOkYoQ0xvF9FZe++hHhryr7NIDgPTOUbLdIUF8ZNgkHqgjR5sP9qIk6qzk2WmT6KbVaNR8c2Qj8KSgulfu27BUiyfn4KlP8bSFqjNt74xMT4pHTLxu7b/BMXuzWbExIDrIV4lQ90kHZJBsLWMLRJlFQR6AJmWgBwJt93QcyuUdXj5axDnheDV6qrPWuHhX62GBx9dBBEu21gMRXW5KdaoaNp2m+xOp4mfSsuyOoSrfOxD4xiK+BK0PzJTvEpw7dPTzbu0UydjRRhspdhyK+QxGU6C9epcgCYUx6Rz6QTzdH6d5oCx9DfSyMgK1Ufmmwq1myqBOzp2pBVz6AVqBI63m4LUjmZiET/qrWuoIt3F8+Gj2e4NeRPLrMZxDavJgu4/QaGv+QdfrSRt7sReiw5RTqu+6yevjyIoGAoVLQ/kttJIRRrg7J0u2iQACnyh5D4Q2WTc1kdhQTZ1ojyR3TgSVO/i04CfCO1cAr7Mn0YoymF5GS9TsPDVFpNsBW9Ca2+VlNmVG2JAXJrPnOZZAhwEGMCzeL6PWUK5OAfay3J7TkyPlW+mNN/n8ekJ626bpljQnNUsOnPL9IFZYPeXw60VPg9zm7cYI1wVi7ST5l9PWhUTdbO9A4B42BFyyiRSIcrPVfw33QV2C+LSvtUiPjkJWYMDv0Y6OWK5Y13ZJyRTseFu71m2JvrTpqsw/lIvOOfqvCmNE72InctHfq5zjlFbzV6592XwXXh4opVKPVYi4nL56J3kwlqHaDupcCQqIkwt8zPbe71ZQDUVOM5n5xTFLBlELl29AUWN8T6JQeNDUySUAKgGBf6Zru6jsFS8vGYS5D0cCzqF7HsxQGYvkwImQUTz81xLo6GNJX+GM7+RvHDoFnYryIK1JSeAn5TsSvhVqNjNr4AYvPnjVl5zT6jqsX5q+BrzbmDv6QtclvDRpmpEIp6B4HchfxM+syVtOV1ELFe7NZ8P/+iH9yWiX61KbUqTmc7CR9VcLt1n8Lj1IvacUE3vBp0vdC7rJ8dIFIWPitdElUXgBfLacpUqIKZWAGhHdxKyv5DBHEH7Ey3WjFEzRVflgUBc45C3zThKn2KPEE90jBmzOp9ToFw0Tik7omsN4nnJTnp8kyzBRX/gDIn4wzXoFOw6PUP7C5ILpoaMZPaHFxJh6gA8g6A6/cF9uif/gmbB19h7ne+VauDiErznYMZ7XcHtredgATAggtuUmqfiG4tpDqo96MxrKq6x3iJ88w4ZBlQEqw0231r6Df+ZFn0Mze1NcgBGvLePIgq1fvIvdzTs0tf85dBz+AMS8Qo9RdwhBGoo9I+xdq2iCs36fa8rFVsul89daZ4PdjUZDcCZmZJOyvVegaqDpG81nCjL6aDPxVI/TDkeVmvlElx69Jlz/RaydEcEAo4g9UPtsGW4a26IIaOYN2DQwf1NgtDj5m/3X2DuD16qoQhpsOxmLgmn90VoVweftVYRbaxTJXmLFy3+Gu0hSdtionCOiQrOZ0rULfQDrz5sY1niHvqE2RRzvYAl3PQQ8Mlnp6+99qKc4NaVNRJSp9K/s84vKoi3UU3QztNY7XFp3klVD0r6SPmq/Os/wrsUjaKytqzYIe3oNNt2wAoJnXHOTsZAIoxL4RxEQZBNnrKn6UC2ejjcRgHTG/klAJG/sXRuqJ0AuKK9jQItFfX0abVD9c8laMVeG5ZFpFnVZRzq0gi7GqFvwVzB/wbwWG4WSbmZXLkP+GAjF2j4dWALvMs/yrKYTNmyAMA8mecndWQcLXSmr7ZhIrTD29MjHKaJIujYuTyaeNHsiaRVAV03yzHf9WzrZSvU8t1IIwXE+qtajTatvb5nDhYi0zroSTYrz6jM0LMTqul9fS6eXmmgySTseM0skkLX6gayFvNzoKyGSciI1kXGQXWYERr/or10T9Ochn2PBpedDu/5SPFzclLJRz2AxvLrrFpuea047tJj77WtPCPJUzKEIJbWyhKimGytTu/14TZFF+g8n0ZbChrS/1E9AkTLeU7YPUgCPOvGNadURQwr8n/hkzDQCvsUHybIdZWXtcGcWeOePOGR94nIK+QSCLvFU2RuD06twsLdv2Sbdg+Sd44PsIH6lqTmB77f3sAZoKnZWS6kmaN9wGR+amv86jkvjnXKRQl/i+j2HKPfWEFoID+VaOgl5icrzaviJc7QYF5fSGWjOxqCIvUhJz9pmZQpNShFVU+ErzEsLLQ3hLYN9JOwOp/7MGRX9BWYaxYI1qcTfafBIKPGojTZh4ExNTrNcQUcV/mN+nohzITpPPv8F/hJOcG2KMY6zfnyJs/ZnpYTGcMUVI1X2AB3qd4v0/tMR/+9JH3HirBaASPj3KRdsdcue8824PVhE4oEddCQKttVZhy2JHDV12ALpROfWCoD4Br+1dv0mcnwgbEsciDQW+k4H/WAfRURCtBYcnwkwp4ZgL8heTB6iTdr1UtdX0FnyfTzBcpzKmYhg45aYombO/2GhQKv0OmcUV86IomBECaPUIwEDWQywBcANj9x7jqzBX/7i2UPgnSqmtIGT1VF5oboHJhuSLYYkj+rHAMyCm0h2ypwSPsvdgM4pAQBU/8W9leV5ZYy/RU6d+g9dlZ5hdI+IMHacD02rz9ih6siQKtVM/LlXkCHGqwipSRh+AzMD7eu0pXxze+67g9OotFxn7ahAO7J4NWsWIJDJUcZV/+2S/94zilsMtqKaemkC4pLdY8twksXSvS4tMleGCXwtTKgQyGQO3V41QHk8ndViWr0sv3de+m7997KyYnHGIraW31CB4je38HfaCi9RHbPxcGfJkFmn06DEMwvHONWzW/ILjW8cdQWnGG634uMhxuC6LS6FekCcJpe2nb5RThhu8mQrj7zLkbp5DYYjWPVLG+UG5jwmV1AMBTe9SUy1wpY2RNFK+fV6nFueYIu5GPS2rqf+Fyl/wssrM1hNyRQRBfK4fBVvv8SXIwMyquN+Dujt8MHqt1nrnz4IYzNWHoAL3L44mmDEw+44RtEbNRreTJjH9eUrGAn3gt4W65dtomLivMLusL6xhTY5au/J7QH2gpN6Z0QtaAUqWA+eiF4VTzcvovi86fGKkYU04qBHPUFD9+hBzoJ2u/ER5yuA3IC4C5rqnVhjcY/+9lSq7/7tvmjhm45uYS3TusLkRGHh/to+yQZr/NUR6GjDo29Rws6O3/t1biiAOHgunB7jspqk0vbH3L3V7GPpF/5S4/2dhJeIJMdj9xndwZfdg0fgHt9UBonLwVMwxsWeYXYxxuh6bGnmsIiV5Uyb+DQ6BAN9u5xNcv4ISe7vsRXk9kD5qy8rvJSEnumzeaNe8MCUk8rmmavc++/nuoQh6R0mrq6IgseW12WwMwyYev4N4Kla0F2LNEqZ4O58ArgyHkF0KjTsZvj8zhuYYfI2REJf5xS7wvYow9J5dlI3MS4MCnKCUpq6lwjrqcOL7QwXFTgkfRZe0/XVJy8sycCWiXOn/pAiXV9PEqgp9STVGgJrHas1WOqydmSLygfcjRQOWqPLiULw95ug5lWYeMGxOCIoxAGFItR8uHDMnyYk0GHQcz226V+xmppRNQAk6MQW5dt2+JwTI55PshWSkux296tlsuDqwJyeJqK2GswY0FoP8QO/fqNddm/ixMyxEMiwb4mZ442OTCrwnnYEsodX1eQ/i2Usk3xD1QqzoSB0iyoy5nfMbBXKGZyDZVvm6v0FBRv3imobsEb2T6a0t7Ipk+Y2m/xMdQslO6QGPfILvSNiqf14BRr96QlSv1bcZV/wERO1OJ4UX5LlbZSRojP1ESjGT+0hDUjX3EXsdUsjM9wxb3ZFW6tkMPybjd38JdIbIDk5bUjvQGGpg+9HwwjC/SW4tKZTK+ooy/PL4YI3FFBITDueL+kOr+zoyJgs8FGe/Jjm9QYi8xUco4dwjUgbez9tpn52dlSPrQQ/LWWUcN328n84/p9avop4qLORNfrOU5WOIj9xZkiwv117Tqk0JECRNm4qrV7Qefb2ZYb3ERcxegVIjk8VByWzccorNL2r58WTVdUPJanknsVxUfHqDcVz/IxewJodYjMy7zUll6Z2GTzgouLKCSdrlkkWgTz1SXAme8JnC4bX0YJRujBp4PJIWZPD9aertcHljay33f00vz9AXp6V3E8h0HGVw39CIHMndxCP5fCFOuQ+R3fyProgu+Wz9WomyAcsSipp/OVb+KQxSh9cG8VhKBWHKBLnQ7onPBt6JR5IkELB0TYtQxcid+76b+oo+r0Tws46nzuzFvxvx2fZu8A9OWsV3UpbeyCpoM1lMLicwM53tIuy28K7Py71HjyEL9ZHqTE9pv/KTwFgsjo0y23lFOUUroT0t/t6OtGnH365e0mD00sDigs/jp37AmounxNdtjzaOIvNcWjBRPm+l0LdnTvn5OVjx7e/ND34lJxkgKqH9Rek1XyBdYG3T8PzfaNx4p5MRrKvJffWkVwKQil3MN73e+yDo2gPoCHisRTjzLjtPVsyaQOKK5kkM4BNtQ6XgGnQABxCignUAyqmJcuABDvPlCLUo5uvfyX82VaWSc96KuuTWszWAugUcXbGIdyyKstlknz7nYj2pQJsAEW8jg+qG2TEGyX1Q+Bw6Hvj1CJswR/MvZ3BcGfbZXK17KB7hdauwmfA1F5PI2KPTjkblWKZ2VqJbS3R+GaB49qr69iBFCgjwsVyPYSLBNSRhN2oCrkiqqMHzTzw2j6HYPuUrgf0B3I+1Z9lLMnO8oCFiNDGg+cS4se4QtBZkYxTIgkoUiOcLiFHPG0TaC1RGs1Skkw/pRGeL/UvFJnPL2jG/MveQYGYx+eKkiUcE6JUHAjtibghFv4WhCyo8HuIEe3cqc5vslVnz8yx8WgPSfs0wunfeJyKy2+O9/kX3x8Npd2wKp2wSM18jDQEltFu39SvHaacF83j9lPwiKOfrMuppjwfD0/n98asBbrMf4K+rXRVu1RFJea7zZ6ADtJaaGg0os9hU6oLYpOFC8A3uF3YIqE+1QYUKd+5kUoJn34sMHrBGbsrbeNZ6hV0y7DJJvKEYbVJSlsAozKS2ocwpHHBFSUJxOhOSsYR21dO+YQvc0NZzD/HSfdtHXPc1D6gRfWov0tRuegeLlj7NjzUl9ZzWkR3HcNPA7jEmcQ5bmFdsUtuEYAU6ktH6BGr7F8RjXZ/MbaZB5KkE1tRqZV7IBW0v8CJVSiG6Pf14/xRnLWvHdcvbFzcSfcBqKvY+jImQiXHHDq1eMJpy2B3m8czbOSe1fVUaIxb8U4crGrbUsg6SWBCwWj2bERBlS9+NQeGz/P6RlI2Ttc+JK/cFp2MGy7r6upWg+FIe6jv0QRuuBSMGk0tCflrjYqQKiL0GXopVuSiJSWM+DuQcA/r/nQVHBbm4t859yYOo3Dnyhr0HVa28T6wGlYJ5F6B+qpTXVUHPAwCI7TOgN77Pvustyg1UNjYM430PZRa+X3q8uTzuPpZGqUX8AmfChooiIR73IgqvoQkmKFDfEJ08kNspRLESlokxo7QrMvSS/s8p8nxkgwCqbms0hsET79F6NIStKnPm516OkhEhUIrnv1+TgXR0vdaE26fKeL+WUNoRIoJouISExdekub1qszhkMN7mY32F6sw/uCa4ufYfdsjsqs5fMdaMeJrQ8EK4KOA3qhLlQYQKoZHlynVwvcJizB+kqoAns+qZxupjOwuEVdu5NH/0iQ+WLdOIXRB5oyCBpSc6eEpzdSj1W8a4hDNC9wyKgYWpcJn9p9fVSnCab2ocBpMFjo1xo8gLnSbGggYKm1dBcVT8NsZ5TpE3pHaCpuV7TRR4zbsfezydJcOSPE3AqdCZJ/xHHM0HUT8Mvnh9bctJ2LhwdrcQRJoe1byP0+KPgNj+zbo1Mx8dpeJZ9vf5Lmdw43w7UjpH60B+zoHZVafdWSNztgGMVkLbwfZR2C35fPe3RDeRzo9jq/kaEAHDyULQKFOXSxMyTESX+avJNWk93LwTtMzvYRH/0v26UdK/j2fdUMaZ99IQHtG+B73iN12zDpyQ5cm+FjGbid5ieKMP02V6jhdb+SuJMLUFa2rUbToalVDUitqMtPlWmicWXGzQOWB/YPH4VMBZBxe+nj7kYqgHsrV+3DflQbbgNwywBxMM7tGggHW4DoTqr7UGhvuIEnut5Opm7nEGW0gsjTjk37zcYG/zi1gT/SpIg1Fd64W+8sFwimerFRE9zXRylRXa0IaLI5CCnuxVeFi4AfXvMqUasLPVc0LlTQgALdI9JKBs5v1KEuOIDeHG+ZwR0vjoyWDcW5xvqKjZbB4mTV+xAyDfOPNPku+lcp0SkENgs8BG9mVzBCV19ZbSsl9ZbZHTXTLaGMO5BwyGYGp4MrUH/tf5WPFeKKN6qFqinVdO22EvshOiGUaUGOl3z2OaSJ+bF4iFzFJe2mn/aBsiOTz48fKGhL1hpTyQco5Y8i6af3A/gTP2YZP/jcs6rfQJI4Etr572Vxawj4lUQu1AdE8VgYZmacfFk2vCIDH0+7aGQg795a9F0nrmteFsOjaJ5mxYyCdL6Dg1eES70XDmFwzkBHTmxdE8A5U9ToIg3S3JZGYfGikmJvvyy6hgwim5v1jHjGcAvWFLylBLo2XB+Ab1qgOJ5XlGNG1qaoBkpdpDkgvoeklj0L+0kCdhnbXdfpwv67AN5NFJn/5VswnbaUxyLnaxL5SlKv5xq+FfYRhH7tCOPnZ5KqdSkHN2wYMkGnYZyer4xplc24/0xoRM5aCN1jUgjyFXGYTXnwYnKd808M4YkzTX4kuf6WPShmVv5Uhdsr9KTdv0uQgCUlxsPmbc2dG0M5udg+sybxxObjcxd020DUdt8PfxHXjUMntxm0rWAW60Zsv+fk4fp5DmeBV0vmlcPj7OF4qnMh9VXmaNnfqqVRb4AaZ5InHbcd6DIwHiSgx1fJPus7HzAqmHYO98SHdP4u9njKoJazPVvDACupkFi/iORIV+GUyoeKfFCCGUQnG/UCva3Tokc1n4ofhAuh2B9sU+K9PuDbqTXYbYPndRpjdlqayootIhP61tfdBZJVjiwsUPbrGzvzT4300FWjc2bJ4BfnQ+B/Oj9Ie4WCNG3uqHRpG8K94a6SRIVym0cZRjkgOr6sUejaq8No5iTxxXT6gLVFx4yt1I8JC3Qag5V7bSq/S4srsMfmPli8h5u7NZHYuJlEeLBY11zmMzC2UM/DBCaZPs5xtSpHMY4g99t8vO5FrTkrL78hnFBvvYiUc4rABL7ssrLrkLlYaXv6/GVrgPXrqbJy/e/I7ooNtRJ1LZ+FEIi3SHmswHsNfqSO6kOX7yxoo6XMhcZaSYJdWjK4ihQbO5G9CmjgnH/jYN3Vz5StwTAdBT20DjHeg9B6X8zDPDfQ+4smCcoYNUsv8i9mcvq+n6fMZvpMsu1j6c5h4J162emocbQvA3q/VOameahT5FWEsEM1OZlnAZOvL+k5J8TFAQLed8kGPYNbvZhT5d0S7bS4q+VA1ItEybhZJYZAM5cafE3J48BJ9UP2FDwWCmNGr60A6OxYY+ieKHUQ1R96Fc2dfcktlY9aC/WkEyW1LQaeoslsT1j81WpmAa31k//adsY99ouKZTViFqlGxfj1smiRc9NEoNlS78PxvlL/Bupyj/d664hpf0+iOLoOMuzP2Kdw8IG05h6rJ2ip+ujWebm+zuedJ8r4LoEIpjlZW97TqgnQ20FKf1AmhD91Tn9ZwSUbvY2Nrg5C75cgy+IzRrSRWj5ewv4/0/735Ff5x1tW4F+++bklTR5hlDxdGkH74TFAu6PVJD0JGeifE67joBFzdlGl6ThuBMO3ZH6W9MMh4k6Y3TU+D0PojvwlslwOoDbmzxl/7S1Pe5V4nVzxOa9WANhQs1p3rhZOQR8kEJKeXQkHvKMcOcqUJGsNJ/Qnq8G/UKNTS/wS4Ly3pjlt3dp8gFBzz3x+o93rMNZyehcXMSQK7dH22oWxafgg6oJK0Sc3bAC+KSqryLSZb14ZDzqt16sdgqM7cdaKcbyb75zrUEE54ANOL3hCt3iS2f5ZP4Wt9yeSjVPOMPdf4O854y0qNu3D12V5+zsSUbvX1/1N2kc+6F9vaXEi/oPd59o8RnbOowjUc/7k5vhyv0vmt8qH3CHNPqclsLx4evDirw7SiR7Gq3QnuARUFP/ECPvjK5JioGDbki+u1Hv1JeO2FHnFpv6W22JEyKccVNMh03kmoFxul5r3L/nz5V7hbVs2dc1jkqj4UWXW9zPo8UyBPYvbMeE9ZhAKjZFIDBjMGke6x1KPQcmJ/Z1woWiqkjjktBqBW7T3jFynqSu+QRXuls0vaQbFBR7ve1GLeqDWlCs6WKHD3HiZDTJSElpI+WvFL6hOTMaK28D07sqXtb/00QrdMe+EakERN3N9MWMzBS5oVveaA0F/9+/S85j1a1seEF0Bm3fpHjrXCgovLjWjSJDqyg8roYLjxcrhCTHQJutk2FNpV/