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PDD0PcVPWUrfYb/d0guDhv9l/X8a0ZZREm4/hQA2aXb8o6nrVK+j83T50xn5Cfy5p4Ys2T1NPwGUg9CMUAfN+pXcra1qNtfyvIkjtGWbnZtJCEDsB0wOxIrmMlG9CK7rx5oM1hqsuoRnfbzSbXwP8AVv6H64yD9fSuYnhS7sPPVf38GFlx/EnQN+HQ/h70S0d+4olL76VGBk4p6ArxninDAOcdaYzutDkDeHzAOWtm3j/dJw367fzNc5rz79SJ24wg/GtTw1dLGyl87MlXHqpGD+lVvEFsFYupDGJihZeQRnr/AJ9a1exkt9TCzxVfODU9QPw5rORpE6XUdThv/C9jDM+LmzuC0fq0Ugy3/fLof++hVay2+QAC2BkD86x45l2eVKC0fYjqvuP8K2bRGitwysGRidrDoaKb1sKpsWBjaOTUg27m5PSowxwKeHbJNamQ8Y2ryatpeSraS2ZdjAzCTaezDuPzxVRWbA9qeHbJ96Q0SDGF5NPGPm5NRhzhfapA7c+9BQLXVDwbcyaFDqNpMtxI672hRT932Pc+1csqkg47VbtL66sn32tzLC2c5RyKQ0R4wcEYI7U4VLd3ct9cGecq0rfeZVC7vc47+9RCgZraTp9jfQ3TXeqR2TxqDErxlhIeeMjp2/Oq1ogLljj5agi649afC/kzDJAU8c0gNRCVYEdRVybFzYuAOcZx7is8TxcfvE56c1PHc+UTgZB6imJGPIKrSIHGCK7nT9G097aK4MRkZxn5zkA9xirc2m27D93EkbdtqgCkUeXyQyq2AjMD0IHWkFrct0gk/wC+TXfXEDRZSReD+RrNmhZDkZKE43Y6UAc3BbalGwEKOue2Rz+FdDpFrfX14lmLYTXLDIEfIH17frj1rX0Lw/ea7KVtVMVopxLdOOPcD1PsPxPavT9J0iw8P2LLbpg4HmSty7n3P9OgrNyGkUNG0WPw7ZmSTa99KMFhzj2z6flV37PdtzlueetTW6Ndzm4lHyj7oq/mpGYlneRXtuJYz9R3BqxXlug69qGi6wdH1gBL9B8rjhLpP7y+/tXpdtcx3UCyxNlT+h9KoQty+2E+/FVVNPvX+ZU/GoFagCSWJbiFon6MPyqhDd3E12bSZRuiTls9cd60FasUySJq9xcJyseN6+q9DQI1kNSqahBUkMpyrDIPtUV7dfZbRnH3zwv1oGc/qem22oS6n5sfm2/lt5i5xuHp9QeQfavGNU06bw1q4B/fWzgmNyMCWM8EH0PY+h/A17i8UtlY3W0/vZbKRhuGRuAJHHevO7O707xrpElhLtgu1BcIefLcD76dyv8AeHUD1wDVWurMR55fWwtbj92xaFxvif8AvKen49j7g1WYnAI9ea2JrK4iafR7uMpd27Foh1z3Kg9wRyP061jjg47VnF9GUdNpluYLe3l3bknUnjjDA4K/kQfxFXNTtxFNNbE7kP3Wx1U8g/lg1V065Edituy5B2up/unv+YP6D0rS1QeZpsN33hPlSfTkqf8A0IfgK6Vsc7OMYFWKnqDioJR81KkhZjnqTmiXsayeqNloyOt7RpmSBl4KE/MrdDxWDWxpPMDcZ5ojuKexqtF+7EkTBo89+q/X/GgbtzfMOlMicx7WUYP8/arSQx3BcxRkPjPl/wCFabbmZEM7V5HXihs7zkj8KQDhfk707aS+ApyTwKAFFSCu3h8JjR/BN/qt+n+mSxARof8AlkrED8zmuOt4wwJP0oKH22DuU9xSFSjEGiL5Jse+KsSpnBoAsjSZDov9qLcWxjEnltCJB5o99vp71TFPjXMTL70wUix6cEGnSjOfSmqCeAM1rwaDfXaK6oqow4Zm4NIDm5lKN7Hoalt9RkgwrfOnoeorbuvDVzF8skkeD3Gf8Ky5dBnjbBlj9jzzQB2fhi/ivLB40fJjbO09QD/9fNbRrzvS7e+024Z7aSMs64IIP51uRa3qIlS2Kx3N0wyEiGMD1JPQe5/DNJuwHQXTW8NuZLplWPpz1J7Ae9XtF8GzakRc6rG9tY5zHZniSQdi5/hHt19SOlYtpaSxXKX95N515Gd0ePuQn/ZHr7nmvRtH1yLUtOWaQqkg4cdt1Q092NF9EhtoEghjSKKMYVEGAo9MVnTT/bJlRSfKB7dWpZ5pb1jb26MAfvOeOK0bWzS2jCjk45PrUjGxRttAICqOAoqfaacFwaNy/wB4fnTsB574j8PWfiPT/s9xmOaM74LhOHifsQf6VzPh3xFf6Jq50XWwFvFHyuOEuk7Mvv7VvQarPFw+JF9+v51DrmnaZ4q08W07GG4Q7oJhw8T+oP8ASmSb0lylxJ5qHKHoacprgdC1280zUzoWugJer/q5R9y4X+8vv6iu4jkDAFTkHoaALatWdpx33d455BfH86uBsDNUdK5hlf8AvSGgC1APId7YngAvEfbuPwqjJKL3UgmcxQcn3Napga5GIziZPmjJ9R2+h6VgWtrcfbGggQgSMWyTyPY/SgDTvMSNB6MWjP8AwIYr5nWWWzvPMhkeKWJ8q6HBUg9Qa+pL/SmXTP8AR8tcREOMn7xBzivL9O+FC3N/Ld6tdlYmkZlt4OpGeMsen0A/GmFzmm1CHxlYxq5S28R2gzA6/Kt0o52j0fuB0PQdQK5O/aOWcyonll+ZExgK/wDEB7Z59s47V9FJ4P0FNKksINOgijkXaWC/P9d3X9a8J8U+G7rw1q8lrcbmgkJMUp/iHv70mtbjTI7KfzIkPQjg10lqv2yxuLPIzcRGMZ7N/CfzxTrPwqrfDuy12NW85biQTheSYs4z+G0/mahhjNrcNHuDLwVYdGU8g/lWyd0ZNWZyF/pVxp1vZXTgmG6QsjYxhlJVlPuCP5VWfla9lstAg8U+HdU0h9qzM/220kP8EhGHH0LDJ9nFeQXNrPZTyWtzGY5omKOrdQQcGsrW0Nb3Kta+lfIrqzEHrVO2hGQ33j2Aq5Z74b5onXa/KsrdiO36VUVbUiTvojRBG1fmPWpEbbISHII5BFa2gaSdVttTwoLW9o0qf7wYH+WRWUN25uB0rQgvYjvIEYPtuAcMOgb/AANd54I8JbJV1XUY8leYo3HQ+przqGRo2jbC4zXpnhjxgTF/ZN8FLsu23mzxyOA2f51Dutiomj8QLqSXw1cKpxEkiIxH8TZzj8BXlMD7WOehFejeO9S09/CsFlaXUckouVMiBvm4DZJH1rzVaa2G9zXj06AaRLdXFy0N0Qr28JjJEqZIJz2OQaYvzp9RVi9uFuWgVP8AVxWscSj3Uc/+PEmqkBwpUnkHFCBix8FgfSq9wCPmXqOtX4raWa4VIkLM/AFW5fD2oLGZGiUAdRuGaGNGPaah5XyS8p69xXf6DOs+lJtYEIxXI/P+tee3Ok3kT8QkqemGFbHhnUZNI+0R3SSLG2Co2k8856fhSGdvLGsiFXGQaw72yKZB5TqG9PrV5Nas54WliZiq9QVIP0x61gXkV/qr7tQJt7Et8lmp5ceshH8qQFB755laKxK+Wv8ArLnGV/4D/ePv0+tdH4X0iZIWFtFJNPO2+RzyT9Wrf0vwZp0UCNfSGfgEQRDan0z1P6V19qlvFAsUYjhhUYEUYwPxqbpDMiz8MBubuXee6RngfVv8K3I9LtLe28qFAh6jaMAH+tWEkjA2qy49jT856VLbYyO0kEP7qRcNnO71+tXqpOgZefzpguxbDE7AIP4icYoAtzy+WmR1PSshr62ViGlXIODzVTU9ft9kggk3yYwuBwPfNcoXcnO6qSE2QOjIxV1KsOxptdPPbxTriRAffuKybnS3TLQnePQ9aQjntb0qLW7EW8zMkkZ3QTL96JvUH+lV/DPia5tL7+w9cwl4v+rl/hnX1Hv7VssCpIYEEdjWXreiW+t2flS5SVDuhmX70beooA7XzQYWZSCNpORVfTflsVPqxNcHoWv3dvdnRNYbyr9RiOTotwvqPeutivmig8sKMjoaANaS8kSVYbUFrl+Fx/D70+yZtL1TybrJefrIeQxzwQf0qTQbe3C+f5qyTt155WtLULGO/tTG3DjlG7g0AWx1rC3fOfrUNnq02nXBtL/LKvAfqR/iKEfc2R3NNCZdRqyfE/hu28TaTJazL+8xmNx1BrYht3bBb5RV1I1QcD8aYHjdh44TwdYReHNW0eR/su5S6uCsqtkE7SBwcnvXPi5tXVYbd2k8uR9rbcARk5UDnJ7n2z3r1Hx/4Mh8Q6c1xCoW7iBKtj/PHr+favLdCsRY2d6NXf7OpAhhzg/vg4wT6ALkn2NVFilqdv4GvBFq8cbMBvBAz79R+gP4VU+L3hIGH/hI7OP5kwt2qjqOgf8AofwrGsZJbS6BOUlifp3BFe0hYNY0bbKoeG6hwynoQRzRIIs+aNIAsLD+1JB+83FLVT3k7v8ARRg/Ur71QiYi8RjliW/E5re8X6ddaNrC2rL5dvCuy129Aqnn8c5J9zmuj0TRtK8bad51vL/ZmvWgzK0QwknpJtHT3x35o6C3Zv8AwotA0+qtJGR+7WNgw9Scj9K4fVbL+ztZvbMqf3MrIPoDx+lemfCy3a30/VHlYM32gIW9cD/69cp4/sTBr5vF4S6DHJ/vKxB/TH5009Qa0OUGNq/KetWYX+YryPTNVxnavzDr+VSxR+ZKf3qJtBbcxx+H1pkliSUlj5pMiucnJ5B9QahAq9ZxQ3EN68v3orbfGM/x71H8iapLSKRfj+5H/ukVWuQR8w/GrMf3I/8APamSjOR2NIst6LqQF7AsrYZXXBPcZr0Nx1FePPujkx0IOQa9F07xJa3Qihk8wTsBtUry3+FJuwDr+xPJXiM9z0U1gTlYyeSQOOnU11GpXOLNs8DgAU3RfC11qqRTSSGO2aQS7VHLYPHPYdaV+4WMHRLTWnvkaKzZomJJVsDg969DsvCAmdZr85A58sdP/r109np1tYxBIYwMCpyanmKsQx2sMSBFjXA9RTjBEf4BT80lSBEbeLsv604QJjqacTSbsGgCG6ZbS1lnZjhFJxnrXDXV3JezmWZ2JPQdQB7V0fim8EdlHADjzDub6D/6/wDKuFj1a1eIy+YNhYqgB5fHcD61pFEtmvFbGQZDAL6kVP8AZIv+ey/nWVJfTvGEjRo0x26n8aqVdhHXC7P