wRoqSzGYAKpNl0o5qzIZFQ6RHNmDhbLX5tqXyLS4QyJy0xRGIhvbGuAM4p8ufe+b20u0V6cuVsgUhIlbnNQ88bzCypkSks7uInEyx9X9F1O1TJsmsolE2hY+jnTGGuwMZGZY1WphzPFKtMLQhLTAHuQ8hs+f4K46ASSJo8iYEH7QS5v1A9labUXmxHd61KjegAJebbh49vCAPqd0Ofwxawbd24WB4qxlXHpUL9mDuUffXjOiv5pQv+c/nyJIGJUJf6TEvIBnTeR3N4htQ7tIClCEpPMQzzOcnEZsdd1P6XCGDW6p7TKI6XBH0JuItnJlh8nI1HsVdGIdfI5ZMluaVWuueQGNOEYCxp8gxD5YGfY1a/OPPjEip6bXqRLar6UR6nCGit6qlkN7Mk+NARr8AcPnvrdi0BlmIPQgrHJcEeKoRxe3hGxLBJZj4c8W0WpXyO5m5e8xSzLUWg7mRaMF6Nh7zGg/fsX2W4WvYKXfTxDczMUdJvrCXNEVwdceH9xV29LMhlQ4jy9AD2LMfJ5+ChR4zRXyja0RqUWK5ZC0O21EgAY2Nm2pBSW4xsPRe2CTBnRpkUjQKu5oVX62/bsDfjxfL9/qVxpyff5GGWLk3yH22aDtG+edopdS4n5jsguXCr9QbB/1YbXsh8SPdpfnQ8t9e0JL8vuakCH+pugPqYaYjRFXZMM9cgnd2N5nSEfKpv9dLTtGU9cpeJ7q1FF1q92V4vO9sZe1ko5jlldqvHoeANaSv7+LnrSiraeuZVOCA5O+9Fgb5OVj/CSjGZdxUxVGezS8aukiJ4X6XWFDuCs3Pn5qvPrU86nuG1fKjEkpY/aFavQPqInNXLcJ5Zg8e9unM0/mmR1PCouXuvvxv7J7h8NJT3a9vsw8/i/SH4JyLsT6M9CsC/zJBHPOZwkm3dSPMyE9W9ofSD16+/5AVBt6j5nyLplNG/Z886dvp/R6pxQ7Eo0h6yfFtElJ7VNw6r1bBgDr/c7naBSWKogu9wIMG6ZDV2UDRDpBGPRO0CklWV4SoRLUrdSTrR79xnvMtlrVFHebWC5nBWa038B1UhwUCwd7p2WbBsCQUYMC+lFIwHPzPkXhVhiopGRMdorBrIz9i7knucAF6YrBMoPrrkoxmTIbORlBjE6l2u/d6r+bG4hbcBramsSyh8IAwYz05Eb0oLDzANc4Kn+Zjd5qvevESr50lz2ZjrA8dPmwVYR13JJPxxHEqqxOg8FcVONXxPbhM/7vKYbbG7Yts4NSpYjUUTAlOp1ekXTGiKz63djJpfau/WH9JkqeX/lWThqhX2q773Cv+3N6a9DBkxu/23PjVwqQUP1k+VBReAQ21SwgSut74dU5/dpRE7xM8QzXZSkBcu85xxZfOO9PWA1sN3UnkPnRisTt68pNdDIxIsOMpMosfe//rHOxamX8FAcpvCHA8xyBDqY6l8Sa+5uOAblOnCWSGULU/U0568DXVu2wSPTg+rHmKcO0szKKaH2HvS/9HXrN/7WaNmmt4FykAmcluzxgdpr9kELyF1lUyacmfk3C1DHIS6DYO9D/cha4eUjIcLC906hPBxOIN5BI5HvAZqMikOFOa5DRUZ3571PHvJdjPvLa08VdSxl9wpa7wUPBgEfCVvAAyuWZdh50VXG3BIhT2XlAQidawO5b24SG8PfY7AGG9Dj7yzPrnZ9Pem1VOW/wgrkwe244dyQgr8vDpkaZh7d7Mid+QG9Prh6CcU1UhFulobjzM7txRrm5sj/9rqU8SD1vej3OAzvEPt9JdSpdenQ+Hwd4zxBAjBQwi2IgOK5FYHvRMY7nIChz9b5w4coSCf0kFkU0G/ritEi07ay1o8TeS2HL2JIgy6fCRzjhb0Tk40SGchr9Qr6M3VBPH+6d6j7CMbavgJZsfKqboFqd1FigLzoFgA5BkUqUXoqAUc6hYrIEhEgTEMqCVFi/9foCEqfgV/VOmHxMsYDuhOB2XUQAHfQzSxUN4Eg8LF1uwIlAtRQJ7LH9L1tXdH3dEQvtcd9HyCPISuFTuieyUz7S//YpwfFpjjQcOc+YE+mBsYY73dWwbmvTo+clB/yxeeIk+kj2cr2xFkLl38Gn5LKgk48y6+IETP6f+qzFjKcnjAMFrnuraScOc/NRDU+nn/7ZB3m1G68V7zQAhddy09cEuCdIk3U+mq2O/HiIdv+1b289GGSG5m6PMlHIwkm/dKBqzG+Gx//60p7Oi96EjiTawDLbxY7PM3XeyGaxnODEZYiLSkNeAYDLitFnbE+df3ZxpevapVSyVmK1wWbWBb8O8KAQ7OTwKimMTXuCOzdSpBuUcjWarV4/GlfrAzPLUO+ws2ZU3eFYVQzAGLWBU2YV21D7fao07g1brNMrfFqErIqv9i+6ph/yjBPkwbh4iyfRV3b6c/lZsiRKFXwX7vpMinbgyH5Yy/Jue57fmCR2iigFgi1MmN9HddECBqetxK38P6U8t7pz4pME8LHmGBLWkgzMwpfAA+4rfV85q45yPBCEO3nrym8ELEJOpKekg7cl2UiVS82ObbY1tswl2Gc4rvQGGAYChnUS0GPoTVNI/BunaXQkPCnIi94D+VPOwhTtDTV5iwGcmWe0yHi72ptgCkwwqAkdVPKrqsS8DZmEd2SlxKE/MiuuPXyPXRXPTWjdCscH7P7UWmhmysKvEHD1f4wHujtNqYAtlRkp+AdgbQZNa5lXUljep9FWZFx4bA3WDllW7Ef9i9KVbp32mljrOIXXXl641kNIepaNH3ar0ojCf+Z3ugTPs9QeKqLZYURQZ13d958J9ntmhS6WKlwlHOfzs69l6OCx45Kx1QeXrnxRGODFa4c8/GFwCq6WIKMlTUzER9675fq1S/lBeduzFpi0UWJXXODb5Tbe4ejbsAeve0fjMfAeSEc9J3ycSaE+wQ6/C/LUNnzz4XAbCYtOw66A9jZNlIBTOJtEA9fCLRALTeAuHP68E0cKA9zmrXEdwOXuMlJFWaC8KDJZyJFR6dArsorJUWrgem29TuhcG0hP+BzLNHfIAMZE3mySc4nvPYgXFWtSt3jTj3B/XS24xAFo6+Uj2HtZB2RUvExuoFR978GnuS27hCRpJoORxfDMMytcoulSMYJDotdZAQslKvEyEFbZIqoSQV2ijnLh6tsNbxdc7lE1GE24GSdzWm7Zulzxm4u8lQiiZK86ekPf91P1PRxAaXjma4glTc9CgZdPxaGlzJDZJor3DyVct+v3NAgB84w26IE6Z9RO/LlaQzZ1D+y9bNfx5QThp9Rj7wBtzKXP50AhLniZdtDsFt1r/GWnyG7kmlGKeoTxUFTkeNEA6TLGiohmKzCjHfUI35yW2HTxQGAWjvrDQ9KXhOyizE3lLLeRsr3mJxeDCSRY8mLevDw920Oblq1EZ+P1i/fgfL3ZWwkh5L7VPoFWrC3iJ/0PDYhr6Q5WQDD2o5Xm9NQmFrgXOVrPB1QauDUUKB7pgKK0+LFfOxr7pt0HeCpxnJwexFBdz9oTdgWeFOOEQ6Suw6Bu+9MiHoCh/8Iyp8T2UwAyikV5HQTX4EhgrW/4mnP50WroIAxHcXw3ICDOVkZO4RgZIT59io57Pg3JHdMZzBL49Tqh7wATDlmBWJPnT8+AlY98IoVjoWbE5Pybb2rkto1zmOKpXvja0LDBF8W1ksbJqF9gCCgGTiLhchqdl+QCqPkASVnRAyDOqhjPMgOUjk+k5R5AF1pZSnSsXJqg3eSkqUmASbs2Rkz2sPPV3MH0K2fF+cwWDct/ElYSukDmytOE3h+pnV3+j5oeKdXoFFRKvf0OCqqWUOaaShpBnPHJxTUjtdHZ0Q8XCVOCf+bJ9ej5CP6QTTjAIBrQZJ7i7TsRQD/vQuKV4mhtZKFhCb3SEROYSWZMTVfE1sP+f5gxnfpVbIBy1a9ZXzZPpCw+/Q1UXkSGvMDmGAT7089RxTlguKxxm2FpVWjlhXrZVZiO51rritkYYUdY7Mc9TxPjppsDS10IYVnVKdlsU0Y1+6RlO6WEu03aUl3U5zqe/j8puPURkVMq2m1MvAO1+0LLVZgJ3qr3dxsnxkDnbeuoCRoLkKgvwRuMPY4giupBZFZW2Zok6qztutI3+RF5hnFtBhiWJLCZEAdCe8g4Lc+6QRItCtzUsxVGnRIu0tueF7xAMdaXRr8DuWNkjZdSjPGP62otSSUcFxeKTEbWQl53SpOZhlALyv6KzLIyz2J1baOzzRycxv12ZFBi06fGMLdNT6DRHwODrp5Bs3V/CJxuCzKCqVtUjKCQn86CaDibMeTj18YWT9o2HXVABRcL0TZ83NehRuaYZd7rJR/YajuOOGt4EewyLGfm//m+zta7KjSkB6SbnxogrXw/xKt04gWbaQQtYoOxzJ9/P8NeHhns+Z3oldxe2YjfAmIS+9bQZqMEyfXlZ7tGPoPsurevwvjFvowqKkLes9axcv3WEvNHcknT2QxjDhHpB/P/sm036RCBF7V0WmbkKi6LJtKlsxcJu44cEwO1HfheqbC34ec/EHdHep5kjBZCwiW/LoKIAnneVuTPNZAuxpJMEr7jt1PTNqOHMsXLcffhEze9EcwK1479rUG2n+QhTfcQ2+mTKPQ9LQ7aVUo+IF3Tak3C3cGpHu7Vmq+qnWyLS/5okkb0wgGpiigT3ce4I95EP9gR5EZXypWanpN1teWMCjMXzFGWoQjcu50Q1JP21zK2ZNT3tIhuz3ze93l/mADAtp7KVx1IJKbipm10eOY2o3Xs+kiU++G3dO/f1A+PhtFakG2b7jcohAu3jTVaU0VCfseaQQqAEX9eR+sZQKpi9l+4+syKEPuTubi7CnhZzbhlbCLaFrSo209waxa3GI6ziMJH2El0fY4P3HgnIePlHOLJI9aSCGFmOx6Gy1vcNKZWc04gQqMotxW698O80CTNDsrFTyAo3Z9sA7qRjv//yN9UbTARSEnvxZtvs4VwFA6I1Io85IN/eZd+cbwCNOKEjdhERrnYg1SCAchf/HIPpAOCSDaJZMRSRd94fbIoRE5ZcH37jeg0XRDnkwobopWXjPZ0S0B4WKQzSBVGGhME+qUSpnsYgfy6mL226Ww9RH87wJ+IsVP4hQhDlRU9GMZMzPYEf7r4KMTucf6aBVR+fBUwQHZNNnqjIwP+VrOPpy0rl0H/2cbWdzzrYa6B2Mu0KKePytmbkkbosufA0plnHAbIQ4NrAz3KFd+TfCOm8K2R2Tf6zR7OLv5O9qK1vkkGtR02mJGaokPFFniwtjpnYpMhswOIziTeKSe/brTVMP/jyoi/Aktqqc7p26xaLdJeIFx3rCIHjMWQUKGlnc7yzFNJUFqe1g8Jl55dN7eAkW3Wtd131Nldlkc97v5p48hI5o2dbjMhjgIe0eD1Ov75ArQeR3LxXGLm1EwzJDCTo7lJMB/jQ4Ag9t6QbCEzgl0rGJ8ULSCnqqlMzzPguW2OAqKV0Bot+qJfkxeViyBc8h4vB+Z9JxZBOa2GDszjMskbWkNMxH2bOpG7DSkeOHyXXXw3JFLYn0MTg0+uiJwh9qfX4a/C/jQNHbiR/GzwQtv4AQ6A7BzNkGckOCnAjwTQCmZE4083V+S5BYE2k04TGZDxajrNq0ONrOhV0SY/zr2SMEdeam2xSb40NgdViAbINg5L2kkR3Nk+K9RKilAUDhnaYTrIifbXXxd8vgiIiUAnnLHKg1QHepIsFZ7A7IKE+tgGCa/YqmEjWstAkH61X+ttDBEsWwloIQ/9kn0P8xN1t9I8yFqn3rBSMitAKHTAeouY2Z2xbzaGLFuFklpGHQEtL9eZjmbfoUZrOyVjfQYPZbdPFcWr/q83wE+bNltTOlOc/O8NvLXIBfSrV3Irj43bY+Yuyxor5u+9dJxOA/8ymF0k2NfuTifYsCq/W51mvQsBseXFpbjdrDbrMN88N3L+srsTw4zxYb/3+DZ39G8oRU8/WS4VHCwKYW/mUjbCxqbDkYwB0MdobFZylhfRJYJhDdFlFvxlmRy/+Of3OHiCN0EwevTZaU+0299+hiTAmeoy8lti/6GVSTsqpN6Tyyjus0J2t9HMwqQ6Tj+WlNZGIChMSI/sjJrdJgPzko2472myohum+8oJjNYFJbNFMOd/aEuFrU2OXEywx4WR97moRo0z13c3ZCK/8UFlLuG9k5EgIAvJ6PqrjOHSmoJLYARKrtLJ0IVQfMGCmyV3n9U4OpmkMIhTqyVDolvx0bh4Q6KHYnOKIkekDge5ZoOIknIAd+ViR71RnnsWZ3IODdAGpnU9ZFgxyfU6/EJOI+AolK0XAyND8pfIVB4eSrfzW5X3vveqX4w2zlXlcIEGk2cQo7+kTCYu9rFCPNtdIXkldBul/+t6buYD0ihNqrHAkJl+GTNGONc1p4JxRBvyGAKO6HPuGn4s98YaKTHYsIu0Refj3iThzQnFJyW1cmwjiUmPezR7hsmY6qRpr4oiu2E9LwrB6rXnjDugJ/PMfAX6C2QPvgC8OyygxwJFfVEsxK9E8Q5kUeT72k2ae8OqfwNFrwZVg2whgRaZZAtYjwNgIEdPAwLRecBWphq6IXXencwYRTEr0xJeJzLI2SDsatWRGsDtpzlZsdIHNB0ZK5nqm3qQ+mW5LCuAJ+M0VP9vY/iWVn1QGOS6dnzjNcQrtBqu64eqtmb1Xdw1yjGwPEf4H+w2jsCSn/t/65IzGebAtheVa5ME3v4ORXojYtBBoYVMbqnz9Cbcusux18yMpyJFbS7Em2jT11fZ7XUKeOb1UAZ1EXQvT5X3CgljiKXfa+cVH+TqyH6Jbz5tRRssW7OWVw9nEw8yVoexoluYzriu3pUN1sjgopT4PN4LcMOV9tJj/cHvijKDAxmRaZcGOGJ+W7/zZAx0V+Dg/gNTUt0HnkNT2knlFUX763IEh2UkU9UujhKZUWxaF7IHvdbIrtdXm+Qyf7pkoQj6S8DHh0Vi4nNh3gDAkcz2Puo5uL1u+5923VWwTdO1AJxjJu8D5C9LLa1vC8VnE75JRzo3l5nzcO3q1fN8wIxeLwKzOMaokEqiT8W2GCrUXvAub+Q5Ewg31J4t4iO6n+jNasKSzM1F31wMSbjQwGF+iS7qM7DE8pNE+LgfwD7NRFk5JEL8FEkCakWTAQU4RIZ5ZmAYyMVPU3R7m+4QWfb/vcIjKvx6nPmrSL8McKBULlGPeWnYarQE1hS9QQsH//ZkZ1iC1PmVj9jERDQZCle+667waRdYtadyAaqufFPvy2z1XL3kz6StJ/AFa2oT/Gz28ZaPnnJeJTcErZ76zdFHHrAKOL9ef8W7iLNjhrF9LUqFnE4eqnfn/hP/rscVeXcMPnw7+CcUVfjgz2/qpRurcBSrJLwjTA7u8elhOJbHJWAQKcC/R1DKBivmn8vEgAP5M+/lwv2QZfnajLwzI85bH9SxIRbo1eOCluQFOlMGIGnNyBewaAdYnVJR2jnrcwIyJqzy7E4q3LzNH05BNzrpmsdzRzSLuAFJttzB+9rWfa85wgA6djzWGLmwFtk+joymL1iej1Mlg7w9iM2Sw0XxwNRkQrQdid1UmMxMBZUq9PkEdkzE/EXSS+hREuGdE39GYtZuPUe2ee3Vvgq5xTVzUb+617zLQ4n+mg9EVXO7aAg6RWJR43RwhVRol1RMIMyin2kKCtO/4ZQE3GZ0HLZPZm+lnFIuuN3WioYE7PKdeKmcZYc/ZTXU3nQv7e928Y0FOcOcOE/b/9Cl6GX8u8tzaqYmtHR5fyuzUFCGe8yBCnhgG72+nQ+xJ87dtgV7GAovWteMnzv/St38m8/fVJCG6mw6iyEoizJdmCuDwF1akCxUojbnyz5BM6VzVjhRatiKOz/rU4hXxfAg+C0bw76U7e7pMkl+wcWnDqzOJ32yd0rEGbifDdLHYRYNy3gdYc0PLjRju3fO1Ea1jbHIhEsSi9Koq1UAK+cN8NHSZ63pt/t2jvnqEMuRgn7brUOfkZuvsOQa4s790FZw+9rTu/zNZwz8NeVeVxV7boNSVjnma0/qahUpBfCsNbhyNA83tA54N/JqLhIOlG79E7DcFT9eL5G0XlkJJ6Uz15atBu6COm5rFuOuiuW/fBFEqQxxhd+fG0EQ8rrc9Mhm2vO+2eVCUdAUBm5h+DXLVvYeg+PYC/ASoj5kcQ6BdtrZhsSCDm21srqzhA8FzePZWtCw1CXVnx5mlEPsjtqkKXt7yJEll6qWOX3mz0FczmqZu0yDuHxQOUuUS/B2VQuqbvUPQQRaGsL7XIN5P6RcQ2KTwQpeWQaoH8Jagt1Oyb2V9o8Ini9jAq/+wUogBbkX60Y2ZIvHJw2mohle3BOh4xGCqQE3FchuxYnblo370bnK+Qxv4V2TbKdVRLecdNObWSuASHJqeBpFozLOPQCVaeCfzCTk4azgk8IQ/4cXyAiVLGaBE44d+JoB70FBSCX31Simqd30Vg2h1EBbBJIONFgE88gUT+CYeKEHuyqhhexwsMgqH+CBxSnQ6eAIOFqmg6Yp2zRBpu7Y8tUT80kYxdzrG348uEMAhPYmewKQVM0pN0nsdUHpNR+ee5EqkeEAIiI05/vsNl+2Rd1UEySVdDtNatbCQaIwsfVzOQK2alOrvWio6L23pS9LqQSEwIFBSY9czFzSaA5nx2NpHRrDorBALr1WaTabn/YSXJ6lGiVqVoroRPB+Isd+VRada2GPnGvq1yXCk4VFEV5MEEVcSfIj2TVPSm1O7ySaI3Q/62rzWy//ZvmXm6n8B6WJZ/x4MtVzH1fqlU9gw6iymQT0dyukN4H1KCfCQfBHCTbZYspDyQ9A9Waj/ImgfGHwuaM4PqIVMRfDxRHT7Mlp/kxruKP1UoCuvPuh8hfuTFqh9q0KGKxE7JonNGZz9n76MS0StlQE+Y672kCwv324/ZQADPxWMKSmwPPi46jPPsRQ3+nFFBO6EIzpqbKhbWamfS3uiQBFyweM8cJ76RKZT60jUDSVj6d3t84mA3G3oceZm80qD0mIBlDNK0J8fOyMzA8oNjogJdSRaMkiZFk9vG3Z1TREjWJh241B2CrOYcMLDJfxxd25mHOa5Nk/UQBkWfXRJfD3svD9wudOGpmf+OBXL48v2xQ417hA1PhFLbO23WMLa4nPLT3h7nX/Q4yGi/6EhH/ef8cQszyrDUR2o5D9Aq49M674/lAOsBnGjdKEkjHSeC1Uy/MCeVTLyp53hc4D++ymODDP2sLY8fH/+EQXSDDClfgES/pePJGExWoxkhkrGD148MN13LFYeTCnT1I/DMzaxRRY8CiTkhgSFAlklAVUws9SPN3z+uFXLBkZl7KRBEtbAdxdhI8+xpv/vuUuzl7EOCUSIeFvbIGYSMp5bwi0SKMU7KfUHEOfJcnMsmZb4MuZzSEGmNAc9LYYdhKPSTv12cFoUSARxZv8gIopKKNP1snovnZZn17nx6ZE3/C2/HjkLq28L3kftB9AsnjbY3mFbqbl8zuu9+tkgPzDzsqUEx9yaXTj4Wz75ZpDH5JENqS48K24fYlFvxR6jI99tXTJ5VzVu5P5OyWy3eQfwAMs61POleaCNPCvd9IjpVvfVuUW0mT66geDMUckFz1hanNPboyT+TqejRPNVVHzXvIfIw9nS5Ze8egKbdYVdlDA+Ju7oprPI+rJXU1/fld6KC7WWf92rW4EaD/ow0DW93xO1B6TFHxxuQZZNWbjinInBHsz05xFAEDZS9cdKPWUSldXmGCEx+xR9Qr+8oCqx/JdccL6EIcuQPXiDXsMdaxdbsbIPZHX2UTCyzNCbMkjkQhCJ9rSe6pDntC+OI2ckfYa2f33kRz8hTJlHeGO7f2viQLWNdkfBQmjG5q80ZS6W6yRWQuqBpxwppzNUdHQO7YUsKXINe0Z8sQfQE3K4EQbJOX0IT+G1pK501YKxLqppP1qplR2zrV8e5e1U5EIaMcKjjeX//tnd7V7nhMs5CaCFc/cDrAUV9Kb4+XpCFIfAjy7++Mp2ESDBwhrxSqNQL+HB0l9v5KmFr4/7Rj4owX/fM1kSOvA4o0jfhJWpcx2wYHy/VUMEnxPPl7JnQAvqNJsYiNaAX7rwBOd22o5fuTJvo4wJiezIsmF5lULKq2YZpiKVK1uHfwY56RM+z7k1AV01NrHYDt2sb/OZzEDqJu01EpeXPegSeyhEiQ6oouhCZGv+uJdZVDjaXDY4ocyCbRaMfAE+CPo2ywd/4N79U01BoDdvN1HkbuP9WQEZN+HT+BK4FFYdlylvSW6y5VWJcMOllwxLTa76Sl12ugncDf9bRxuJ1e3xdKj3iRGiSySwQJf1H8quxhSeQU4WMjy9uXBOJrLFXM8dnauoX7eJlBYYGWizlnJ0Mh0aFg9hkz6pmTNS9H3SFdqXTH5FmlWftejmG0Yk9q7z88qj9bEx2u+k5pZyRYE3+3P0fe8og11uErRZpwom8MAZo69vRJhiIb1iV81VS+Lwz+fIjCH5Byfu6JqX3Tqb5O8LesguyOgfTHGmAmDv2QhTSavxfnBR+HO6yiawN8YmN0TD/mY5X/Vw1S824pDO1wBKYJck6VPjsobctT4safyHfWB8Y2CVuv098iFyUcDk9tFHMvRBJTCzS1V3ljz5qzojxd8+w3ERXOW8iZ1wjN1GPIt8RKaTJHq1Lu52bsrXGPCHGMDYz2KUnRuaS9rw8rxzttqgS2xHk4dKFkJbGvYN82q/ifgxxT6pjRIv/E8/dKd5Ahus+4COQAfiB4hs+ZwI4oPOciZXariPPDt0h4BVt7vjShn8hhGynZKFZaq9FC7MD13I3OldkTzfdCUjj67XKVfohALVzeeRQscOfJc5/GUQ4s2z3DY5jRYraq03s18cXxyTaLz7Gp4SuKPQ8vCGFwGPrY5WysJOgUr6M21FMn9gp17WJzYw3Yb5Yjp48bqHHbJsYQg3fATgu7FOPbaoVnD4aNRnk0+akDmhWRjIoPkrB0EjPu4fWmPvR4nm4hkpnU7jw9IzUcPubpDPyjYmBTc6SYlSI+jUz+UZk3C8HGLAvUUZPcMXJjklvgzV+FB8KEwlv2qnDOAUVNAvX+AsYci7YzIA9oK41TYHbCJ3R/go6uRaq6NwFh7XfmCTPEZSfdOLVpKYDniq+UFS/PnMOrIKFNJx82z8Pgh5QCBbYn94dmBHZQFohEDZ/hvNHoBxOxp1vk3vADGmq2Cp5AoGnH1fHU3ti+M2M3do0304aM31rkbzzSa/D8GmklDz8fLDNYItCgIOR42ZvNJTAs4adyioBg6jtko0Ndsh+tjrQ5fkk4S9CaasNbqAbOK3NdtlcGR7ApOtHsKoL6zeKyQ5qut1JdSw/3BLGzs2+r6cQSf/JmfeujdzsuKO72eZ+yj5wUowfMU7Iw0h5HF1sANatAzxb4hIOo14TZtMQlaYqaszefWTQkfS4dLVOzVkSih31NIuKsTrTKZ2gAE2WtfivjuV6e1uN+V6LwRfDi5s6nx8E8ujdM84Xp7u3g0Fu5W6nvztvZWsnjGBdDMOjTBnGuMHyUM35eLkSZJ4eRjtGKvniU9eOC+UJLA0ez1UNj0n+tMr5IY4RIFjb3I9L1p4M9U0cVskzED/UFmz5tLZer/O7wf7t4qS1XQ20rK7ydovY9k4RX4+3IV4x8ljiPIAYg2kBSZ7PP89m/hC34x+gYzgH+wjOhFYgyNR7O5ypsnPdEUPlTf6jC7GtM7yRR/tqREidsC2wpvRfEpa4h2QaIA12go/60rWBA0Q8PewZwCDYmieP5QtuFWctqYT5cfyjQu0T3KP8GT+im5EIlueJ3IEWY4q6O7WCea3R2wvXA6cR691XNSSUipj58VYqn1tFO6PV1GIXdDiLmYRLMNwtURfIqM05MKVdkX1WTw0aKLSViw++6muVMcngpJ+n3Sks4P9Orqfh0K0zrb/dARzL9hQU1tbfM/4DEZLqc9WVqlMYRtZ0Mm01OV8MpUB91bGwtBj3v//McK6MLL6u1d3O/iXmb9MRgb8nxn49j9xyRgcJLZ8HBC/4XYLW0zjcwSLatkcBPdZxe7FUoL3hcWFQU0sdwq6OU1MR7zB7eX+wLBtTsUzJ0h1p2Q5EN0mMN402pDKPhknPu0kwaBioEpdVXV21ex2KaZyVfyl2iUkQgVdGUGB4hQh+5748dGv2UWOq8h+9a1plGGrQA/hSNi8U6Kd8/F96DKIG5AHx7hmdKJCD1nY7yuDrgz2H9ytx6DWr1EnHwysGmdRxy9BjJXxH/fhiWOqXvIQlOMws2z1yG/QoHIjNMFYKiUT7+oW7361+nm3oWFWBBUKru2v0q/FGU0a/Be3nljJl+BwurOUSIU4cCIOJCmCh7qlScb/ZtRYN0wXfvJK5ofBl6gScEdUiCCRarUcRPSp57r1wRSGWX8OlaR/ZnqzakBm0YL13gYwCiSkeUwZANY0MWuetDeb8NVJuZFzKo6B5wx5c6hy8m8oRUefGBtz2P9boamcLLh7/fZfxIJC3JiHgsFAA6F8m0BF71l/NpRD0dhiiVs88zDv+J6EybDTSrn2rVfHr2FFSoKPST3MlWc7Oqy3LMnadJlaObZfaqWMFi+KwlCoFy+5TAkA/I6xy4j5aGPMFjNJhmLp14vKOiux7hhJ8wGzBZ47oMgK/XzX/wdF3hGPbq9q5pJ/zcMcmA+bGZlThGvR74xO2SNFjCCY92sbwTRnTglCYLK4vBOWu9jStpxjE/I4ONQDEHys7i1iQDklSdQmcz7gUCQqu5j7AEDNMDXJwkVCg6KWd4dKrowp/DnxARti2A1JMyrMhYt5ioG/fYYn28vtDWvQYWN21Rp/Ba7f9mxtIAiDoZZ5mlUSCV13XADi0/r/G0eUVsgYi9GCsciT+XhOGiAPykSXCnZ6U/VQBuz1br8H1v8SmZp4/UnG2Feqga2pn99KhZd0vfNdLOwjOEo+irwlos6kQjbnjIq9G5sSn0GYERmifC9RFZDR/nA3h6ieuMinMsHdn0shV37XImrN+YWuOaCRR1cVW4jnO0R8eSQ8bMHx0t2tyYYClEeU4Qw7k/+3EI7W6YkfrwzDoldOJeke9Zu5IiSIxVtXKfz8uUBkej8QKJ2lhmMT/YUSxST+ZMdyl6mKbR2uLrQ6APN2MIdqh999BowQrm12fT2avx8f8/zct27Kr8MHS6BcO5d85AWdPIXb6w8CPg/r4rkRtdnPzQKvxOjSdO941EHQyRVodImX6Y30oyttq1/Hxu3MKsVUwCugK76DtXtUS4ErRHINr7N0eIyo/wLerJP3Pfgq59R3Z6sYmpOBqmLzrnkdnXlOiGSrI8VZ2sW/JeSFTAD0eKbmXPNK0x8PHrxFVxtu5+m2bDMh9HvWhQQ5prk7V0/XZAOUyctMOOKN+hrlwDKAnbAbxkur4/p88DXHBhPFqK46GN3Ptf7+AiH/6eOquiyDLchK+zF+mrZyjVcM8RqqXD5Auzo6irml2qPuoADHeFIRKKiIHmXJdt8qbH9iOa5XOsWd5eOeuhOCA/Wo9YH6BZGtTjdpVlAcdB7eTotrq+EA8HE1RabP2t8Nml7MWFFCJlk4xF5LIydFEXzIjGQ/huMMblm+y/YSkOhRGq6RSDjswPQsAMrf3MAwfuajH5gD9Z0Spane3p5j/kPU4NZfkHd4fLLBkAy3YICI3QwQEjNI18cyscX1UZm2G4e7ZSFPi3B+rU/lKEYflHv5ZiVfFZr/udPaiLxah7uIOsd2PzUTtwSfHKlcT/wUGYZk7WiCo+tbYKCvvpMLeyoZlzW2wyo1N6pLk+QqgVfsd1Yp/nUwQnvT91hsC8XxxWN6S8OmABCXMCqCuPhNCU6Cd4OwkMs7KGmfCEOnpZbgOrwlv03RJ17vl34nFeFDmbeb+CjFKncL37W1z0vjZ+EPg/obuCdDmPY0OSKslWZx28BL4z+mGPF61hnIU3cCh0gHAZwN2gdhPHlMFue7YaiFX8+hEBYI6ltJg0JU8jvb3upJDYis8Ashre0uTPbvmOuzem2btMhrFTjPiY8DvvXBSCx2lgQGPO2pJ5rQbQ5T7vVhlbKbFIWGlzpncu143CxuYUX2kP4YLH+tl5O16serNwrbjAZvaZmV03DpYNk2e4NKqS5l8h/+Ksev150Ov59AhBaQG4wVWugBaYisYhfLuKSAmzNVEf9Z+end2p6v/OSmEqzlmTFsr6483EKwYTyM6lOLuRjlwxr/nYzSS+eAcn6pCZAAwZ9vjbKMhl/BeoAga7q++iKBn55csnn+FwJObvod+8UxegTFjSNONV+EPtChtBvSAyiGmO3afkKyHBHCU4SAlIYwH4Q4zbXKnRDhdgfNtWkzv80AlcNjcFpenwX07oVovrbKyJ5NTTYI3hGFmIJ1FlIz3A+AE7RAthpVhqUgrc5ax/5/nI+GMvXTFvqGefs1voD2OqJa90LY0j3MXDrN+gaq7zPW2czBTVYlKxTeWQJZVZlkjLNfcC1rjDek/AfuTQbjV4Uk0vYBqfk1id1lCYhqB3uOyxjYa5MkrFD3OreyignoqP4KxAPkc0CDICEa6kX+ZmhlHnAUrHJ9l53GjqhZ4TzbSXRn2rvgKw0JOcMW6VlwM5brcTka4qRWHaesypJlJuoPctAGQCpjWQ4NgVU9rpurb9gXZYeIX7YB0u4ttKbAJelyQ46sKL/NrFAb8w9kFJWMNyo9TlertYr6YatyhkkptV9jHphaXkP2vtGpXrYoHRDrkX8LzlyqiTKPdIU55dunz4OXbWcnUVMIkxgTyoSPVj98RjBozE8xxvfmMxy9Atue88VB6rGQSctxC9iQQDAvx1i+uOH0uzPj7manhs1LvMIywzeEOm6jRnO6KTHDGLJIWTlQvYyy8KYLsqUQlFL8JlGwhHT59NvtrHVIpfKwKCdi1SdT1tfnacANpwl9RSa6SbRzyIKJ8i+fWq9W0/qBmhAeTfNx8n+m/PuUU6Ue6rZgDQUqj5ow/TF59J1Opr1Lk5+vAVYM9uIPXPz+4GC4nhw/7EgVOIU09Xz2d0t0aikdLvrU4qHLm7WI8UdR15pJXpkaexbm/Sgn5E5LBAdoyT9zYnfGzEq25cg6KahJU9p8dCUJNgwC5J3YN4FxsXqh2GHmc3OjraDsL8UN96XZSVrxHA2f0ssKvcL0ZyinVhHAyW3vBNgXf25RZMAKe8aaQO0+oZHQA19zkag6+ZYJHjlvhWIKKmxJ7hCitqXP506yRaxYbpwK0lRLdA7RsHXpAxxFAKLTZcg1q3h/ZBE7evtc84iYJmhSLlf8aqvjg0tT8fq/nyFnBhl6IEeBjCrQDhDGoI77kfIIf4URrz5kuhLBNfczNvAlT4pd6pUZ8E14EKO34F5UQJgTVm+TfeNkpZTTSNVuVsOjopyDnjsIIPE8Lt2N3yWXGFMf4YaLqIECVexE5d2W9/Zt4J4SFe4iW7pqig5RRXXtw/TzQjKYNPO4O1bb699TIQENf4DBREMl+GMKyaMSoAZrKlrbbSB7NTjwA8Z87PnqbeEihRjt41eHZ4WK3SdzQ4hmi/2RVHQbZqTR62QA3ihSNv6UHoCHnVu+CtuKGN0jdHkwcCPRZgLVb5aZTxT9x7eQQ1+93XZXTehZxg7hsz+SB3nsYHffID86rnuQBVTR9Uv3KskdHi8yXwEyS+2IUGKLwrwxRQiMpXhX39EG0ujf17aHnfu6wrfwVVMABu64Lv6N7q+Co3ednbH2V7T67L5MHZejXALthaaL6yE/z2Rwe44JSTKi0xZOl2CZc8sGtN6ZuUaY38Wi67tidrl1qoCoUXh86xENU+ZZj/UozVXEHBxMuA43aDDT7fIBHK2rWfxYrSwf2EosX2/xNoXz4e0l1e8GxcvZi0P+T4Ja5UClVCzqSCjuy7t8yYx00MmpFn9sNCg0+KvBdS4cRdCm8BnuAkGusn5W4ej/vyIH+H7n4BCnKZZj0qW59NBPsSSlE/Y8VNaVIWXZDmTeIPh5qsq/hnK/yeNb9vQmNSAg6QpHYTqgBJFJPohbOWuk99A2BVjwPheMgfS6PZYiQHU5G0EdqcYG5IY32UXqwAVaYwbeHpwBbFYaz3YlPeFzm8HJGlrvA4dwZ8KP1ZfS9ttEitiotpIzQhNLdEouKRQ2/KCLpOuy4AGwIaRphd06dXf8y0+t04aVm1+2uiGvl4a9GmXNQeSVIFLHMVOCe06nNWSkBMitwx6Jp3xOa2G2oO5AL/+jUwWPUgRbZSNKou5sEsZ4OyNMUAVjhpWUt7VPZix0HEy4KLak1lZuHvp/3HXTWShDKfoBfdSMMi1PviEAHsVaY8S5X4ihEjkoBbL0UyD+hFt3yHe4xoxhD6gSBNioPsl777pOJcxaKkf7LAuQiL+m7NskeuFGnoFmy7Um+a2bzOAyTxBRGE0c9W3KZi6UQ9WLs4MkxakJfU6zKpP534omUgW6Ec2cTpyIt4woY6uAvUbpbN8lBSSdfcIZZ+pFfBS+FAucW3fbl0on4Quc70Qiylfw3qEM4i36E8l4ZzZ9VvyEXfrS+qUDcXNIqdwdv/tq3LYq1yPupoMgwlcsjjQFrQLOh11/ULDYwMoqw6EhTWQZBiZnXfuKgoyfDg/qb9Y/WH0tSeh3IiqDiqY0I2WPI5sBWpGcYAN1z+HcMCz8NR2I05QsEL0xlAQ/TUp521ghKOohagrVKoqWYHbc1tNd63vEnENk4gD/sqo1a6WK/vf6MvI/DTAVRCWabaA61sQJmKj4nUdA7dmkh/ffTAd1j8RuIL/QsRNMEb7b0Jub2ctPEslU0GeWJ0tmRtn4OfAhOmwgGBjLUbAYy55Mi5aDpv9ZLthL+JFIws5d/nBBduB7djqnqQTFXbNVwhS14Wp/MMdyNW7A3/KALHLKoGOS8IithA/6W+qow/0zvAVBTZ8vLofShkiF3tlVC4Kc6ByHFeASwU4ZYO64U+HG9KIEMgLPQqTmLmBT31cRZu7II1EMFfVNIY4gUJTjEUWjGSMNK1BXOHKMfxmLxSzg7OA1XIWHa8HKFkj0p5US3y7pl0CLLOtScPMlcv06Lp7R/S3+xN8ZUWlsJHU+dwjYD4YAZuEnn77MRtWaC+rPM1Efni8c6KrdTa+Z58Wik2b7aUBrtTZrDFNPShkB2vlRm3a82RTWRShfVSRhrpi0rXjNHkFNuGlqsm6fhiFaFmMruR9cNtuRXTFB5JcYRD4wW7YMO66PDsHpAlEOLlZ/xrwzdVmdN7TH5AXrbxuM99X4SEJw7n6kJ35DLQFcILdeKJniC6ZQ1f4alujHHZfROTwHsTORph8rqyiPY6tD7Hp4JgOxrxqPJMr2pqkoh7kWc4+G5oiTyn28IDJpZlSrjLCht2r3HJ5XA+k5MkMnGFeSEsg2cgoui1d4tj1hJKhk6ory3vMP/SiF9nAeqLCs/M+CJm8SPQ4sVUd1Z7YoG2w3M+1RkirGJVOXAh/+hQOKRo9UM0j3oiTAfpPIsCPu0nbagF3YxqNLJv6yPFN4Tudq9RWdMY1geJC4v6UgjnWOGEPdn2u0N4PfKMmQG5oYnHIm16BZ+04GyJK3QBxFKZ2ax6RCXeFFomz1ajUb0dD3SUGKh7K16zrCXrdi9pwRCejMDBQ8uMaRwedlQR6a6A2Y14EeZiMZT1loxLw6oCLRxDJLZ8mJ0QZGV6eApU/ff7TQRa0Znq18wpsOREZRx9V1V63OnVwp50Y1Voi3fR+N+BrOB/XuA69z55g8R6k5H18ld+mblrKFYrg/BtX0K7RwP02o54sO7oe5Hu9fJrH0QSQUYDTC03LK3i/yklCHPLZjDtfXAI5jHDGeF5XRv9QP4BjrR1pG9BA8PsrZ7Z+aEOZXphIqv+OZGEVM1bt3Ga9vSy9dIBR/wloczgXTlhX+jPLKgDVpkVvcBGBrkm9nLaj7u7FlL39skA/OIqFdzL2nHeKpg9p2mY5TiCrV67WZtvQ6bcVDi9ERm7gcm3Cja9x5gECkAZdIouXavZM2hKJnMo471wBFfb3N3tv8YtbARxbd8aIXdApBcE/1x6ZLpv8/AHodxzJAsQQPe6kAQNQcTp2YbxlP8mlHO/QewCzfUmbYrHOJK4mVT+S2X+3grVPH7TnR/eAMvLJ+Q5iG9+ovkrexKNDk6vV6C4FMNAeH7MaWDWEEhw/rpdUKn5GIIaC7DtmsB/iuT5J1m2nrW1PJFOS11eyC5KlSN0lDTZFhlfGlCaPQ7wi2ptCRucHj2h68j+pkszff1259Z4XQI4+axxq3t9n6Qiw3bw0r8G4hPlflswZKiZr6uVeuH+ecfJaQGGsWQMUUSO5oPKUYYxgJxgJYzsOyBLUYwDfvJWbQ/ToOebXOzGCjZN0trWAAQ8OZp/sb/QVuYYMGI7CsmqPGkQ6Hs42D/1BBlzySuCbEmBDJv8Iyy1/znLSkEh6mdSezLEqxLnKVl/hZOBm3VHxKA+r45WndVszNCoAbZ9kVmfaLXo7Je3Bk2yqNKF7RclumkXuYhTIIl9K5A1ssrenQSc5PU8FOL8HuOBNuLg8SefYmaOwUVkCWcN4pVu62eyCM5gcMT1r4E/52I3wq9sDs0N3oiFt3L33UAHcCarrH67F3XVUi2l+rVS5xCG+AmIiTkdzqZuIp064cVD2KW0NO8st5RgmgsfcdvnHnHgDignQMYxjmOz9gV4tbtEE4PM0gWnnjX6IzOrrpDctXDp5g8NUGFxQq6TfRNOCK3DaD0FJU2Li9FJOpiWtW6xUMqbygk5IiaqVM4/ajMVJb1DXGjTlxpJUjQuGpyG2D8OY5Y3YHCriy/iR8ZacP+AQIb/lVSj683MSUyUlikjP6W3jO+ViCnW0CkZ+4K2vPRIfpQP5M4rsX4ATwH9YXNthew8Y2GWmM8Of8DxDnLXXObgCI6mqhvRjn6L0+XcHdh0b6eZ5IyoiUX10JFy5MFtce/WRQORgmV7CNbj0iiJHGzjOnNMhPO/HpzY+YUG+k90bRlVjQYxYN6Ye5Mk7F34/8PIN/JreeDD74nxzVSgD4ICK+MNFHMV7F/hIKtdOMZSDG3pzs5lKs2MkR70xVUe0rVq5cHDlXOZv8igl8hNcMFBP9I0bSgAIk0J/hYuTsI95Q/0iFAyEI4iQ75DHuWAq5gW+bzir1EPAoV/XVhZr/m3XwDllAZPB+SqcfKJIj2FqAeWOdzCwl6fPcFBz1oPfPsRkZ0VXByRJywxfalN2fWf15UGPdBBc0u5+isFxtfmtvslvxdtJWm9oLwc0O6U192HwLF0pziU7UlGPnY+jj5K1iJzp+ynJgBAFTzZqQ0jvGnuj7/lhMu4e5NGgtNsdMgOrTrvOzqoPDkkvIMA3rbt9sKLReePV6jQY++E0n6vnYAdeGD8jSc8gSoUw5X8Wg8xK1+gBj320PD+hkCgbIvIN8/8MQ5Yzm93R2Fag43hYItrfArQY2jdBRMp7oTW//1xL1kCKehI681Pf/HFgAUY9pcvpgcozwEygtp9GYPmDE5+RyxsFvPQ07q1ntN5lPBjNp8+/wNJF2Lv0j81pAVVU4cpnZr1t/lFonN0/b8ZA1x6GHXkDdUU5+kZGb0jBp2jIqh/MSrDDOxZooK1DOkZsJqnlFBB42MJxYdYUbPuGA2IVx960gIp1Bw7RXfbhMpnlCcTS3q2cVwiqb4WWPLnvAtVwEKEDMiPHNkBBhBmj87bq47eC8vDmDiZbpoaRW4B27juZcIuQ+qUm7kAOheVVqGDjVl/OXmqR4cCvTtJNARhT/SF2oioMYbNOwgezjxifAzXsT3kzeVXWA/nLGpFpOdQraOksKNlTkJNTugYAryv74sZWwOVYi3uDSUCDrDtDaJ3n5GfGyWCfMyXATtOGOTZZXv+TkNV6AYXJIoWCfk40Fuas704KLZBCDI15kEW9LYeJhlPd2MirdRIGA4CV7rJfh4ckY39jnueF6FHLIqAq14yfvo517o5qL3ziiVgCEA3hg39GpLY1VmpIuXVz5K+fqADXdzv82+O89rGJqnDIooEyqpW1J55hg/xyUG720F8BQ1143icIow6TpGVE0YCiqLv+l7hopuq1oO+i8nB3ccvzHdlcmuoJ9orC3QIkH17aLum06KNt20L+J+eU0aAOlXzjxiA+kBdA4F9fRtI9kBMUrxDq8lLlrOq3usH1Y53Gs/jZsOyDiapE24NgqyJcTmGGesCrT8iu4fRRxf3ZwtPp5/KJ4RLzNpl0WH4kb19V5lizrhxWk02OOCeA20DGOD0DIhSki03EOqxIyRGs+X8AYc17kr5WFdr5DEoGFdSROYwmep5QSYpLgUUvLxhlXCt34QrsyttaKU+Agn0uUokduacLF3lu6OS09auS+h8GOxGKwUuDNWmFfy0QDUydKCDBnm9cm63VUMe71yah3UhhOsUy1V5COTpq/2j5quiN8UZJeQKcvPtxvVh3+YUILLv+IogrC/FQfC/kxD4E0hnAJdAC33zfqZNhB89AHYmQnLbKo0os7+mseg37tedlfAWs2nrwpbsA835xn7nk9H/ZxPSvd5RMErjX2iGmtdxTgn4vQUttN9rJxeWty6mbiDGVQy9y9haxibDyKu67fbZN8Jj4aaNatyiMWGF5WQV8EPxFXu3sBOl/vlqqbb7GA/6LlI7ZuvvP7vjukeCb+X3n7U67jWeFwFoQizrMVPwVj+OtLO9e8PvMIsObkMTvVJAKxKT8X9JF63nLZSM1XOv0C2QviRxY8f5Ho8zTYw1KGIoCSGKpsSLO2GB/fETF04EVPFLx+JaQcyZzvQjBnLE+qP6E5I9ZOx4RXwCdETMaD6RV08QPwsugik9NNI4oKZuD1beQmq0NxuVwOwsm/51iyI8LxuEYxuq8+abk/PXnIrGvF45aJkEh4723Wc688ns62JbgDnMmWcC726xtxwOd0OFo8k8XjcRuIPjRvlVo3ZCyI8h2QobQK44XKpRBE5MZr2ZHSp3c+f1PZ6gh6rG7pbfLXst2o2H1LezlKuTMx+DGMbYV/2gPv2M73K27PDiwPBv0YW3z7ymkTY8fTWOItDxLbEnrcOEeHngNZDej1/meYzYvBw9a9ZY6ExTHHXG0K6O+oKRdNipEB11Xv7jT4IfORlaWilFb34DdTTJNXVZdG+8AEnIqPkrBoZmItH+8X9l6x1Qcf7bq31P2yxSEvLZ3MgEY3LpHg6DscZpow+JFm+evEablkhA6w6/sG7F2ZC+4WZ6wqc8wYgTHHXOgLXl/+rHG7SISqw9+oKjTIB+eyyBWvJWQgqUj67gExtlyTppcnxXGe+AAQz52klIEu7EaUt39x6yxi2JYyyFMh4lIaT1FZl4z7xpdps3W8JU4+28CfZ71oFCJbxt3eGRAd18DpBurRNzHEoHkK+wKVZwaa45ylSwhloLINtTgK1BlW7dyHZc+Fewv2lnfnLwENsP4Xfz95wpVcBfYOJPPvVo0Bp4G06V80tabEIdRQmXMn8n+zwiLrKgUs0aNWO5g9dBiv0Q2AaEjcFBINPxLE8FIMqiuFRC9+ZkEO5shjSDKf0gavquqAgurABfsOFDzgpUgSKZXJZkX06BAFemajCXD2Nqo9dNKZLTg4w+2XS60rQ91w/Kc1dQx3WbGiK3TNMB4IpDze3UzLjJf9Rj7WsuxWh6+R0ve1JGTsBbeFx0hqWybaXyTmyVA9gIBRW2WOHdp+V0BzMPU2VAYQIaWu7jxgI5TEOh1Ez36dkxf8P+Nt5ymrZOgJeuusw1DayHVJUleyrBi17isoHp+x3gMwvIEb/nDt8dLFxfrSXJG0qtQihtFieLG2Ld6Kjhb4P9G6G/5PN5MwcFEOoCe3VYs4FJtwVAe+T5wCo7pivnPCd9SgMpwZc9EZ3lvVTfucE7ZSaz+TlvC7X7plIHygX34sPksjrzjRDQkBGcGqgAnjD2+z1bapjOO29dImWdSwBIU+eZyQ7Wj8oYnXFlc3b/Lb3sQOTtkh7VN7XD8D4+UrZ6zSLVDifOu9oLm2AfivxqPel65bE79mM0YJjT1gYyoGa4wbE4AF65kNt4Sm6xyWI6J6vd4mEo0iycwUmaU53PC0IAV6++g/F0JKem5LxLvsDy1wNGIXCP4Wv4SDq91sn/BIHsQyOk3wmvFrZCAIQdiS3veNV7cyayZDS2FnevXmdP4ztLO7buHzFkTdO4cN4SdmWWfB/A73vt60oFQPGnRNc7aylNWv3Esffcvvr6JaFCNCMqKeMixF9/x56KTTj7b4tLWWAmHfD9tPZvyKKbQttgXFpJHDtxxG6fjtmgaqlPuyO429nKn3bEw+blCmILFxsQ/ALTQ6fO036ZTaF533JJkoCJF4glfiEqcb1C+9ZJX+vTI0mdSCrWKBxY+JqPbY135PAFpP9ravg5jz+H16QexvFJBJuLmMagIwxV+KiotHMeISlV/uxqi9XeC862GWgTDv+N9tkcVp8RYnkwDrZogxBHpMWCtCsPQpAEhe+yEtFCnDuXPQ3fz0BCGM83lSa6k2Jrgz8VljUzOeuJcjxbSDFpguM+MvXdzG5/X43ycRWVLW9N3Qn3BJA9itiUyJtzga+MTUhpjsujkxXRaTfAAsibjhjC26oII9QEhWbCzZRmi5eEkWE3GPi5AgILAiCRq+Vu+6/wpE4phyU3mInQi+L9XF02fE3gx2HB89XrBQL/+rGpCQaZr51aqdn901IRBRiIdqdOqECjzwNO/UXd1y7K+h1WXBG4JuL2SymwOAdZBq7r7wp7vYs6+zgtnIADInM03tnmb7FOjrEosRxJEkDruTGvPPTyqeQ/WzSmI6JeM+UVqBZddiPneh6LahN7jeOS0Xp7WUsmzRDER+O8XCB/sJ6FAWzAI8Fr9PIZS4gzQ4Bm3gO+5NnRnTRTOruFq+Wv7lYX6G616MpgS6jSLVuOoXkQ3iH+OOg/cBUgbulGTPd+qWB+/9D7aDQR4feQZyn01s6feMaS6TS5J7TD9lrZI00722mc6XI1Uw5+vbuw40K4hBcC2UTBt9mm9Mhf7LNe6RMVK/VPHrWC8ua8mzTHWFInw4FJf8xfGIheZkZ8RXWeerAYPJF+AsNxxW0PJsE4CqjieJ/SJY5jdU+1wYEWGmz818nmlrm36PLejk3UwMjr6OvTtWI+sJ0sAaBG0SVLpw4UF8+euz4v5xpqh2kDkORzAQ08zQkim4gmeXiTocfhZME2FnACJzfIj9MarCXzb86FygcAsIfMb0YhRE4CrUcQWKC2urX31JiR+8aHN464pU3TCZZU0mYVu+Hp+p9XeAVhRsCMW2GBaD8c6oH7CZKWLMXVwKn+tmbOOwTLzw3Ws5UUEXw9b/owaKieHNgoc7LNVzliv6+1MGZGjWOFFMzFaX8yiyD1MS623KM1qz1Pj/85SjB0Hi7DsoL9LB6/84hwr75MXUUqbd9CV/Vig6VEtldy+Bg7uvke0C4hUF8J0D6kJOSXvkTmfmvUCSzYgVIn1uhUiwVLANq2RqDh2tCbMXXM7QeRdAHHQQEZkOwdWPbwRheoCPkdrDLUNgYRwThelix1a1cJNKx96AavlVc2SbRB8042eyfvNImwD3dnJjQivjAm2EjtZwxLanERjSaW3CdoSjztUUUAqSuwn2GmRJAtPpDxiio11oqym7zn010L6DoxHaW4KqTFw1zpvsy90Y+j5RKMDP2+Cd8zyByRkP1iHdmnKLmyho7GCPgEMFlFPyYO9Rkrkp5J4SJtDFtQ/4Ou7uGnrgJuqKVUc2Nc315JUvVana6EsasXJAWKJE408FjWlcYIDrSQonBoPT+nm9+lXOup00lFLsHfGbB+YEy0j15cvn2kQElMQGurKRDYkOHYOCGxvEd1RgQDjqBgHZw9mC8RUXlbZ6wu6VkeHiNduofBpiaRo/xzDCbh3IRHMwPFP92HllpZM4lS7t9WuxvHK1Nlfwn9I88G0XOCqh/a8NE+mk4QMfRhnsX+sg75wjcDkwhBiroMvtew0pcpsr+oAZAEEgcVOR3EwBBTrJfgHlQlIhhR4fihHoA99AHhQWrnN2E5eWkkgV58vowmNd3Nqx/LCPxlPBXyjaJhG3nl/TRjmbEERxwRebt5KxksIPNEX4kI8N42iZwjKJvNqOUmsJQTZ3uRAE8SIIWvKngiCtxC67Z7xRaGbgUoZ418gDEInvcpCjAoGNe9IUGXhvVgWRXPvGpIdgIhfaVOr0fcGdRJo5N0XcT5ZRFsvzNawj1QYPK4Kb4c1CwVXCJIngUztxxAkwNh6109ut8AbhpL57uHVD+sZPwEk0tAFkeFLtb1Gxx1aZhBCi0gd2Zqa1fXzQ16oORwqOEl+qgyKB5DLDnGWJ7r7F6ij8OvcPTTsbCJJeSLZKfjzEw1RiCYMV4unPVjW9XqwjYefWAXnUMD3K/MW+Lg+ES5o/IdAr+qrXxGdsiJglD1QaccSzLYloG4gwX6IgYqKWSRYJpQc2yR5C3gdt6/9QN3jtsUCgIteTzAMcMUHq5ugtILSaVC2fIhKBilBXY9OPXNQLVKrAw+7vNzV1sr0cjgzoGzCqieasT1tpo1W6HI96+xJe5MgWmDjUulTcV3KDbhRmuecbdzJsrmEnuxkL80GgzrcHMRe2sdN+yfqBDhdXq8HOhoXZcCQgqmtL3o2r+tMAYkbELK+1bAL8N/87f3vNSyFdMyLBC3rcESFg2ECSWUVgLn6M8aYoT7Q/E14Dm7zr8YHRv3O98AbIyGMwYt6K0RrfDoVmxH6xfpvcfZWHMTw4h+yqGE8qHRNeH9BITQZHAiIylu3ObBAG9Qg0WBZpV2rG8uPCc5hhaCB/eIk9tkHEvCH7s6xQ5xGSIWds/fYoHfe/VJUjO5bm1wh6RIn3vXh9dq/6YPHJh5m3mCR0g9fb/8V7cGvaSQyprak+jT5GgZsVjJTjVfBiGz5Me/SeK+8dL8grNiLx57O+ViNRqRu+IwuvhtDLfkzEhIq8Tqn83G74SZNOK6tHovi376XQXL97fnN5ch14FxeV71yjUMwBOiFrYvB5daLTT/c2Ggvom1hdiF5NeWUFmdQBe/uBzCsFuhiGDJLTKKBoi0PfP/L9syLRxQQMawTItHgwIt8FDzBgf0MQZYfJtuJanO9Gl99IQgMhavF5RX/kLoOyE66PNIF4PmGoPgNXg7wC0U9hJM7QI56/+am4I5njUR+YXXkEedpIfkwra2lCwXS2NokGElw9DSQfnFFp3OQ4TjgHib+8woThHLRpr66ENEUCNruoaf0jSB7qWj9OavxhnulhjiY9yqHP4L47G5VnLOVwMFhe1zWtt79wERgvA2zO/czQBrK+75rjhGnlXKTs2rYUAead5ga8OYX1mwJD7iaeD9IuRH+CQouIuGGH2z43lM3szHDJAudzLlTe4Ke7PcrWP4zbhAo+yS+t0TeXqXtSvLOwxmRhCqmw7eYX3A3ATGM37XsdvmHnAij4+XDxXVrpG06W/FMDBeFPz3s9uIkRXxf4GYmD5XSEl8a7SyOpDHXu+pAIKT+rZ2OP6wevFxUCCLiq7/Joi7MNw5nOalz7roh5YCqJ6LsMB0XA2BWBV1OPLS+2CzAe0Ec/RGtVKfVJ25e+WQNQRCUa8Ti+z/lODny7FJeFW2CFYkaMR05FTSFztXW2zx2MLOZqdKgidestBebNL1JrR+MjehCGFCcwxS/BmJY9K9rm7dmmCt19cgK50YlTOct9w7we4q36JvSaEqajOoe3Nke2QYEIBY33fxSq6iZfilSgyGwDKFQy/AJSjIRsjJuucCgiUACYtqB4+IQ0WcyU2NzV/ACyIk5q85pmL4hKNyX+4JJeHt3ALo0zHX+2oSJSlvaammWqTYwf8S21pPlVU6jrUoqr7vZ8L4goNNYysTIg/NeWzKRL9GpOU0DxcUfhp79eq6r19zj1KqC9rl7yymh/w/eA2MA0pmRwCPYJZDXaVJ7+G3VVuSf897UmU6eulqnrWF5/csL0xYJhXlPiZar/MBd29uITA+/zFy6Wv492kvjIWh8SXE7fEqu+0kPxHHET/2e3p4NZp1cgdXaFCIaiNiSL+1PFFyvD4mnX6PIQelZi2ii5EDOv7NvhpYIRTq/GaX8DPwLr8nxvEfoodmgr+MyCiNyeuKkFTNZ64pGZpAlK4u+wMC6XAeBzHZbd3FOq5bx5MHiDYJ7WxkwPhWVeLBgMadcCz21TZCkHEdFsjhp/HlUq+qhmGUV9gO2KRLFWIr8CLRQ7zRvbgH6gthqlPLSo9akNhLQZBobhIu1cn404Y2bsuxlnBUi4X9Ahq8O0a7gyXVLG+zBxNRXnFgsK+fpYyufu7KkcqrfaBfHSKeci/j0MKFKQ5tLCdvevE/4Nc16nw+sGyLqFpEtCB2MeXZoF5+gSCSHKy+m0PQRzf9l4+y2KB2SuDAdvOraJ4rHSzq5IrsPIrELc9UBPeEyn1MCvEw3Q07urxBX0Ep98uY/bTcnRPsBZhc4ueo1ahEEDzgoMcWbbt30N8s4er774Obfxzji05cd+DPZU8KdG8EbE58CdEmt20RaSYRdQBA/Fhoscxb1GDxxtToLHrVJ4/1QEQpBNsCF7B1uccUHmMLz4CIc53pQU/8jtD9o/G00zNtmSt106fBIWuvu+mSTOnj7p5MKXSXtrjNNVOh6GPS4ruSr6PundGmPdX/ebMY1GpNBhxufsVsCnV0SNNsPFYupP2jvjkj1XgxCSeCAfwN6lVh8Nxm0DH0FJRS5RvtoywhhrYQJO6+RNhUHJizhcCfL7TVlfS5UN0a6X2kpEj1NMMQIv7mn2ABRJzytj6LOS/OpW0acpfOC38beXyHpsTiuWOQsqN0jfLPltEGbNyMAKa6cwyDx2JM+IrCyLJqnccoq8aTfxwTvRhUPyTid/BzYvITrsJLmJsKGfNat8SEOF1EynoLfKQ2tJveX8tfS/BDzE2aYbWqrqDnoLITfWLZQiONUzWUZHg4yP/ZY9wQcK1i7pCBQXOg+TiaV/mUdjz0ZgqH4u1qJU7PSmXoE0xMwoSXJhJQCt7rASlJ19RDaq9i3ict82Xy8uB5nLVcnBmHVK/8iK6KiR8N7TrOj2HsCjyapC6ZfBF5cI2jhq11OZHtL0KROXl7aLFMACgEN/olF5ukaakbrW7HDuxuVYC5SseKpOlz0ujuRBwHZi5LWeGCmCC0GlmRaQLOfhdendTWvYVqfjep+gLAmasGgSy0P1GHh+zS2Nwi0N3kuvoKZDm7590vKd11lAP1dPK5wPJGoN8oExJa7E1j7iBNYKctjhuefQzUndZe8Vbc/rKP7rEX5sPjCm2PPogr/AKAuScmP4O0dDQWPZtzc59DN0Df62XH6xUY33rmIvQM5y4AmPRIGZd5hHewG+1a1WqoKK4PPPeKLIwJEw0sOObb+FqBrFX7p25yBtAQMuuJspPHO3UU2nNfgHkdWTZzO/6rDrnL/uvpPZWhbvKZvtXD6b7DZz0s+0Es2F/4TeYAb7VjOnRwvAvLRuBzt1KTvXD0FEZ6qU2X6NSToyBNItXgsMx2bokMOYQqFn8kH/nbMSZf3tdj4oTS1xNWrocGW7JfCZk/rzsdiEjPf3P2EY/u3eRVT4pSNfo6QuYHtg+whNRs6WYFRKEcRjZOtlD435F74vVtRkaySm46g7RrLTnEI+X1RGpdZulgsVZ0YEkIbJWccjhJX1PmhjrMUr+LarFBY+aAvkrU0dG7+2+ispmwHaPGr5TF7jsxey5umDQxNgcoSyVbbXcrkWkc4aLt2lcRebyIgUE6BKEanDNdMWObVzyOafxrWJ+LyGLOEzO7yjETyFzLYzhCc0U77ufmjitSwv9Qb37lopMLtvPIw6yeE/Rvv9eAG7CHQhLgoMZHXaBUJ7QMH0LuE1sx21pL0talcWs8cVjgR6RySULz/HncY3FVikgafLB2nBh/MIvI/dmId5q6l+HNaXYVNXqNgT9PebttvD84+KGltOJfi+8ZFR22PSlqSXB6FKdfTpOwa+RM/tTqGKaHIkb3n9lRS8xRqCBTu5lfx32J3BMekbOWgYOgsKsDGCJKQ5cwAGdhlqqNY/tYEMlcaixXQbpUCv0Kamn05C81CPOPgeqME5RnK6V0rHg/KjUOOZEEynUy2pUF4kZkdy5Uo9hUdwlkdLOW9Vu3WVj9WM9iS+d4eOELWr/1KVlhBLfCcZoiDk5PV/BP//jdYIIT8EW31civ5TSQqSDovTAU2w0q4C1X1UXGYgl0vZx3gMVXDw1CUftlPlGu4tpulH/5dUmQfgslLr+RHU7h63xl4PkscRydyip2QzymDxybWIWp5HHLMkhhnG9Ddkf6X6aCfU6RvuuiJVMh1XRhDhZb/u8TDCJ86VrxOG4viYiBB4EVuH4K275V6scsojeS73LI47RbVJQwuWH/1Njv92QxLuAF0ObJpm65/a3hzgP8G/CXJ7XEJUKCi1jptmUdK6J7rIw2sZrhkEUakMp0BgxGKnWBwFjOogdUOQxTPfNOMQoOI91MLTGXi3Qmab/vS+vXUT1R9zkX4HlV43dG+tliKtuKclqRS3H/jvf7JHhnnsbFGukMn6h4+a2Udf/sSZlUKTjFiKIeOmTbYJySBhP2d1KjpLHGvqPBGtEka4+Re33GjZu8df4ITEwmJk+cfBblRR5JEeJao3P5Gs0Iv6/BHsKkD1wg02nkddvLsCS2fzjnpeO6U1JDWIOkmEfQk0Xeqce0cbhl6FbmbD8SdVcGRaddcmhwoSlHpvJzvykRHswZTBSanHaI6LyIZuY+Szquh7JelgbH2cdbS3S+lf1lYJS4/huLLTpOCswJRjH46ZihZXzSWoZVYcWoqGxXcFn9bSPkxSO32zTCUiqCgeZ3SNSm/iULXBZ7xpRyAZYGMSgkMbKeX8f7uT4vHGY18TbLpz0Jfx5TNwVKTETL57OeZT8Tcr94Q0bbMX+TkcGLJ6u9TySdhJjvAjRwh87PivAkBVzn4vw9W155nNBBrt92RGI32DF6WB+u2Xy2eiyzIfPUGKVPG7nktkKpfom9VAcWpKQjtrIYSvP1QJ3rMghzFIoK5ctsmOZOqn6zumNR4ZD9cOLTq+kmfGTiFCJ121gLgitaEO3c9K4rlm+kAMKMpV+GiAL0AduBT2ohWo86mYXHIc8UHbaJgR+MD01D9x5kw/208F9QNvk0i+AUique6KfWGPL6MFO0meIz3xHQpCgiPPu2AbtwAlE+IDXkgTlSR768Q/n6wPudORxxI+RDj2I6rvi+u4KVowwQEToCV8e1GEOLbpkruG2LaYKkmqromSxeoTbgkcKTJP9s2BLg9lC2sl9Z+dfYINFh0SDYvhfW3cOuKMkuPkWmv7akpB5s5qfh+GCd09AwtZxncFGoHpaw6SpUhzqonR8gZpmk9BOFw5WidviaOp1vkbhJoc1DTJEfrOF+loHMKSo1xUi9X1vTzgxCbxG1t1WJgBfp6+/6Z2MRfq8FDZkTWH/gyLxv0dFr/AXyYJq6BXVtnc/OcCMl4wzLCJZwt3p4pkSonHpirvaB1YPtp3hdVU2IJ3MyCWsaz+XVFbXrXy0jhDgUAus0Z+97pToQbmRYtywcsvoxYl4COdVzfUEG3qm6PtywyzCdX5j09fahY5JJj7kcz71/YgMTH1VE9EsUTSudXUTBN2aoVBptE7iQ3fsImBlX3DtD71tuMbil+maoMlj2psbNppeFALMR7NsDbISJBYbGj7zgYgJwjAEOyn3Ed4xzzYQXd9Fg29vglloD0SW9vRoxhDjUiMwP6XFkA/Ux+qijZsDNN9xVbaaKVX3DguvmyM/lNe9PJhvV51B1cNegmoWkso7t3z+kuU3er3McjKhIeldskyftYlPW0bnqHupmi0hBhdo86sOpfzI/ElmDpsB7aeBh3z/0hozn5wmIOk2ys3DFlE4yvGfaGb+ItIXf+c36uhwBgSIaVsc6H/6CinfbSL1C7QVXHGErSaFZYlhcGbdDJ4qgHwcjru9GeQmEprA2H9rt0sHJIi0mYFuc2pcVQJRdsbzr2k4t8Lw/XjiDVpGULOF3mgouhrZIVEj/CRqCEInqbiy7rHu2j74Qvmujq7qSp/B6BuI9PGCFX41sDQ2luyB7SQo5niR1DHJiuLBHxkGK9OmxnhcgEFUJiMz5hJ+Ucm0U9/PTQ3wh3MYcBROmHAT/FFYQl/+FIZViqtlYRVk3K9wWBAO0LywzQuc/VuAHlNtlw+G7GCATmuGqPsnrmrxUXL8yVgymtti4HlygEGgCN1dy8+LNR6+Q/r7uK4jpMGUA/zDYBcEbdWIWLgDqwo3oVI0SFJWkWNlXv1Kw9OXah8+xkw/UwtXOtBfY7/AA2QXflzcewwlo+7AJStcZlztoQER1+edEgj25V7BiibcavT4jQZwoF+rssiZt3QR380IN8xFaenWO6u1yWjglBQ8UrvyF2uKMJkWvRPSrs8q5lBTKeHxOXILr5tQJxROdZyFv29RrcEVkGfre2W46Er5gtyg04VW7UV9SgY+n2PPafEXQQajZAUNsVi1GWEQLhZhrEOAKnMJSDv+M9CpHV8LzfkP1dGnvxxNei/BgmoNl5l8UJiR40ZxrccTgxUpqEePKmS9uv891Wi7qCvzd6/ob3nKP6Czt3RQC+UCmhVkVbtcSRwQOiu57Rw+p2YXJlTrGlsFWwi+DdrM3GAV8c/Kq/d0EF2A7jLizh/J2Jh4iY99QLIlCxkSefraHQqg4vxxjwIBjJbwDPGFdEoWIUYBfdS94EYfwfAgYnvL8ENzc+MZsigyMwaIvBTc+WjcCX1NTZ41GlF5s5gyGt+31hQQG6ZPKUxcC2T9FhZVkRljh9/o8kKBxXWqQ/IsPKYulcronx+fOZqpnJvjlyWz8MkoQIS/EiPec+0PVU++xTkA1rhmzM0FtdzWpBhceTEHnRkPtfbDcmGd/LGy829EMGwdLhW9U3yNRCWzBFNS/XnA8zWbjBaNVSiikYgKYsxCbm4KCgYe0mgZMzkay1dD84lPMTp1qumThAM63/GXfUY2PoQtFAwAF9lVfuFAG5wrVemNNQbsU4UL+dN7CaopC4COgiVpYVnjFUwca/XZtGBuo6orJMEKdBRiL8fj92hVLBNmQjc0APPiXncGjvZhJiTHbuoXug31AOhYPuKFrGN/4/dvzrCQr71ip0hjTNHD8HwNrlBTnEL2MOfRw4ipckO8CJGpY3fBLEo1mdNh39JnZE0/QoQOwyb+fDS3/oE5i2gy3v7kJI5AYSksHa7jdR1FNc6Ls/blAmRU1VU1c2UZJoJQYiCeeHqh0RobNTV5F0Cuj4fuj49rXt6hDcdtlBNZieNyRHbYXympITjkotHIugPKkWAeu0lnAfNzslOBRacnN6vNMvccpETTw4T4L4asEg8juUzHE+kpsLpsqAN+kw/FZR4Y/vpDT72OVQopG6wTCEU7mb+cnVc29MaCXWILPXDavxLVtgTXE+UDz0HXVGXrOl62TMkHm31pUPLR5fsUIEAdFe4X8DGfBUViF2VUVGG3jFKQZ8bsHrABpwweB7WzWHe4yIX1b814AsSzub6pFZoFk7CMwm8aimUtdMZjK16OWjCvPzddQxaFyicilsvehe6czBTYtANszjpmXRxHP1o+m9b20TY5L2gbCl3WxyfsefbGtk97SdLL3M+LxkNJa7tQBCbHU1aN4SJ5bQVmg6AG2acNkmqzzRnYl4RBEhKYazk/8UUloT+jD7tCdwEiMYXWT82eHGa0fgO568xeU0CLTO9zsLuXWtuS6yrfB0XJKXjaclg9BeyLRNL2FHFNgpXzeytoertrmfiyxlHkPBnzYYfGRoClfeDPBhK/JnNRK+xOwKIWfaIhwMV1mrGQuby3d0yksY77Xv14yxqeLh7TFjbkyfczlEm80Zxw1CU18+RFYgbRnHxMKRMw4dr971LOcq8DbmVxD9fLed3RkogXAlguOlW989u8YXpbptiA7cykxykqIN5OMxijr1igvLW6V1pMdODj42qnQ4UL1vad7Mza7YJeAzJRBJex7VqdCPCMCyQbu/GRnISrsnK3cq2QnVrUIO9lc6qX17dmkZ0+hiWnmdXyqheBreiS5D/gzKiLtSiIXozoi3KGtuTNGuG/19n6/1xm6Uo93yrly2Q9am012XQTQjp9tqcimqmLcxL3Cg7FRBHIblkHRV1n2GW8gcdXAcVXRD6aYKPOETrumSMMitvbQvo7qj17Y8FBcPh3UU7kUANa+WVnwgS3RuKGFYlT006T4spMHEB+iLFsXsUK6PJ/z1mrtk4swWZ2rm4NeLVnVxlWXSIG1zILsYSiF3MLWhipHZsQenmkuIPHeJ8lApmOPuf6jW6DSysDDEM3q49DPLvzuvT1TRoHp79urF32Xo6HAkuKblKmaN7DLQ51e2hQiW9Doxj3ZmJm5FDTsjKB5d5aug3QX4hPu99DhuhfBh8qFqGaamNKn1hdQTjelu+6spnhDkgrffb1xzmUWpIaWqr/GRFZhw6BOVz23Oo/O1wePBx55N7SGbhe9uhLutI2JAD1zIfTYIJF3nz63HcODJPHauu3OA0kBSxDjzMl56ET1N2CAXJUyKnPXuKHCzpaKFfcCCBEZrg6DdSdkM4G1OFGLN6NtJKzHeKcItKz3csX9eQ0Mb/lP+Wrxj0W3Per2hI9WgyAPskplYnIympWof0FMHQ9wAtV+CPKuy6e6qjm/i4s1BqlC2af5hsb9j0azXLSsdrYFx4r/ymNKl9gRVmRQIRT8Sqh0ddiKBhmSo61EcdAQC/CUIgQK30i0gcMIJDxOX+As+nPDgicQWd7LnOLjW7BNakKqgTSHDymDdtJ7KcMaL5egI4XYx3jKtzmK4I0TYwF1aMAEb/Bm64Cg6VS3YezlbJtFxC+PiSYs/XPCBWQUmuGrDl/FTUbFNeX2tcA2Ggz2QpDimJCwEJMw1RfeIena9l7q7BK6CtuIapdFUfOpdJtNaqHalSWOjBFD4B0SMAXHL9L6hBQxnOwSUs5WYOnpaNuYabySHYtulYhclWjuWh2/KzcBChQB7bjy1yRhJVbDrMvyCf4WcTqNcmudSpRyWhEVJH6SZ533AnfNNCDf9Zu1lxLI3pNUyp5P3mHrFjxHEuE98GS0GF+ZyrH0LwWo+mmkfX3bYUpJ7whyQDbsbXKQLWOAUMvGJiF46ueovSh+yp2PifyCRb7/dLos7y7M/ATh7yDZbZ/Jlute9HysM01dKSGORDfQU08jgJOixq82njmtRPIAagPvberRrt0LneXs201Iy2dyrigB53Rs0JmiC31m/ZqQWrUBJ8Pj8LRCi3hlAjtH50aMTx/+kOjTGhL39y/bD6jLzbwRQmBbMf+TuXXmqiU7OSJuyacUHKgQYgDn34kqilwhS6d6dKjD7sbuLEcqEcJSSlwubIKdwuUGrLy3zjJdp3h6UJmB8Bs1hyWEL8hySojx4XRzHgiP6CSbLgLEI5yx3w+j4F+pB7frSj6x0T3hrbdCelr8YYalUSrhngrc0NXkcillDNiuZr4aC9uQZvYBfxFzO9vuKjrux0Kvu8g3W773p8kVbFjbmTJ2cM3qSmY5Zvm+hJiyesjS32WLI+nkOyqGw/X072EN4XKxMqqZtpIAH+gcWJJqxIRGw2CNPJptyk7vvttllAEfSNU1BJ58WJ1wSzdC18QK03GJ5fAdKnwzxZg4W4+0zQraq/b2esYF1s0UNfzjCYdr2rkMkcqS8gh11S639LivNh4CYiwKI/R4hDd7ERqdNgIZ8LXeI9RGM6bPo761FDGfcicThCVjZbsuTbAwrdu+j9bUZaW8dYZG39Z0bh18C0BJeYK4sI1RCn7vzyCbHJXoUQGmsxAtZobZmzWrOf44Z1Hnq/9n9cvDQCZ2rY3+aRScgpFaFV6Hqzdpb6QFnpmNIb13l9+jV+u9DKmDPLJ7Jm1DPwoYAa3wint394KWxhheUijSmlhRgpBq8wtclT0pseljeCoe0ay3K6p5uZBoiWScHQavCG149vngmV9fDN0om2FEex1q61YUcSyWLmNg99b2+m5xHFjfsXQTrScd2eqOQVpB3/Agn2R/3dGAS3qBX1JXwPNHxDzKZczGKq3H7tz1jf1Sp9ZpS6nXUry/q8hAFHmTMSQt3JmdmaQVj4dtQHA3umWEeWdPobMXYrUX4sIHtJZhbnjeCRbH8UH/fQg/v5F4bIROfAPcBy/d3bRkghB2+PAXQIuYWn/OFDWU0Z5Qq8wK7GjAmLwwUipqCNJx3JvA/rt+7/PKx0hmBSxxy7Wea4DRaOhUHDWJUnm5IX7f7aSzDivR55In2679pytk36rfSa8j74fyZGNwGGwgbqF10Uk3IxAXTGUwEEJLHcCYzwV/s7ob6WsbZuro97WQ8w6jhuQCp4FRijtmF0kOMJigAMrYORRpR2YW4Ql7/9jaQdF9P1IwLrWAxkkajepEBwtIP/v0JGrSPESx6Dn/RzvhdNieAsESDWan3F5ncKqv2r9PewJ3IQChtgI+qZvqDuMfWcf0PA8tc8QDqTo5kydK8JCBM0+mxTuzJChEVSDJHJU2tR3LDDz93bejxFh2dvjnlt3gWPkk6bWUrtABmuPPciR+KtHhaOLKTV/ZprMRQabDs0Unh+Yy9EuT8XPaKxP8O51Uqz628hJsqIEJbsCfwOW3881To9FdJOxpeeM4o3xA5Mi/QnmC74SmmDwjSewAPcuIbjVTxXYuYIEUL/sCK3J7ZnsZ1SQViyiB097yiEU5OjbjJIp/KolP8+D50nHotvwmEHExsqwlMkmAswIgDK2YTGGYik/LovBx6pg9Q7Lwn7lyKU2god/mq1BFntU2hENeTCo5yJpHsZ/x4G/ymW9GZk2RCbRtMiZnVMUXYaRHy+kYyhPMVvPrbbyhrDNxSdiS07A55du8Rg11IAmpUB1lKhl7UjrowJOo9PCm+mA3wFKjLPHKFpZkLQ9MrgUwaD+CUnNmD0Enq7Cr4W+gnKweHZ73UAU/161t+O0mZ3OiosHcUKVBIJqY4FDdjyn96K4Z+FzGIQ4gb2uUMiu3YDo+Hx5cO3SdyWzuoIZTD8KQZc8D/6oY1XFLY5lFrsTW9PEiW0XbYE2eG69Rh8Mbah7tiRhx62Z6agd+oANj5O+hydq94+XAmxcZnNo8+Ln2dWhqVDb/QN3+XHH8hMpfWCt/8wQ18OKBYmHOcGm3iAajcmn8JJr4vN52tuq7a6kZbJ40plyqvvwuzj8v+iWzvTBprTQtr4DBGSHYnqfh+8A1Y74sb+oppTuvsI97Kp0uFbwk2dXaXUQjr7ID0M7C1W50OOygipAz6vRxCRNUdrFH/KVD8fFHuf+KXN3WgXq3SlFByb1ElXv2iVOSWd5ai8p6dk1eT+NwEwyIwBW9HWZFbdar+GNXHVmHvd9AFB9dd+lP549HFXnS99RWUEW71rzt6gOcY/XqbByDe2Uk3nGmQTWeA/CdWmTFKCTV8w3vVcfdCaWkaSNoRnk6A4DZlEu8K9y7FCXDKN8b7dC3aigG7YOA++b6Z1Eph7My7yx7x4435lkL8adraDYNWpx9VsIU1k40iSeveRdc3motQch5LdIaBV3VTxGovshTGsPaDvMdOvjHDr5uRbHROObBS9JdpisH1BFAywQKjOCBgQ2d44sPkr0pwQ6j/zNgvyMF3A8m1EmXDKEk1xgDZzR9cUzyW7oGufPkux5Rae3MA3oaicMhUFfEWxytG79cmwV7YsGBju/hTq4FAQn2/cE7/iZ+DHV5K/N4Pewh0up55W4pcM203SKNIT+CZBPLgWjfgFVGx4whjezil3WO4qogQBsMcs6FzLf6MOXOejP2wDzxRNqCUIHL1RoQjSyC6/drsYmoeOtdx0U8BFLnD8VTdQf2AZVQMv65nldmjh0bHzqTE7v1mPc976enYTH7N61DigMkyX2En/z93bq+PZYEGC5PoKA4E9MKM2n8fi+f2LNBYQdDTjm1c3DQGf1PqxMg5OveZQ7uKuCbvZOnt7qoVb5taJVggXl76onlLKvVuelL5ZF9J0CuWbaRdLzh8TCd+/cKKAMsoK13G2KS4esNlppQvG3MyogtrZWyFgwFrdMvvV5ngbP6ErE8bHSDqTi8u1QR44fGGYgvORhpxe586dCpQ3B8xHhBGRM2ICoG7HGTNbKroO5xg/bFGSH03QjUtBqIooYJ6Ypup+PvdQvYnN1egGDJ3I1PnjM/sRUHvf3CfEZHV/fI9myU6cPUmXFRzORfHWQ3fd8yMFD16SOk/IXzJVJp2BBgIIGBnuIApVztrQd+HIxAhA+dsJgBZk7G2VPy1uHpA747NS5xwlP69j1YT8fkbj3Gvbc9ah1JREhQm5svJqYbGhcSC1nt7MYgkDIpYehpK2KFgSoM+yRDzOjNmmbbW8fdpSLibZtRl+nSrBD2lhOs/ixc522dik1FgcVStSFvf7LAlA9LTGio9Y6ofBjL5wXA0NsEZXzUd7D/UIRQupGAXeLs7rjVVlj/M4/gbwiIo1tZCKVUOy3EufLyna/WwYgu+DLi/q/P1KHQj2K89kuUBe6hcKy7RNDp3VD0YvU94ZkJ7Zs0SWXYljt5k+hM7o8ex7rNKDpb+6ia+WXvCzO1T5YEc84MQCiSZIFA9oeb9+cLMzKenb1UcW/DLeswzLDq/Dz9AouMhXsUK5ZECRcmZRkNpwsBPrRFi7rO8xTzEw7sypwMHT4rCEbyVHTUJIjCH15WOTx9SA9Hood0lthiBwO8EQ9PXWlwGgf1Hg0aIEAqVDWDA4DFAk21oP0JyvutAXu4oRn0YXPDbL8yLDc3EPUOdHDMmuEMzp8+MFSZ8nAQUbWA5CombgwLv6Mk2gNk+kNBcF2icyeGsmjEEauiB+aR+gOKhpxK5+s9J9xFgf96E8WUfJJ45v+MyreMmL8zGH7WzRPBmRkqOpQs+2f0ecVKKMeDAmMCDT4raqVF4IoMHoUZhMO9mRHgQ59zInGN+3qHxwF34F+VLYVzCw7SZqtoDUnBYD+wocwp4sMjQjvk68stcZRnrEKolqjuNPNAqW21R830+lQjZqN4ZaLm82MYQhz3bOnOebqnNZaDQCZyp0sn9KIB/1gwNMmd03Ka2y8lQycE/lLBqInn9urEP5JnrTgsEkAPXdaVQRPKRjSPKj2SPeIP3b/tLRhakuYgV7W3yIHfS3uFICXXBAzuZNVzvyIuyw2I/lsZjFKePC8YRun5XPD5RjyIUotwSDBNsstsxUxQCCkS3xj4ZbVdVWX+aNO0M08AGcQ1KzZpl7AjaM1w4/9mbwY7muygiJ1P56N4L6xdGhCRN44jmMC24Sbk7P3Kte7NITfJMx1cG+TFqgUHvBMRmVCgwdfHjG7O9fEfNlFuOyg+E4NbsN+gGidHJG/6bTLyXeUhWxnGgxbRPbIgohzAuzsysM9pR+FuJ8XXyH4OdQPNnys1U5ko8PWYdnFdRwqjoGrXiImkHNiZ3EgGFSD7/sdBoKUVeWjU3r/ux3FhMlwxyVFm38sqiBLCCWlt/jC2ieUCZGL0mROxfk46rhfxOGAK/52dgliEAfwQPwI0LLeL4/Oqo2S0T+6W4UrHN9A1vrENN1m7yAk4BzHZH/5UO9Muv+oGLLy7phIF836XnJ/Qn8RXRSXHWxHmPNcmG0Rp1Huk6T9uqo0iVDrzeW/YnpmQ8zgC22psYKtroO2godu2O+5c4MCnxqxZFl+tni5YDnU2ClrKzCcZ4bxWePkI2l5sssjSxoXzrTWzzaKS1eaXtNlGIA0ZfqGsxTq/3cevY8TEdhrNvzE/HEelDfUSoEZqULmnMnU+2imeDsug+Xa+LxBnHyA/tH1Mg8gLBlSOm4RFYDGM2Um8gjnvejz8GCDiR3yDoSuq3foJKPy7ZPvOMfug9WSFotYvkRHJPGTW7yBplwwsG5/RIf2J6sHIumlCbQseVRD7znImIGN0NGNHl6vPtjsgjBnI/MOKs9c2fVf/5AxauIqg3ZvtF5wKFOjl4B1UdFs/Bjx1no4xWEpEPoNexjawB0y2jsl1T+DAP+oN1SF3GleeCDPG1SjRNNMQz5RpZwvY3vZHfozj3FLlJgBHVqxwolLljO//yjUeFIZ2dKK6lDDaWHvqneKm85zCGHxJ/NVEgtN6nZ0ZlbLBS8i1xy8VAbrloiqooU3Bs4OgifM0a6cMFJJ89rIQs1ViPO8AZsDaP2o+LacJ6zcjN7diLVXJp0MZeE1OjWPcyYQdx6UlHJwy3MEdlpNr0vMQxzdLYmqoZjFMgJnJqNNwNY/e5JQVTZHvQQqOpfK4GyThkULXmIYAEgPlEskePgCQmXC6HZU5tCk6k3Ez+RtRJOH7/nr5R+XdlOSow5ojIrpkex78j7OE4s4bZDStLeTiKWykUo7uvAd+PO4dVKq5Va4ExNrrzCmaoKtlAwSGZNsF1UU3TbW5PUCeYcdH2hkcDpy5mJltDh2+QTauipZl43bzA/1c4ZbKFcfx4SAyBMSXfNYCuVM48nPWWVwfeQWrfJ6r0GpdpomfanT9YOS9XBAnXpp5rntz104H9Twe3dlYxz/w9DjJMgBSWwE6rLNEe8iRu2qc1hWoGWqKNPYai+Iq163AzoKKQR09BIvRbWGkr0hCAtf7PbUtx8Kj9JitLfSglb4bChUDZq2j9gOAJj07bYSVtt4pWiA4CADAtkltJjyFHnKKbAkYLUU9eI9pP1xd7bgHBf979IJKhd+f8Lg9IiPPYD91Wnj1pygiRygkSsI+PhjCq+C07zl1EX5gv1RYNnipie1kXnaJVBZV52vujBg0dJjyYWEigLtZIcLa1jmeXhx/iSPTcJS9HHvPJA5/Te0ZID+HRS+/treG1iP7Jya99iodtal85ue4Q6eh8pC5WAi6Vjc6AsaDhdx60jLCC5L2+dyV1j15oOxGzBLvfPVbppYCgRO6oWad8qHN7zEkfAvu4Mf9JQjiyM5FTHrpj30jKFRRae9YdXRtkfHJsegTs+KfxDvcw4c4xdHfLl23EldDbXxRXBzxC9L3VISfc2OA7WwSxclNzz0YJV2Say8LIRqKOsEf0i+vRdRQ3NoXCWqqJ5sd+u7G4pf15ImCqhbvZVVcIwo4nbCYXpGdJt/pS44U6EztMY9cgXcZRvjie7t8LqVNyNuhlSEwUVrPrHltJWFwA65HxIyOaEwO0hzZMGyDTIninlcLZln+zBF7mIym4zp/9QFOZxNdQcC2XUiVyXRJRd3gL2p9jG/oeqndSC4EWHUcH5FWCDa/uoYkDK9d7ZBQH+wGA8t50JeCrIrYRY4sgfbG/C2WSZ0WTdDCn7TzOJPvkAg1t6aczPzycHYvgHb66g5x7tCiPrSWsciGbRm8RTW7hEeMO2MTWJY7cJIl7Se5qIdOlZ6YGhGwsKPZ18LEldAyuh/JizWAg0TMm5Bviq5OJqgc/WQqomGyJw3PFZD0fa+jCqrpvwnrMu4W2Sglw2iNoY2R5olzo4zr1mivdFIxIrs8RMbvib3t6wH48xO00r1Dfcgn29GYl+wBq4sLcxeBH5kLHeWCq5KG04r5RBrzBd0y5VWX+L00biBrYRZwrffYbQFt6Gg4CHYY/1sp8tb45tWHQiUmWfd79QvIDzaZygGuFkVFMdXxybkc8JsN8TOsjc7+dAYe3xWQdNDnko68I2KexWPM7PrFxkrE932TcySySC5TcfH8+rKgyDyzf7puvPMEpWKXuoBLgs3snICWG3xiAQ5rqZ6MIX+bLp5VnTZrdOCDii1OfJQGJ/3HHBnIqOv4rv4/0H2utiI189kusptZi2UbvuUFOSltNSH4EWs+2bsq9b6VpsYNIs3JKgI+BJmEkeZiIxTX3eFR7ccNHMAzlluQTNupLYMkMd39umSSSgZwT2ldobbzOyKvNhpmbWsxkd+haFPp3Y/JmPTczAl5rOcePd6daV7ZLFuX1Asl6zE6eNyF3ONtp6BwiKsH01yPs9pZqydEId9FKXA2oJu3qIb2UNwMzLvhTAUzU3ByeWqgvZJTXoTnUnpkwSCuDie+v749mRIUCMN/FYqRDp86GqdlZCi+9x+wur4T4sTA5UvRnq/0JgqGzevSGBwZhe0tVCkRmiKNU8C5zpIo7A6CE8PXc54I9rWwL2wnmM+iNB425UVUd8wbjXjczmBrb2hwrS0dv2iy723/IBTdVl2Bgg6ak2rPH+BUqV/A5DbH9c2S4ixL7wey9V1r/Jqp/7IHl4dAIigTudC0FNbSmYZem2tR5ePt1QX+bkAMrBMIRf/7HkRtDiic8yBd0iSjaGtqwjrpZePLaE8EBeDx/ETZILWkAEaN4cF5fS3307SY3VGxNCkdhX0wVFEcBRUlVdIqfGhXILpW7x7Rk85+GzjqRdXM0zlawNLXA6pAKENAJHnRQgfy3Cf3XyNkkk+3CGdef5DFh0Q/jN6yJxOXxQnDEZDKJgXfThs5TE5OXUvQ84t6hd0E7+NP4M/Wi3hYXhe+6yUoIdoEKbXsOtg50dQGc95OGH+Sc3T78dxEqUQYO/g0Hl0A6BvHXbVGsN2fHORXS8gdu7UtNoHAX4J44TDqcPjA7dZKiQwbTv7Z6tfipFKjimjlg6wiLtoTKBC43eq1MNOazQGtqnX3n8yBLNvMZeYE2IGZ/frqAO6TW6NB2lc+FTvI2pQAjCQkOSqDX3GiVSgGVZ3TEaollX2PSe0rM4gBiaiKOkF6yZnE7HjscgCX2g2WEIFtOWYlQtGDQC8/fZQjQpbLbY3SQo5XXocc695dxkYvlPzuUqo+5+OlsLuHc6hVvAkq5n3kDRuc2B2ELyIT0PvRKmHk0P86jCNiAvIz15/gfuYsI0frlvx8hxKc/xLI8mGTtNf8CLRNPNGE3s7lPHdGa9Kcd8oKUNC8LEQ8W9iptb760c4Wx3g0HJpn9jpRbzFdd/mFscoRJ1udhKsCfeGwNJcqmdGur88wUu5e1WMVo3VknbA//QepeHJF6WhDOSjW/MoD7V2noyg3cixlPlq/kH+0WmjtnhopsximxSBjEgnYZVYh98afwK1wCcYu6yxKROWUnvrbeL2X2Q/wDi/FlCdWgaNmCpYWpQq2oQM250zgzJGkxZjx66bGSIfnYeGhuoepA43G6miveBWs3pBpsWNIxskfAldsz0sz/UZSa223oNOXVBXcbjNPHOKWep+oBL0VhZepRNVTn9vgNtB+sPamGzC0OznJOCPLEZ/hm/16IYCvfgj3K2xk8KrewiqbDBfTl9f38wcml/e1Qt5ynN/ur70+7vV1MYzZtTfcu/65op4+29qn+BnnesWtP9L7wRBuXfAyZNzhBpaz4mU/cGhJylZuhjl2oON/DnAhOHpiVDFkU8JPUoUnfsGmaDxJvwYa5aWJAl55SgiGu3mjv9ozrT8QOAiNLfr3FMwOjW7AIZu0l+sApdNErPNvqpOzU4t6hTcA1DKH8jI9kj1FAw1in0p1vY7BfiS2KoGHgAtoItnTjwKQ7PajqDQKsTelbvseFuPExynqrGzypi5V749J32n0tA8vPzpT/aTfhcdXiITMgH7KU7OiV7hHqTU3uLTZOU5Wqa1j9Uu9sBLGRrHDyxGtlAr+BqphxDvXnXEz4Z9NbpprQ/Hfq+w1KFiI9gJbPQ6NPT7jal9ULUej55h3qAYbYBhB88ljEIuFWCWCU3Ej+6vPGJGjtr657GYNTer+94jyoZ8T0RmIcpjruKcQo6L0TNTQMMF9DriaP1SGyz37JsoYMis1XpPlQxGYhNVlX4kwWg+Z5l00PKHdbtYIVQ7RLjER8i12cvZg0FzsnZICXDXS7YtGVzU73jsMqTCUa+F+6cjcoXOxXJYP4+yySUld1ZZyE397NzY9uYXkeu0Kn23P/s0q1LEQHiWoYJCGn2o2E2hPXoIk9EhCw1m7biD0mMFNlGoAoG1NQ5ibrFgKUvUWhFo9FzlCnoUB1vkv+ClKveCPC5jXKs4KiqbjQcwbs9v3EqsM/jJzKDwhCKC3wfH+lBya5QWBSJSI77VRZxicHI1LuF6JK2idw04PslEbnJ3u+VYc8gnu4iXgA959o4PBHsLoWb665Rz3E0hpFjeS2OdlVaHk2AkRcJ2kQfVyDBfPa5ASWrpBIia5nNkGFFxT5IBiAFpg98hdh6WBNaHHc6/QQgBNgoCU6DujtHt+HCsGrlKbUv8Ut6Z7R5ivUwaulDGY84sqDmNDf96vY/EcxHFkSXDF6Y/LbgDCdBGBek27RpNTX9CB2k4Hai5wg92/XBausx+KxVLHyTy65IXXpAidBXtMSuOd60XuMdi+w7S/6AD1xKlIEARz7kNq3wzps4fUnQyNnLhkB+nk+B0AhAWpvPkaNDgg/cM+giAmj4moskOBEvRWZ/dkV3xNrCXKGVyEDFcjv32Q9k3Kk0CijJ+ltjkkiSOJO4H+qaxZYJpWsjE2xenLUexBLFg3q8X79L7rCr