8Sg+44p4mjf8AiwfQ1nyNtPBqA3DD0pezZPOjSnt4px86gnsR1rLn0948mM719O9Zut+IrnRbRbqO1E8QbEnz7SoPQ9DWdD8SLVsefYTL7owP+FLkYc8STXNDt9atPKmzHMh3QzLw0beorN0TXLiK8/sTW8R36D91L/DcL2I966S18RaHrAAjuljlP8EvyN+vB/CqniHwzFrFn5bkiRDuhnT70betS00UmmXkdo2DIxVh0IODXb2N0JrGGUnLFRn6968g0PXLiG8/sTW8R36cRSn7s69iD616Fo2pQww/Zpm2/NlWPSkPY09Qto5yJTGG28Mvqv8AiOtTWsEMSjyxk4zuPOalBBGQcimKmwELwOo9qYE9OqNH3D0YdRUlMQo6V5p8Q/CP2iM3ViCH+95Y6MR2+vPH5V6WKztYEYgDSlRGAdxY4AFCdhNXPENOuTeWoZ+Li3xHMD1I6K39D9B61674HvPtWheSTloG2/geleU6y8UWsSa1pMEtxpyny7qdVxHJk4IU9/qOM4rtfAd4sGqtAJA0NwgaNuzDqDVPVCWjNDxl4Yj8RQ3NkoC3LqZrVz2lUcr9GHX8+1eAOJ7OaWFt8UqkxyLkg+4NfT+o7ljW6QZeBxJ9R3H5V5j8WvCSqy+JrBMxS4F0FHQno/49D749aSY7HR/CtPL8FxyEY3yMT+BxR490/wC1eEheKm57W6ck/wCyxIP67av/AA2SE+DLJY5Ecbfm2kHBI5BrQ1IWaeFdTtL24jhjIlTdI2ME8r9e1F9R20PDAPlX5e9Kfv8ATFINu1eT1q8BA2lSADNwJgdx7Jjp+Z/SrIQyzP77HZgQaYRtJB7UtrxMKnuY9iM/99gBSKRYjYqqkdQQafKizHKYV+6k4B9xVcPhDV/TNHv9YfFvD8mcNI3Cj8alrqUZk6JGoZMPKDjdjgfT1rq/Bvhi7mkfUrkGGPadsknXHc//AF663w74EtbcLLcYmkU53uOAf9kf1NZPxB8XQabbNpGnEE9JWB++fT6Dv+VTe2w0ii8kWv8Aii20Ww3eWWy79SEH3nPp7D3r1+CCO3hSGJAsaKFVR2Arzz4S6A9rpM2u3YJur84jLdRGD1/E/oBXpAqSgKg0wxehqSikBCUYds1G2QeQatUEA9qYFImkJqe5a2t4mlndIo16sxwK4Xxf48sdD06R7bdLK6Hy88AE9D+dAjgviZ4zeTWLjTLJztj/AHckg7Y6qPxzmvO7OSWW9ijgillmdwFSMEsx9ABzWxpnhW8voBq+sXa6VpkjFvtVyCXnPcRR/ec/Tj3q/L4ni0ZJLHwlZPp5K7ZdSusNdyj2PSMew596tSeyIcVuzceOPQIFn8WalPbSEbk0izl33L+m9ukQ/X6Vmt8R9ODHy/BGibM/L5pd3x23Nnk+p71x6iFJmnvd9y7HJ3uRuPv3NaAmvio8vQIymPlP2U9O3ahpvcaaPcHcONwKMpGQR3qq+0+o/WuO8L6tcJEsEz7kxxj+Gus81WUE4Hv2rblOe5DeWyXNvJbzKGjkUqR6g15Tc2cmn301nL96JsA/3l7GvVnu7eLIeePHoWFch4wgtbmOLULWVXki+WTHdD6/SjmtowcWzkWHertp4g1fSiptbx/KHWJ/mX8j/SqZdCOOfpSYyOnFPRkao3L7xJY+I9PEWr2phuEOYru25KN64Pb2zRbeLNQFktvJKPtlu4xNtJS4Tpz79K52OyknuVSAqsrdAxwG9vrS4liYieEqV4NRyK5p7SVrHqXh3x5G4SKdhExOPLdvlJ9j2r0Czv4L5QYm+buh6ivm4EGPcq55610eheJrvT7iNQ7mFSOCeU9wamUOqKjU6M95NvIfnXhh696ejhx79xXNaL41trrZDdON5HD9z9R3/Cop9W1HVLua30NPJhV2STUJ0yoIOCI1P3z7nj61CNTY1fxBZ6OI4pN895LxDaQLullPsOw9zwKwrzRNR15EufEbrHbBgY9LhbKD/rq38Z9un1rd0XRLHS1klhDzXcv+vup23yyH3b09hgD0q7fDNq3sQaAMKaxt5rJ7N4U+zsmwxgYG30xXnekxz+HPEh0eck+UxmspD/y0iJyV/A5P/fVemVxfxKsZf7EtdatcrdadOG3gfwNgHP0bb+Zppk2PRN6SWwcjMbrk/Q1DYww32k3Gl3iCWNd0Mit/Eh6fpWd4R1Mat4ctbnjLIMgdv89Pwq7HG+n6whz+4uV2j2I6CgZ4RrVnq3w88VSwWd3PCmd8MiMQJYyeM9j6H3Fa+oeJW13S0juoV+0x/OtwhPz567gfbvXX/GdLH/hGbWSZAb37QFgYdQMfN+HA/HFeU6JKskLxMu5k5H0qosT2NFYJmtBOMeWsgQn0JyR/I1NbjMkkbEHctWIiklr9n8vZvYMSDwxGcHHrzTGtJLS7COhUnoPX6VTJRBCjCRPVjtFa2tw/vLKCFSx27MKMknP/ANerFtoV5ea5BaWkRcqodm6KuepJ+tem6R4atNLZZ3Anu8f61h932UdvrUt2LSPPtE0ayhuwNeZ7VgfkhnRkVvct0/CvULG3tUgQ25jaMD5fLxtA9sVYkijmjMcsayIeqsMg/hXJ+I7XSPD9k97btLY3LfcFrIUDH3Xpj8KzbuUi54y8XR+HtIeCB/8ATJR2PKD/ABP/ANevHdD0258XeKbazYn98+ZGH8EY5Y/l+tQapqM+rXj3Fw7MWJxuNej/AAtgs9As5tS1OOaCa7wsMzxHy/LHo3uf5CkVsesQQRWtvFbwoEiiQIijoABgCpRUVvcwXUYkt5o5UP8AEjAj9KnCj1pCEood44kLuwVR1JNc5rfjXTNIjJkuI1PYuev0XqadgOiZljQs7BVHUk1zWt+M7PTEdYSskoHJY4Vfc15j4h+Jd/qV2tjolvLcTSgbH2kk5H8KiuYltkSfd4gupdUvs5GmWknyIf8AprIOB9FyfcU9AOrufE194hvZDaJ9vMPzSTSv5drbj1ZjwB/OqMEds9w+ob49WuwSzahdxkWkJ/6YxH7+P7zce1Oh0q8vrWO41tobTTYPmhsIh5VvH77erH3OSe9V9S1LTpz5S+ZPbxjOwfuo/wAf4iPyqlG+5LfYxda1a61O7ka3luLicjDXDjdK49B/dX2GKy7HSo0Y/wBo3awAnLKn7x/8B/nipr7V5bs+VCqW9qPuxQrtB9zjkn65ptnZS3JyAdmcZ9fpQ32BR7nR2Fz4b01g9tbSzTD/AJayjLfmen4AVqf8JMp5+yw8/wC1L/jXOp9l084Kia4/hReQp9/U0p1W9z95R/3zQUaMbW2nQhGlWJe7McZ/Gsq98QRSXUcduWki53vz+ma1NSs1vdNmjYchSyn0IribRRJMgzwTW81fQ5Yu2p1O8soYNkdamhkHIPIYYI9R6VYij0yySL7dK6Qg/MU+830963IrmxhVG0uGKOF13JKPmdh3yx5B9hio5ehfMmrnET6M8U7xhTEw+ZY36svYr3/z3qo0Lx88Ed66rXIftES3K/62HknuV71iysk6fvDhiPvgdfr/AI1SVjKT1MuaFlUOAcevpVpZ11KHZKQLkDbvP/LT2Pv796fbS8MvDY4IPQiq0kCpKZIxmMnDDuppiRllngkZGBDA4INTJNiTcrkcd6tXaRzkB/ll/hf+97Gs+SF1+YdV6iky0dHo12rTW6s+QJAAD1Xn+VdfY+J7zR3C3GZrccE/xD/GvLra5aNwVwGB/OuzsrxdStjxllIEi9SB6/SsnG+qLV0euaPrthqCZik+fuueR+Fa9wBJbPtIwR1NeISrJp8X2iF2V84iZTyvqfoP89K7fwv4rk1C2FpeFUu2G1Qxws3H8Pv7VjOoqavLY0WprHUrIXr2bXUS3KHBiZsMfoD1HuKuSadHrGl32my423MLRc9iQcH8CBVZ44LpTHcQI3qkig/zq7otrDa3LCBTGuzhFJ28EHgdB0rRNSV0BwnwovJIYLvSLjKy20rRlT2IOf8A4qvS7y2S8s2iY7T1Vv7pHQ15F40vZvAPxHutRtrYSwajGs6oW2jdnDfrn/vqpZviZqWqeHY7m0ht4W+0C3u15Yxh/uMOehwQfehvqOxU+Kdpq2oxWWoFWksoIyMgcjnG447cdf8AEV5tptwbe/jbJ2sdrY9DXQ3/AMQvFE0ZtJ7lIkjypiECjHYjkVzVkjS38Ax96QdvehbhbQ7QOiBAHy+eR6VqWunXd3q+nWkCGSWc7lX0H9AKy/I2WmQOSwAPfrXtng/QP7N05NUuIh9uljCwhhzGpxgfU8ZrSTsTFF+00+DS7NLeEBmGQ745cjqfzz+VSk5qWYjzCoPCfKD64rE8S65HoekST43XT/JbR/33P9B1P0rFssr6h4t0zTr6azkMjywqGk2AELnsTnrXj/iTxBP4g1J5nJEQOEXsBU0Enny3cbv5s8qs8spP3mPX+dYarQUkafhvRJNe1210+MECRsyMP4UHLH8q+kobaG3tY7aONVhjQIqY4AAwBXh3g/xVongqC4u9Qhnlv7gBY0jUcR9e57n+QrUvfiJrXiaCRdNhGjaZjD3cjbpSPRewPv8ArQJs6PxVquiabdNaaXbGXWyPu2chiEXvIw4H05JrAHxIvvDsUdtqN9Ff3J+/+65Tn1BHT35NcRqusxaPbNaWJa1Dcu55uJT6nP3c+rc+griZrx5Zg+MANuxnJP1PemLVnp3iv4garLctbpcFOATs6888Htx6VybafLKovddvGtIH+ZUYb55h/soTnH+0xA9M9K042a6EEulRRyXIUIbuZf8AVgdNq9AeepyeBjFO/svTEvHa7ub64us/vJGVTubv1OahsaKkupldMW302JtOtDmJhGd9xMvUb3wCAcngYHsal0ObVLCIpp2mpln3CWSLcw47E8fpW/arpSQOga6Axu+6vb8fQmrlvbwX1tI9rJOgQjO8AZyQOx96aqxjun9xLTZgXcPiDV5FiuGVnJ6M4xn3xmoZfDk5/wBHN3GQD87IC24/pxXXeVZ2lzJbRNcvLkplVXj1xzVmO2srEqx+0SzH7kaqCaftk1dJ/cNRsc9ZeCdOtYhc6teSrGOka4DN+HNPupLDb5VlZ+XEOAzsSxH4cCtieztZ3aW6uZ0c9EwrH6YB4qa2XSrYAxQSlx/HIAx/ngUvaLs/uGYVho13cYMFrHEh/