5UAWkh/AVFdVwG9QXVAzgfRm2M/ujJ/5eo9vPtKILim2NBY+5nQgGXkZP/OMHQwu3MWN+vTvjipCWG2pWJwyAkvVnzaZ8/f8A39Bv9oNz+0XFLxiQtuRAqnMByEFrotaBOQT9/zk6UTyEmdvnQGfe8jhcqp5P0MLNcjV2FZMvMA4i3R2RienaUzFnWS7KxEjBOAR694PG7Ut5Fd3w9ki9NSUQ9DtOxap5yLftLeScker109w4+COaVx2h94IA66XBeGQHK08TWNdFNRGr2peIddRhLSO3RuafE6efaIt0zbl30ITCSMWq7QLVfu7XB+Qu0CVv0WNIXDr83f2XFFPdXIbF0cYy8sz4aYtqUMbKc4/x7enC5jf8jKU5Oj5dx23uQKusLeh5+rNFGSicNmSHHB03+rOAzt3LM8fLc8knm0/YdnUqeXqrGaiX5XZVJW/gWByE36ZfDshu5sd+SgKDVtPnfPbflSqidgA+Cmv76PErPTR9Z9hC7t1bcr8EAtpbkFD6f6dZBwvlPCL3rZtvZ5KZP+KXvsjRx30sysPbTiWvicWN1UmKmdZFZ15HfoRXufQ7u5pfCdTdO28vFpbqaQUtAHpiEQDY0wrIyOWZ5V0JPV5eQXmAPcxNSbnRCp0HAe6y3E2nVmFg7+OFSYdoV3mH+KHAStpuE6e7sJusSghTOnuEy5QTT9hUQgZX//OkOfFZwymbhqIJal5jPn9iwvTwjwCRIXmXSG54Kb7iRdmkSJHJpknKh+g4Ry1HZf4h1m6L//qByx0+6CvUdtuNesmooiRwQmO9QSnPkPdPyaJUdqfxJUmD1Afeow+yEUP4CeVFMdfYsRnDWcgYm2PfXJuL/WAO19yda+gLG/9FydKHsWfSVyk5B/Y4tuM6dKSz2Npu6NHqsAMQFLHD2wv2iP5gcOy/WqDHpYQv4fS2+e8RBby6BzVO+xODO6M3CxE4TOzjEVDusbR9Uh2Kqq2fTJ4zVSdiC9trwsvWgb2ebbw22gpj/RkO9+ZFuUOSmSh/xsvrcGrG3NrKnEqfaivhw6EBcUtDJ52hKiQvolePKJhiNNKg1Z+ewJovk5rXQx5CY60z7GfN26pgaC1Ka0o+N0ZhZNy6R58cXugWKRCYkEH+l3tMDWmsey5r9tX/l/uopF/bNWViGvjZzrffkmI5OUGz/dr0jF7ojLP47PJNCIREhOiaiR3UxMp9jRVuraEqB5OofJ2E0VOST4ivrhUzkqdBsyiC4EpJOhx4WE+mv2Dg8mUY3FyhOROiqljqtPz7XTrbjUp0kpxs/UmZrltCfBMLp1O5RHWH9F8PjL7hj7sOtKZbgBwRRmYj+eXftbC/UCiFTR/9+byeTKU6pl944v6AzB5doB3W/pRzObtAJfjqLZesmVtb8C+l885yXT3gWddocOIUx/EhQttL28XOg6gkk29DqOSv9RQU65NH/ok3/iBf3S75+5bTgSq72xNJF/kQYkQU9Y6cegim5WLCY1Iabj89DXQCfCwlEldtI1+mXaerf/GDCsxa6izLV8HZACnW+nQoFr5gwv251FEMqd1PT394xBmoHWM5rRhFrfmKA9E2WmuY3qLm1GHLtfksiPwUKe3YiIKU3PB9KFuVy9J0OOznLDAUCLaHkITTVhtkG0Q2oD1iHaJo7NNvEwqvsje6RYtPj+S6PuhISlO6TaaM3TJPdib/kMew+p/rYC1Icf2JI0JkpoughXcHqfr0CRXNgAIeafUYbbGoFVUIsm6abkUNxi7K6znyscXzLnsiuDrVXk67IijDObM8BtCQKssDR0KjCZb9R0iZWSNQWCyBcCMl9LNN0/6BSTdS+K2QiNwjDTpi1GNPEIs8ZMQmEB4qDcRJlS31ZeF3++u3IBfbAwo6DbLyrviQ13KgEJW6VQ1nbt898SNuC5Rio9VQ0QEl6DKEay/8rtyWLLpih03DNDcpECrUpjW3GmLakrTcPEsBHk7zMQlRrqkgMrdnjGPG9cwzqOmXHIaE9RIx1h3is7Z3bkIh+2P0vb1i2s69HKhNcidzVW+9TaAumZPKhDuSFH8xGadVNjPldRQEIVGXvRetk3UteoVaPXpYxNpT1HyOox3UJN4q9BOH20cqVFlj9Sm+yMnxeSo3PWD0V5YZmksrzudnDDdi4W6xaG53nsv/eEvMaMgztg5AAW8Lrm0OCeyUz0A/dXxXMiZPePP9xksF54SU2ZXDFbWGCgOuLjANqAHnhpoIUPSnoJFWze6BECgSjFt31nRhnZQTcLp+jPoaT0dvGgkIAYAdutO9g7FESkprc3KkncvIkVkR++b5Rt8veBcSshKwNrS9FQ3dLBqRKwKG6jclgGCXNQtWiiWLSQARXfe/XFjcPfPvo0dlhttdsuqgRnesbcatEfnkF6kJTkd+pTtqJbq1yPT+wu1f527cxxnBk4vNKCdgT36kJcz28wUjFnSn2mCnlXxkAJ8je+sEPFpSHkX22fiWTMCxjnVuzD4PVxqb1bMeU/yo8TWBCYHMXvZk6wS6x7yvtzj6aqCKH2V85DZ94sISGEgtEBDEvdtWbp01tHCQ1YZjDcaO0dEjmihvdCS1kyyIh7wdXWur/WRcVAnYfRfFQEKxYgnRr6OVNotuH3TmsFX4z/+qyhrD9CFgd14mjGI0tugpVqM8C0FeTDFB+IL9izJlBFP1Ca52tPDPiQ7/85OAe4JSHLoJjXXJoqV+cDAxglAPltEglQoM5rJTxe0UCwiHfvS8jluyFM/4sMNROh0SNculzNXWKSFz8d+wyW80ZAQbjlDnVE/uS83HfPevq/KFsW1FhGejBYr4dxpclVDkN9oY5I0b+v8qcNt2oPMgNL5q3WdfH+YHEKqmY1i61wEmH+fsCIltwqBG36VEE2mtnEPuxXsu5TtASZV1SYm15iST6wYrys5+St8AWkthlP7wQfyIDdOcHUqUCSMqPygfMiKxZuxhlXW5MGWsvFxWmQw4aw4cEXMlhP1+QsiqADELVUZuoF003pAquJjN6iUQP+ERI358gaawkI1gj4E6nSLiQxC8thnQLNS8yPrwreix3+TfLtn/wUM2nlHOZ4XYHHFV8APqRWUbTKMdre1NDzpcOBpsE6M15sR0lf3BESIus4PYPKSXo1XVlYGDqUtxLK5d9jgFCYhy5zw8hgPjEyZaPO5LI8HaQ5UQpCjdU4ddkVJSjCtq0PFeinnea/ZHp0RoFhMAYYyscbAsSS2PGcMd3sJePbNeTk1CAdYegmFLjc3wmyCPfrJ5UOc+mzPxkfUH+/Aams//+8PsnaQp3RRXo+LHCcHbsvU7w3uwibXDoUPWAfxdm4sRdZG35XzygVEg1kCDQTdhpeWAmT2ZhJu5Q1tZ4nOk+06nd88DtBasa8EyHmaNsBmi6POXhvwppiTrein+L7AbCOfG9cYCPblGxZVyWAgjZaj/2iXSKdxWFA/5cLre6EBr7DCetsJVPkEay23I9LpND3/N/KSnpgHxum5DkhoIc5ulZ51edCigOIz3RIUKezwOMmM5xZb4bxvUNCbsNq2BgjfKxnpCRmlKd+jEgg4FVd+v8URxMWY6uIrDYoDtomJg986Bwi/j6dUgLZzNvi0XdXz1BkHDmyrN7wZnWU1IGh+zeLc+VtsqwBS+Ya3sQAKxjQHLpcmNcZhKdmQFgnmz0V6CSdpfnLfNiy1zTi+rbWsQVvolWwN/OnQ6cWiWgJB/4Ej63LjMjdoAUHslj+UI0fztfkfFJZRkcB1M4E3/07ZKoI6hHjP6er0F1RGQ/2F22bezFx3IZsqYjmhgCQJ6xmpgouSatbb+dmPNoE9Pn1nWN7p3d64Oi/eHvpOlin/KLku+wuekwSdujgQSBlVcvMNawNcrnQGsuIJE4pI4OSs4/tEGBVugGakT948azBgULCblFltdaLvkVNuAq9t0wt4ehQ5p2m0BOQVE4hZPwkmL6HJFALJjWPsggYocLmZiSJTDoHmgYPxEv8Vb35msW0BUmjn/4eY14VTNJS/tJbBmbgU2xXPkN6KFvDjvfRzm5GwcHVGNtD3wxYeMVisYuW1h3EB5DTKYP2Nsak7J7SFjGU/O4yxgsxWUdlZr3Iv5tbfUonxKVa7ao0CV8QzUoSM4f9FtWGw3ThK8GuMoZDspGHDNLuanHMzyhFgh2WReoXPloYaEl6d3S2XVGvw8XyffKKgDNp19rD8KnHpE32LF/RyttF1PFlkWGsSnkpw5ta5KY0Ir/2MJ8p/5QjqV1vQUT3bYHpB1ZKzTojt/cXiHHsAAFyTe5wPlNZFIeVwDA6YxuNeCbLoxKtXOLv1sbA5wME/DP4xc6xLaPpASfrzhRSKMMqOA+wVm6b8jtPO8t0Hd6slVsL68mDWxf0CpVg9CQdhdj7j80KXjQMuO9eR2R6qQ8OZCd8BRdPDbyvufPMckAZBscS8ZdAAC2OP7y2NtHO3xiWepYNPWpYk0CtYrQ3UcG1Z0OcSUFw9Xcd3lqWi/gBlNGixanROz3WrlVGhc+fr0gX/dki6o4Q3Iwcn6ctGNPp676x0UihvzJU3F0g0Y98Dko1uPyVkb3eTgg1X/fULstK85dYbKbYp9oc/SAWgTIaSWzro/7KEUAou/5+D+vs/CcwP/VPqDGjVht3V1erTZZUsxONV/1Fx5rr/Igen8+B0F8aN8VAhoJAsIUKFjxa/K+cr3R9phruE5B8FIB7iRoimA+NsncM4+X298BBimncjSvRkY767sTT61b/OjjbdVvSEpRITB1tYtMy3rOsMTRHzevO5ttkwz9py767eKoUuaYkhkoTufALdWwPWzFXvZDG8T9HUZBT3vCdPqTUjv6yOzrhs0xvFmFNb8GFghwbOOKcadZ49Te6EsvyVu12krZr8qHcRCwdaWgE1H4dkoJRcE8BPuduy+Nv5JRLsAIppJKfYmdjfwFj1xlA7R5mGCZE/fMmyLI/lnLm1zoWRay5/cZ+s9Rbxm+AGDQSsQcd/9mwpkXwcTU+8b/u4ARwvlZn50eaKXSUsBK1ug0wSj9XKAJUKSxy+A+gFqJy14fygUSbmbov7QDeJdOKHZZ7X8ahqDIE2sukpg7tahLT9iqS/PojcUybvz3VCtKeY7U/cvSQxZNlsU12+QI3+xBSv8qUivq76lH5pdd2RY0ieioW2PRYRxqock/g5QMnFroxy8WUDXG7abNdWXdo+xL5OHtCnabZ1CLcxTmKyk/H840mlK+twm+6wLtQIBf0feGAb21irc7hFt/TDR7BksGDKGo/1iVPzvrnNN7MlY9ALgp52Qbg2y/YWiYOLjxIR5jxp+9rP9FSvRUXN6GxksdNr5m/YwaatXfDex71DuxUTX823YefimiKlkECbNQ3Re2kwvdoLW0oExr+Ni2yXTEQqB9lJkjT43Yurko2DUGoNHpJ+hIHAz00XLzUNX57g6olo+YMj0CVatZNkC1yI5DgZQsao3y0350s2+RislBDRvxUrAmBGopqEShKaGskTN65JA+vwSIi3eHutreNf7CgyKGXziHW4UTExbDuZWmlx+8VtAfZueprUbCPpq3htN7g+/hDHABGKYiiT8D1ZrfboiO6XJNBxqtjCkKw4r2hCRcDA3nujuOnW9VOOGt3ohuDUiH/Ld+mqrrAu3PMc86rAHaooLZ1StmpmYrgGejbjwf9Zy6PQthL0636BypKPrFSX1ZN4eoeCr1ork/NXi1vOtAL3ti1pvvuxPDdsKTLv7RuJxwxfJQwFevSPu2g5I5iKa7B3HYE/nfWsRGb3JuoRH8ZrF+ENCpGdlzDqeyPpXSwhfvl9JHaf5nDOWBOSdKhJmXHXuhyypXI6O7ZbJh/Wg7cWlThQZ8Rqqtc0fgHLPBeXWw/Fm7w7TOkk34UQH/iK7NXWLvuDhOboCvOYJvf99q2KghBqNK5jZh82T+KN70u6nvRHDBowPt+P/XCAsnk9mGuvAaKhd9KXKACqVMmbIpCmu5PmI7WdZIa7AwuTKud2e3w5sQZJpmhx17vNiaehfNuIoTDZvcSnIYX0F5iHhIPJu2/zYNlMtzxZHBbVXTkj923bHdNjkzFpRY+26mWP7Fy//x6Prpv5y8f7xxADXy9fCiubNx9goDh0JfLCP/yXLDoQnGz+dMEMLeaj+Wq5oBNy5R4qPimGGbVyjkmz6b/PrkRQqoNvK0FK52M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font-size:16px; } .hedar { padding: 1% 4% 1% 4%; box-sizing: content-box; border-radius: 7px; width: 100%; text-align: right; color: #24300f; font-size: x-large; background-image: url('http://www.kau.edu.sa/Images/0/data.JPG'); background-size: 100%; color: #FFFFFF; box-sizing: border-box; } </style> </head> <body style="direction: rtl; text-align: right; zoom: 100%;"> <div class="hedar"><strong>賲乇氐丿 丕賱亘賷丕賳丕鬲 丕賱賲賮鬲賵丨丞</strong></div> <div class="body"> <p>賴匕賴 丕賱氐賮丨丞 鬲賵賮乇 賲噩賲賵毓丞 賲賳 丕賱亘賷丕賳丕鬲 丕賱賲賮鬲賵丨丞 丕賱鬲賷 賷賲賰賳 賱兀賷 賮乇丿 丕爻鬲禺丿丕賲賴丕 亘丨乇賷丞 賵丿賵賳 賯賷賵丿 鬲賯賳賷丞 兀賵 賲丕賱賷丞 兀賵 賯丕賳賵賳賷丞 賵兀賷囟丕 廿毓丕丿丞 丕爻鬲禺丿丕賲賴丕 賵賳卮乇賴丕 賲毓 賲乇丕毓丕丞 賲鬲胤賱亘丕鬲 丕賱乇禺氐丞 丕賱賯丕賳賵賳賷丞 丕賱鬲賷 鬲賲 賳卮乇 賴匕賴 丕賱亘賷丕賳丕鬲 亘賲賵噩亘賴丕.<br> <a href="https://marz.kau.edu.sa/ShowSurvey_Ar.aspx?SID=216169" target="_blank" style="text-align: justify; background-color: rgb(255, 255, 255);"><img class=img-fluid src="https://www.kau.edu.sa/Images/0/ser.gif" style="width: 298px; margin: auto; height: 56px;"></a><br> <strong><span class="auto-style9" style="font-size: 18px;"></span></strong></p> <p><strong><span class="auto-style9" style="font-size: 18px;">丕賱乇禺氐丞 丕賱賯丕賳賵賳賷丞 賱賱亘賷丕賳丕鬲 丕賱賲賮鬲賵丨丞</span></strong> :<br> 丕爻賳禺丿丕賲賰 賱賱亘賷丕賳丕鬲 丕賱賲賮鬲賵丨丞 賮賷 賴匕賴 丕賱氐賮丨丞貙 賷毓賳賷 賲賵丕賮賯鬲賰 毓賱賶 丕賱乇禺氐丞 丕賱賯丕賳賵賳賷丞 賱賱亘賷丕賳丕鬲 丕賱賲賮鬲賵丨丞. 賵賷賲賰賳 丕賱廿胤賱丕毓 毓賱賶 丕賱乇禺氐丞 毓亘乇 丕賱乇丕亘胤 丕賱鬲丕賱賷: 丕<a href="https://www.kau.edu.sa/GetFile.aspx?id=282430&amp;fn=KAUOD.pdf">囟睾胤 賴賳丕</a></p> <p><strong style="text-align: justify; background-color: rgb(255, 255, 255);"><span class="auto-style9" style="font-size: 18px;">乇丕亘胤 丕賱廿爻鬲亘賷丕賳 賱賱亘賷丕賳丕鬲 丕賱賲賮鬲賵丨丞</span></strong><span style="text-align: justify; background-color: rgb(255, 255, 255);">&nbsp;:</span><br style="text-align: justify; background-color: rgb(255, 255, 255);"> <span style="text-align: justify; background-color: rgb(255, 255, 255);">賷賲賰賳 丕賱廿胤賱丕毓 毓賱賶 丕賱廿爻鬲亘賷丕賳 賱鬲賯賷賷賲 賲丿賶 廿爻鬲賮丕丿鬲賰賲 賲賳 丕賱亘賷丕賳丕鬲 丕賱賲賮鬲賵丨丞 毓亘乇 丕賱乇丕亘胤 丕賱鬲丕賱賷: 丕</span><a href="https://marz.kau.edu.sa/ShowSurvey_Ar.aspx?SID=216169" style="text-align: justify; background-color: rgb(255, 255, 255);">囟睾胤 賴賳丕</a></p> <p style=""><strong style="text-align: justify; background-color: rgb(255, 255, 255);"><span class="auto-style9" style="font-size: 18px;">乇丕亘胤 兀丿賱丞 丕賱廿爻鬲禺丿丕賲&nbsp;賱賱亘賷丕賳丕鬲 丕賱賲賮鬲賵丨丞</span></strong><span style="text-align: justify; background-color: rgb(255, 255, 255);">&nbsp;:</span><br style="text-align: justify; background-color: rgb(255, 255, 255);"> <span style="text-align: justify; background-color: rgb(255, 255, 255);">賷賲賰賳 丕賱廿胤賱丕毓 毓賱賶 丿賱賷賱 丕爻鬲禺丿丕賲 禺丿賲丕鬲 丕賱賵賷亘 賱賱亘賷丕賳丕鬲 丕賱賲賮鬲賵丨丞 open data API 毓亘乇 丕賱乇丕亘胤 丕賱鬲丕賱賷: 丕</span><a href="https://www.kau.edu.sa/Files/0/Files/163370_GATI-360-Manu-01-V1.0-%D8%AF%D9%84%D9%8A%D9%84%20%D8%A7%D8%B3%D8%AA%D8%AE%D8%AF%D8%A7%D9%85%20%D8%AE%D8%AF%D9%85%D8%A7%D8%AA%20%D8%A7%D9%84%D9%88%D9%8A%D8%A8%20%D9%84%D9%84%D8%A8%D9%8A%D8%A7%D9%86%D8%A7%D8%AA%20%D8%A7%D9%84%D9%85%D9%81%D8%AA%D9%88%D8%AD%D8%A9%20Open%20Data%20API.pdf" style="text-align: justify; background-color: rgb(255, 255, 255);">囟睾胤 賴賳丕</a></p> <p style="">&nbsp;<span style="color: rgb(51, 102, 0);"></span></p> <h3>賲賰鬲亘丞 丕賱亘賷丕賳丕鬲 丕賱賲賮鬲賵丨丞 :</h3> <table class="table table-bordered"> <thead> <tr> <th>賲賵丕囟賷毓</th> <th>賮卅丕鬲&nbsp; </th> <th>鬲丕乇賷禺 丕賱賳卮乇</th> <th>鬲丕乇賷禺 丕禺乇 鬲毓丿賷賱</th> <th style="width:10%">&nbsp;</th> </tr> </thead> <tbody> <tr> <td>丕賱胤賱丕亘 丕賱賲賯賷丿賷賳 丿乇丕爻丕鬲 毓賱賷丕 2023 丕賱賮氐賱 丕賱兀賵賱</td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">胤賱丕亘 - 胤丕賱亘丕鬲</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span>&nbsp;</td> <td style="width:10%; text-align:center"><a href="https://opendata.kau.edu.sa/api/StudentsData?type=u&amp;year=2023&amp;semester=1"><img class=img-fluid src="https://www.kau.edu.sa/Images/0/icons/link%20icon.png" style="text-align: center; background-color: rgb(255, 255, 255); width: 60px; height: 60px;"></a>&nbsp;</td> </tr> <tr> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">丕賱胤賱丕亘 丕賱賲賯賷丿賷賳 丿乇丕爻丕鬲 毓賱賷丕 2023 丕賱賮氐賱 丕賱孬丕賳賷</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">胤賱丕亘 - 胤丕賱亘丕鬲</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span>&nbsp;</td> <td style="width:10%; text-align:center"><a href="https://opendata.kau.edu.sa/api/StudentsData?type=u&amp;year=2023&amp;semester=2"><img class=img-fluid src="https://www.kau.edu.sa/Images/0/icons/link%20icon.png" style="text-align: center; background-color: rgb(255, 255, 255); width: 60px; height: 60px;"></a>&nbsp;</td> </tr> <tr> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">丕賱胤賱丕亘 丕賱賲賯賷丿賷賳 丿乇丕爻丕鬲 毓賱賷丕 2023 丕賱賮氐賱 丕賱孬丕賱孬</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">胤賱丕亘 - 胤丕賱亘丕鬲</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span>&nbsp;</td> <td style="width:10%; text-align:center"><a href="https://opendata.kau.edu.sa/api/StudentsData?type=u&amp;year=2023&amp;semester=3"><img class=img-fluid src="https://www.kau.edu.sa/Images/0/icons/link%20icon.png" style="text-align: center; background-color: rgb(255, 255, 255); width: 60px; height: 60px;"></a>&nbsp;</td> </tr> <tr> <td>丕賱胤賱丕亘 丕賱禺乇賷噩賷賳 (丿乇丕爻丕鬲 毓賱賷丕 - 亘賰丕賱賵乇賷賵爻 - 丿亘賱賵賲) 2023 丕賱賮氐賱 丕賱兀賵賱</td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">胤賱丕亘 - 胤丕賱亘丕鬲</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span><span style="text-align: justify; background-color: rgb(255, 255, 255);"></span></td> <td style="width:10%; text-align:center"><a href="https://opendata.kau.edu.sa/api/StudentsData?type=g&amp;year=2023&amp;semester=1"><img class=img-fluid src="https://www.kau.edu.sa/Images/0/icons/link%20icon.png" style="text-align: center; background-color: rgb(255, 255, 255); width: 60px; height: 60px;"></a>&nbsp;</td> </tr> <tr> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">丕賱胤賱丕亘 丕賱禺乇賷噩賷賳 (丿乇丕爻丕鬲 毓賱賷丕 - 亘賰丕賱賵乇賷賵爻 - 丿亘賱賵賲) 2023 丕賱賮氐賱 丕賱孬丕賳賷</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">胤賱丕亘 - 胤丕賱亘丕鬲</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span><span style="text-align: justify; background-color: rgb(255, 255, 255);"></span><br> </td> <td style="width:10%; text-align:center"><a href="https://opendata.kau.edu.sa/api/StudentsData?type=g&amp;year=2023&amp;semester=2"><img class=img-fluid src="https://www.kau.edu.sa/Images/0/icons/link%20icon.png" style="text-align: center; background-color: rgb(255, 255, 255); width: 60px; height: 60px;"></a>&nbsp;</td> </tr> <tr> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">丕賱胤賱丕亘 丕賱禺乇賷噩賷賳 (丿乇丕爻丕鬲 毓賱賷丕 - 亘賰丕賱賵乇賷賵爻 - 丿亘賱賵賲) 2023 丕賱賮氐賱 丕賱孬丕賱孬</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">胤賱丕亘 - 胤丕賱亘丕鬲</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span>&nbsp;</td> <td style="width:10%; text-align:center"><a href="https://opendata.kau.edu.sa/api/StudentsData?type=g&amp;year=2023&amp;semester=3"><img class=img-fluid src="https://www.kau.edu.sa/Images/0/icons/link%20icon.png" style="text-align: center; background-color: rgb(255, 255, 255); width: 60px; height: 60px;"></a>&nbsp;</td> </tr> <tr> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">丕賱胤賱丕亘 丕賱禺乇賷噩賷賳 (丿乇丕爻丕鬲 毓賱賷丕 - 亘賰丕賱賵乇賷賵爻 - 丿亘賱賵賲) 2023 丕賱賮氐賱 丕賱氐賷賮賷</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">胤賱丕亘 - 胤丕賱亘丕鬲</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span></td> <td><span style="text-align: justify; background-color: rgb(255, 255, 255);">2023</span>&nbsp;</td> <td style="width:10%; text-align:center"><a href="https://opendata.kau.edu.sa/api/StudentsData?type=g&amp;year=2023&amp;semester=4"><img class=img-fluid src="https://www.kau.edu.sa/Images/0/icons/link%20icon.png" style="text-align: center; background-color: rgb(255, 255, 255); width: 60px; height: 60px;"></a>&nbsp;</td> </tr> <tr> <td>禺乇賷噩賷 丕賱丿乇丕爻丕鬲 丕賱毓賱賷丕 2022 </td> <td>胤賱丕亘 - 胤丕賱亘丕鬲</td> <td>2022</td> <td>2022</td> <td style="width:10%; text-align:center"> <a href="https://www.kau.edu.sa/GetFile.aspx?id=313067&amp;fn=GR2022.xls"> <img class=img-fluid style="width:70%" src="https://www.kau.edu.sa/Images/0/Image.png"></a></td> </tr> <tr> <td>禺乇賷噩賷 丕賱丿乇丕爻丕鬲 丕賱毓賱賷丕 2021 </td> <td>胤賱丕亘 - 胤丕賱亘丕鬲</td> <td>2021</td> <td>2021</td> <td style="width:10%; text-align:center"> <a href="https://www.kau.edu.sa/GetFile.aspx?id=313068&amp;fn=GR2021.xls"> <img class=img-fluid style="width:70%" src="https://www.kau.edu.sa/Images/0/Image.png"></a></td> </tr> <tr> <td>禺乇賷噩賷 丕賱丿乇丕爻丕鬲 丕賱毓賱賷丕 2020 </td> <td>胤賱丕亘 - 胤丕賱亘丕鬲</td> <td>2020</td> <td>2020</td> <td style="width:10%; text-align:center"> <a href="https://www.kau.edu.sa/GetFile.aspx?id=313069&amp;fn=GR2020.xls"> <img class=img-fluid style="width:70%" src="https://www.kau.edu.sa/Images/0/Image.png"></a></td> </tr> <tr> <td>禺乇賷噩賷 丕賱丿乇丕爻丕鬲 丕賱毓賱賷丕 2019 </td> <td>胤賱丕亘 - 胤丕賱亘丕鬲</td> <td>2019</td> <td>2019</td> <td style="width:10%; text-align:center"> <a href="https://www.kau.edu.sa/GetFile.aspx?id=313070&amp;fn=GR2019.xls"> <img class=img-fluid style="width:70%" src="https://www.kau.edu.sa/Images/0/Image.png"></a></td> </tr> <tr> <td>丕賱胤賱丕亘 丕賱賲賯賷丿賵賳 亘噩丕賲毓丞 丕賱賲賱賰 毓亘丿丕賱毓夭賷夭 賱賱毓丕賲2017 </td> <td>胤賱丕亘 - 胤丕賱亘丕鬲</td> <td>2017</td> <td>2017</td> <td style="width:10%; text-align:center"> <a href="https://www.kau.edu.sa/Files/0/Files/157087_%d8%a7%d9%84%d8%b7%d9%84%d8%a7%d8%a8%20%d8%a7%d9%84%d9%85%d9%82%d9%8a%d8%af%d9%88%d9%86%20%d8%a8%d8%ac%d8%a7%d9%85%d8%b9%d8%a9%20%d8%a7%d9%84%d9%85%d9%84%d9%83%20%d8%b9%d8%a8%d8%af%d8%a7%d9%84%d8%b9%d8%b2%d9%8a%d8%b2%20%d9%84%d9%84%d8%b9%d8%a7%d9%852017%20%d8%a7%d9%84%d9%81%d8%b5%d9%84%20%d8%a7%d9%84%d8%ab%d8%a7%d9%86%d9%8a.xls"> <img class=img-fluid style="width:70%" src="https://www.kau.edu.sa/Images/0/Image.png"></a></td> </tr> <tr> <td>禺乇賷噩賷 丕賱噩丕賲毓丞 2016</td> <td>胤賱丕亘 - 胤丕賱亘丕鬲</td> <td>2016</td> <td>2016</td> <td style="width:10%; text-align:center"> <a href="https://www.kau.edu.sa/GetFile.aspx?id=273066&amp;fn=g2016.xls"> <img class=img-fluid style="width:70%" src="https://www.kau.edu.sa/Images/0/Image.png"></a></td> </tr> <tr> <td>禺乇賷噩賷 丕賱噩丕賲毓丞 2015 </td> <td>胤賱丕亘 - 胤丕賱亘丕鬲</td> <td>2015</td> <td>2015</td> <td style="text-align:center"> <a href="https://www.kau.edu.sa/GetFile.aspx?id=273065&amp;fn=g2015.xls"> <img class=img-fluid style="width:70%" src="https://www.kau.edu.sa/Images/0/Image.png"></a></td> </tr> <tr> <td>禺乇賷噩賷 丕賱噩丕賲毓丞 2014 </td> <td>胤賱丕亘 - 胤丕賱亘丕鬲</td> <td>2014</td> <td>2014</td> <td style="text-align:center"> <a href="https://www.kau.edu.sa/GetFile.aspx?id=273064&amp;fn=g2014.xls"> <img class=img-fluid style="width:70%" src="https://www.kau.edu.sa/Images/0/Image.png"></a></td> </tr> <tr> <td>禺乇賷噩賷 丕賱噩丕賲毓丞 2013</td> <td>胤賱丕亘 - 胤丕賱亘丕鬲</td> <td>2013</td> <td>2013</td> <td style="text-align:center"> <a href="https://www.kau.edu.sa/GetFile.aspx?id=273063&amp;fn=g2013.xls"> <img class=img-fluid style="width:70%;" src="https://www.kau.edu.sa/Images/0/Image.png"></a></td> </tr> </tbody> </table> <p>&nbsp;</p> </div> </body> </html> 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