wCWjIAD/U/hWyPCl3j/AI+R/wB+P/r1f+2Rvn99cDP90Af1qPda/wB+4/If40e08n9wHGajfxJoMlxC4YSrtQj3/wAmuG02TZchCevT612Xh7wbea94LuruGV/MSbNvCfuvgfN+Jzx9K4Z0eC6dWUpIjEEEYIIqoYqnVm4wesXZmCg0nfqd/q0CT6NMW42LvB9Mc1jeHLiRpDGsh243AZ4zVm81aK58LO0bYkfETL3B7/oDWT4WmA1ARHvnH5V0trmRnb3Wdg83UH8RWDdxeTIygfJ1X2FL4hvm0/V7doud8f7xf7wzxUgnjvrcSxHOO3cexoT1sKSdrmWs3kXIb+E9fpUt7utpFnjAIPDA9GHvUd/BiLzlPAOCPrV7TvL1PT5LWT/WoPlPfHamyFoU7iGO7sfPg5UHa6nqp96o28paQQy9TwGPc0JJPYTPjp911PQ+xptyscq+dD909Qeqn0NQ9DWOpBeWzQSHAIFSadqc1hdpcRNiRPXow7g+1XIZF1C38i4bEvRJD69gf8ayJYZEmaMqRIpwV75rOWmqNo6qzPQrW5TXCLm1T90uBJATzF+Pp7/nViLyxCLgxZlQkQQHgsw/5aewFee6Xq1xpV4J4JGT+GQDHzL3BB7GuivPEcd+ftUYEUoAWTbyIx2Uf7Pv+funaSBxaZ1UHj+SOyFpft5s6MojvQo+YZ5BHt2PfHNbnhXx7HP4lg0jUrfyLwv5aSJzHKSOCO4BBBFeZXTwz2wniTcx6p/CTS6PqKw6np2pzbml0ueN5QOrQbh+qnj6EelYU6UaK91WTf8AVim2z1H416OLrwta6kF3Np82H942IU8/XbXlT6Td6EbS+tZydG1VVRLvbkL8wOGA6OjDP1WvUfit4gns9PiWMJd6LrFoyDHGyQYKup/FTj/Z7Vyvwk1e0vXu/BusxLPY3wLwq/RZAOQPTIGQfUe9bDRQ17wVrmrePUsp4FSaeJHmuk5ifaArSD646epqx400qw0bXfD+k2EZW3ggdy/8UjEnLH3+X9K9zv8ASY7m0jhWRobqFR9nugMsCBjn1z3Hf+Xidzp3iDX/AIqQaXqsENvcQQmNHiU7PJBJ3jPXhj/LrQgZ0nw68M/2zePe3cZNlayAgMOJHHOPoOpr1+Y5LN/DGCf+BY/z+dQ6ZYQaRpNvZWsYRI12qPU9yf5mjUZ4rS1VXcKGPU9T60N3BKyMWa2G1pJ7mbYASSH2AD/gOK8W8S60L/V5mheQqvyRB5Gcxp+JPzHqfTgV3vjrxZBZaYbSFsNLw5PXb6AepryyO1gmie6s2LKeXVz8ympGiXSvkvVH95SKzr1zbyPGgLSliFUDPetqw0e/unSWIfZ0H/LWQfyHei61DSPDzN9lT7dqP8UznIU/X+g/OhIHLsVtN8Mw20f9qeIZhGg5ETnr/vf4VV1zxm0+LfSo/IhQbVlI+bH+yP4f51i3t5qWu3mZDLcSn7saKSF+gHSrsPhSWPa+q3kFgh6Ix3yH6KKYvU5x2Z2LMSWJySTkmr1hol/qJHkwMEP/AC0bhfzNd5p+kaFp+1orVrmUf8tLjn8h0/StKW7tLdWmuGWMHnk4/Kiw7lLR9LudPsY0uLz5Il+7EgHHXkn/AOtWUGeR2kALMzE8mnal4o+0I1tYRMEYbS7dSPYVPpOnTSWqmbKEknBHNVFCYtuuJkaV8joQOmD1rqvD8DGwul+VAHA3OcD7y1Qj0kgDy9in+83JrWstIASdnmLFwmcDHO4f4VnX+D5r80CJLy4stOmnaMedOztkZ4znv3/lWVLf3E7NlginqqDaD9fX8a2ZdHtTeTOwZiZGPLe9WodLt1GUtQ34Z/nVU/hXoDObiBOABn6VditJ2GRC+PUittzPAQIrMqvchefyqEvJLyxY/UdK0FcpJZTkdFX/AHmFSf2fP/z3g/P/AOtVgU6kFzc8PaWui+H7LTwBuhiAfHdjyx/MmvLfi3oMdpqdrq9vEEW6BSbaOPMHQn3I/wDQa9jRtw5GDXnXxhlxoFhF/fud35Kf8a+CyqvVWPi3vK9/nqb1EuQwvAvgyDxB4T1KW4GyWWQLbS4+4VHX6Etg1wctveaDrLwTIYrq2kwVP+ehFe+eEtOmsfCun2aAwARB5HI+Ys3JwO3Xqfyrzv4oaPFH4psPsqnzbyIKw6lmDYBJ7k5H5V7mBzKU8bUpyfutu3lb/NIylBKFzkvEv2mS8guZ4HhWaFJIg3dSOo/HNGjziNbmRv8AlnFu+pLBR/OvYvG/ha31DwZ5UcebjToA1uwHOFHK/Qgfyrg/hv4YTXZJ57nBtIJoy6EZ8zAY7fpnaT9K6qWa06uHlXenK9f0t6kum01EzIEbULScxxkx4wzDoD2rEtLtrS5V+Rg4Ye1es+IvDcut6zcmCdNN0vT4AJHSPAdsbjwMZwMc151d6alykdw1q2mweVlJJgQJyO49/pXXg8xhXir76fjr+RlOjyvQh1iHpdJ80cvUjsfWsUStFISvQ9R2Ird0mVbm1ksZudo49xWLf2r2k7RuDweD6iu6bVrkU9HYdHIu7g4V+Dn+E1JeMbhElP8ArV+Unucev0rO3FTkfjVpJQ+05GH4Ye//ANcVKd9DZxtqhkyedGZ1Hzr/AK0f1qvDIYpldXCepIyMehHfNWA/kXA3fgfUehqK6tdhDwkvCx+Ugcg+h96lotO5dF+IA02nJtjPEsbclPp6D36j19bFrMjXK3dqu7GfMib+IHhl/EEisKGRoZldTgg/mO4rU1OzfS9Wmjtd6tE/MfdR1B9wQR9P5l7qz2E0dvNdjU/h9e6BM5ebSyt/p7t1e3Jwy/VQxz9D6VjeD7URGXUFfEwbYhU4KY5z7f8A1qo2eom4tAsRIvrZXZFPR4yCJEPqCCT/AN9etXfBzZW8X/dP86UH0e6Ee1eGNfu7nTCl1Ibgo5Ulz82Oo5rchv4JSl2kEclz5JSN3HzqrYO0nuCQM4546V534e1OHTzcfaGIRlBGBnJH/wCur6Xt9eWZeJls7FMlriTrgHt/n8abHqdlZ+JjYaY174kuIILh2by7aHkqo49cnOOp4rz7xZ8SRqSk2UflRJlYznLOf8+n51w3iDUbe+1Ai2eZrdBgs7cyn+9jtWRI7SMCegGAB0ApXLSG3l5cahcmWdy7HpntXXaLYW+hWRvdRbE8q/LEeSB9PX+VZWhWYE32mWM5TmMsvyg+vvV6e808m5nkuPPe3QSSkfMQCyr9OrCldLVilfZEOqaxqOq5it1MFueOuCw9z/hVFNM0uwtxcanI8jf88wdq59PU1DqPiK1+ykWHmCYnG51xtFc5unvZvnkLN3d24A+vamxJG1ceI7qc/YtIgWziY4Cwrh2+p61csrGLTEN3fTBpz1dznb7D1NVNOVYI2Gnoskh4e5kGB9FFWBpiSyebdyvcSf7XCj6ChJseiEl16e4cxabCzH/noR/n9aINGuLqTzb+5ZmPYHJ/OtGKMIoVFAUdABirsCE9apRFcfYafBb48mIA/wB48n8624IwnufWqsIAAArc0/TzdW7ShuQcBTwD+NUJsZECSAASfatqxs5TC+8bAcYz9RRYS2u4wrH5M6/ejb7359x71qR/db8P51lXXufNfmhKRD9ljWZ2I3EsTzU4wKR/9Y31NA6VdL4V6EvcfTWhVvmHyt6ilFOBqxkRyv8ArEDj+8BRm2/ux/kKmpNi/wB1fyoAxo/GdgfvQ3Ct/ugj9DXO+MxB4hh0y9SYvZ2d4ovAVK7Ffoee3ykZ9SKysU9JHRZFViFlXa654YZB5H1Feasow8Kiqxumv+GH7RtWPRbTxDpVyo239mv91fPXOK5LX7ZNV+Kfh9EIkiigM5KnI+VmP8wK5a40q2nyQvlt6r/hSwT3+jWkX2FR9phmZ1uE5JRgMoVPUZUH864oZCqMpVKUtWmlfzVtxus3pJHsV+dunXR9IXP6GuP+FNn9m8HCYj5rmd5M+wwo/kaoad8SIrmFrPW7ZoxIpRpoB2Iwcqa63wsljbaBa2NjewXS2ybGeJs5OeTjtk14NfB4jB4adOpG15LXpZJm0ZxnJNM07u0hvbWS2nXdDIMOucbh3B9jWTf+F7DWNT+1apEtxFEgjt4SSFQdScDqSf0ArdoryqeIqU/gdjVpPcz7PQtJsABa6dbRY7iMZ/PrWZ400GDWfC19CtvGbhIi8LbBuDLzgH3xj8a6Oiqp4qrCoqnM207hyq1j5OZSuQeo7VGDtNeyTfDew1PxrqZuZ5YbZQk6RQgDcHznnsAQR0rn/Euk2ugWRlg0XbazOY0klUnB7DJ5PFfc0szpVJKEdW7fjqc7TRwbSfaItrD5h3p8JZYmjU/O/G7sR6f/AF6aHRgUA2jsKiZa9S5CQpthIWB2xSL1DMAP/rV2/jvSJfs+h67b4AubGMTMASNwQZPGe2fyrhziQbXOGH3WP8jXufhW5tdV8AaXDJiQRZtp17rgEEH8MGkNniluyQyx3tvcKskLBygUnaQf1FdToyRwahNJahfIu4w8SluFwfmXPsTj6YPeuVvbCXTtYubSMnzreVoyh6nBxx65rpNBkgeCOIKUaTLAcnZIByPoRj8cVD0fMDOv0uWG01KKe9dDEp+YuPlXjriuf8R+LZNVdrG03rp6ysyjvISxOT7c8Co7i2nvSFnlMUAPEa8sfr2FegeGfBGmJ9oYKJpIXUBm/iDRq4P/AI8R+FW/INtzzay0W7vSnyGJXO0bhyT6YqG6vrTSZ5IIrVpbmJirPN0BHoK9kvbIx6zplqkIRIhJcEKOOF2D/wBGfpXjXjqOIeJLmWAEKXMbA8fMvH6jFCQOTM9tamvpGhvpW8iTAOz5dn0/+vXV2PgsS6VqDafqEcq3VsqKrpt2kSo3JBP939a88rqvCniOXT3ks3bMcyhAT2GQePfilJcysBXuvA2v2+SLVZwO8UgP6HBqrbeHb/zT9stZ4IlPO5CN1euWEryQieSUeRjIZu/402fxJpkL+WJfMPfYMgfjTSC5wUaLGgRFCqBgAdqkFdVfXNpf2czxx25IQkFVG4cVzEUUkrYjQsfYVaEPjHOavQsOgGT6U630pzgzOFH91eTWrbQR2zBolww/i70xXFtdLu7nB2eWnq3FdRp8Is7ZYN27BJzjFVbO+WbCPhX/AENXh1pkt3Fu7GK9QE/LIvKSL1WorO8ubUyw3qlgoBDqOSMgfj/Op0YqeKn2R3ETpIOOO/Tmsa/wfNfmhol3rIzFGDDcRkGnCsK5S4sL6SRW273JDAfK3PQj1q/a6lHMQko8qQ9Mnhvoaqn8K9AaNAUoptKKsQ7NFRSTxQgGRwueg7n6DvUf2tf+eM//AHxQM84oq3Z6bc3uTFHiMfekc4Vfqaka2sIDiW9MpH8MEeR+ZxUurFPl3f3k2KFFXc6YeCl2nvuVv0wKcLfTX6X0sf8Avwf4Gj2iW6f3f5BYyp7OC5H7yME+o4P51QXTLqznWfT7p4pAeCGKkfiK6X+z7c8pqlp/203J/MUi6VJKcQXVlMfSO4Un+dS61K1pbef/AAROFy1pHi/WbVRHqKQ3aD+MHa/8sGtL/hY+lxzNFc2t1Ey9SFDD+dYEukarEcLplxLnoY9rD880TeEJLjZPq9zb6ZGvUvKGcj0x0/WvFxOByub55WTfZ/kkaKVRKyOqT4geG2xvvjFn/npEw/XFdFbXMN5bpcW7h4nGVYDqK88t9S8E+HR/osT39yv/AC1Kbjn6nAH4CqWqfE/UZYnTS7KKEngM53kfyH868apksq0v9mhJLvJpfha5qqyS95/celtAp1NLlSNwiMTjPbII/r+dVvEGjQa/olzps52iVflfGdjDoa8Btr/WYtVN7HdTreFtzTb+ffPt7V6RpXxO8qBYtWtXllXrNbgAN/wEmrr5Fi6HLUovma+TX+YRrxej0PP9e+Huv6JLn7I13AThZbZS4/EdRUEHgjxNcxNKNHuUUDJMi7Mj6HmvZYPiJ4flA8yWeDPaWI/0zWra+J9EvAfI1O3bHUFtpH510SzPMKUbTpa97MaUHsz53m8K6jGu7Yhbuu7mt7wDrE3h7xFFYakrxWl0wU7+gbBCn9cf/qr1XVdJsNY3XGnNHJMeoRxsb/6/0rjri1t7eYpe6eJLdWCXHmjmLPAb6ZwM++a78FmM60lGSs+3UmSsc18StKWy8WC48qR/taAhV/iZflP6bT+NU9MF3NBNa3DJaSYDxYba4I9R94/jXpGreHx4xtdPtDdG2ubebZJsyS8eOo57juc8rWD8Q/CVv4Uv9M1PSrfy7EqsEqjswHU+7DP4ivXi01cm+hSjuBfWsd6pyXJSUYxiQdeO2eD+PtXo3gC9+0m/jJ+ZI4CfyZf5IK8309Nl9NFx9mu1BJzwkg6N+Of511PgGaax8WTwSjbFdQeXyf8AlohJx+RNNaaCO/tf3/iW/m6iCGKBfYnLt+hSvKfidoJeM63AvyyXEkU2OzKzBT+IGPwr1fQv3lvdXXe5upXB9QDsX9EFZ1xo8mp+FtUsLmIo809w8e7r/rGZD/KmB8zUZwcg81b1G0eyvZIXXBViMVUAJOAOaBnVWGoSXdokUkjEoM7SeD74q2oJIAGSe1P0zw5BpFpDqXia4ksoyu6Gxix9pnHbg/cX3b8BVzTdQstS1G5lgtFtOcxQBywVMY6nkn1+taLUi9izZ6aqqHnGWP8ADnpWmiqigKoA9AKb3qQUxXuPWnimCnigCRe2K07O/wAYSY/Rv8azBTx2oGdIvI4qeL7r/QfzrBtbxoCFb5o/T0rdt3WSNmQgggfzrGv8HzX5oFuNucszgqJEJIZD3HtWZPbCNd6nzID3PVfY/wCNaz/65/qahZTGxdBuU/fT19x71VP4V6B1KlvdzW2FOZYv7pPI+hq7FI96GKzhEB+6g+b8Sen5fjVSS3CL5sHzwnnaOdv09vaowvIkjYhuzqasZsRQRQklE+Y9WJyx+pPNS5qCzuBsU3Qxno46fj6VpZi9BSuFjyfUvFyXnyGTbCv3YYVwo/xrHfXkH+rgY/7zYrDP3gKWtIUoQXLFWRzOpJmk+t3LfcVE/DNV31G7k6zsB7cVVorSyI5mOZ3c5Zmb6nNNoAJOAMmtaLQ3itEvdSk+yWrjMYIzJN/uL3HuePftUu3UEm9ihDd3UJzDcTRkf3HI/lSSSyzOXlkeRz1Z2JJp886OdkEQihHRc5Y+7Huf0qIA1KjG97FWtoIRkEVJHjA4pAB3P5U4EL0A/HmqGhh8wuVzx1wtK/3chwD7DJ/wpzAyHByfSpotPlk5xtH+1SCxnG48k8oWB7vzT/tJYZDFcf3eB+lXJrB0HK8evUVAtnGr9Tj0pD2KjXa5JUMkn95eM/hXefDi+m1a4vdM1Ai4tfspGJBk4JAIz1xzXKCxilIQoTk44611HgaIaLrc7nc6PCQWHT7w6etYzhF7rU0jc1I7y88NXrWkjNJ9hdZQe89tnAb3K9D9Peu+1Gzs/FPhyWD5JIp0yhPOG6g/nXPeJLD+1dPjvrDbJe2hLxD/AJ6L/FGf94friqXg3WUtEEULO9mVEihuoQnH5qeCPpSS7GhyZ00wxiMApJETGyN2I4xU9xdT6e1vqaA+daAGQdiQMg/iOD9Peuh8aQJYatHerzZ3+G3ryEcdfwI5/OuYmvYL2NoVlBW4kVHA6hSwJ49gCaJK7ugTPYdHhW30WxiVgwSBBuHfgc1drA8JXLy6GkEpzLasYW9wOh/Iit3NAzxD4i+GydbDwBY0kk2PK/EceSMFj2GGA/4DXPf2rpPhYbNDC6hqg4bU54/3cR/6Yoe/+23PoBXovxTgkextZ0z5bS7HAPcAlf5tXit3CYZiMfKeRQCLLXdxeyPcXU0k07sS8kjFmY+5NTWt1JaXKTxnDIc/X2qnbH5CPepa0Wxm9z0PT783lvHK0LR7xkEHcp/Ef1xWgtYvgee3ubCe0lVS8Dhl3ThPlb0BHqGrrBb2v9yP/wADF/wrCVdRdmvyK5SgKeKvi3tv7kf/AIFr/hThb239yP8A8C1/wpfWY9n+H+Y7FIU8VdEFt/cj/wDApf8ACn+Rb/3E/wDApf8ACj6yu35DSKQrR0+ZolmK9MLwf94U0QW/92P/AMCR/hTyojhfyY0OduT5wbHI7YrOpXU1ypdV27+oWNMSpLLJtPIYgj05p461nFVEzPhY5NxJxcDr+VWoo7afAlw7f3Wn3A/h0pwxCUUrfl/mDiLNcQW8ZdXT5DmSMH5sE/eA9j1+tU2lErrJZW08gc/N8mxT7jdj/wCvWzbxW8BwkaIh4YKwHH5UiwLbTnao8vdlx5n3fcCr+sLt+X+YWERVZBt7cc9qb9mj/uL+VXWiRyJUxuI6huG+tN2vj/UN/wB9Cp+sLt+Q7Hz1/EaWhQWJwMnNTpbkkZ6+gr0bnCQgEnAGa0dK0O+1i8W1srd5pW/hXoB6k9AK6PQfBct5b/2hqUq6fpan5pnHzP7KP4jWnqet2ttpr6bo0DWWnYxIwP724/32H8hWUqvRG0KLesjMmGieEVMcXk6trI+9IRutrc+w/wCWjD34rlb6/utSu3uryd5pnPzO5yf/AKw9qbOXlkJEWxeygdKhKsOoI/CnGPV7kyl0jsJTqckDv0GB6mrSWqr947jVMmxVRGc4UE1ajtCcb2x7CrCKFGAAPpUgGaRSQsESR9FGfXvVgdKhXAPX8qnU4HQUFokhjMkgUAnJpbmxhln2qoVv9j1/lUtorMWbrgcU9tsIIJyx6jufr6D9alytoBU+zLaRFokEpPGWPX1x7fzrR8ONc3VzOG3N5cedvQAZHaqbOXOT26AdBXSeDAP7RuPXyv6ip5bK7KW5aguJLd98bYPcdjWFdynSNfju7dAsN1JvVP4VmP3l/wB2QZ/Guy1DTA+ZYBhu6+tc7qFjHfWctpOCFcYyOCp7Ee4NQVsbOp2qaj4dkgjO61uE8y1dusUmPun06kV4xloZTFJlWQ4B6Fa9o8C3P23SLnStQVftds5WVf74PRwPQ8n659K4Dx34Ym0rWjNH80Fxl1Pqe4+tEHqwaOx+HV+ZrcxyOTIY8HJ5baeD+R/lXeM21CfQV4n4L1B7G4Vn3DyZQT/unqP517NcOBbMwPBHBpNWGnoch49i83wnM2OY5Ef9cf1ryVLma2aVY/KK3ChWWVAynkHp+Fe5alYpqulXFk5wJVwD6HqD+eK8VutPkg+2W867ZrXt77gP5Gh2tqNGS8lr5jpc6d9nk/vW74B+gORUTwwHmG4z/syLtP8AUVs20cd7AUlUNgYPqD61m32ly2hLr88X94dR9a0RMhugXRsPEcKsQEnzC2Dkc8j9cV6KK8guWaOYOpwy4dT7g/5/KvVtOuhfafb3K/8ALVA2PQ96Ud2hvoy4KeKYKeKqxJIKeKRInf7qE/QVaSxlbrhfqaLDRCKu2n+rm+i/+hCnR2CfxMT9OKv2sEaJJtQdB1+ornr/AAfNfmikZ06M11NhSRvboPemDKnPINa0v+vk/wB4/wA6TAPUVdNe6vQGMtb3dhJTz2atq3G9RJ3UbT/T/PtWOYoz1QflV6xnEH7o/wCrbj6VdhEzA2jbl5gP3h/c9x7VYDoR98UuQy5HIqt9gt/+eX6t/jRYo8ks9EDyJCivNKxwqIOp+ldlDo2l+F41m1dEuL8jdHp8Z4X0Mjf0pLnX9N8OQva6Ewe4I2y6g4+c+ojH8I964y51fLM+SzsclmOSTUXlIEoxN7VdYu9Xn827kG1RhI14SMegHauZu7kzyYU/u16e/vVC4v5pzy52+lEVwDw/B9a1pwtqzGpUvoixRSZpa1MhRTqaKdQxjlNOpq06pGOHWrUCNMQq4z3JOAPc1VHWrNsC0gXseTS9CjRllS1thDAcs33pMdfpVLqadM+6UjsOKYKSVhjxW94XYpfSkEg+X2+tYIrU0K4WC/w3AkXbn3py2GjuVusjDj8RVe7tI7ld6EB/Ud/rUG+nJId4wcetYXsUYlxI2ha1b60qvi2QxXSIMmSE8njuVPzD8a6bxLZQeJfCxls3Wb5RPbuvO7jt9RkVSn2XKkSDk965/RNSn8I6tJpUmX0+fdNaDPA7sg9x1Ht9KFoNHNaQyi5aN8fMvGfWvU7G88/QbYZyy/uz/wAB/wAivNfEENsmpm7sHDWl1+9jI42nup9CD/StTQPEcduht71mALZV8cfjVMbO+jauD8U6bFvmvRw1wjJ9XWRSP/Hd3/fNdpbzpLGskbq6HoVOQaydXiSXw80rru8hvPx6gMdw/Fdw/GoauJHkts32S/KNwjHB/pWzjPGM03XtJ+zyq5B6gH3Vuh/UVDbyytGUkyJIztce9aR7DZzfiayjtZreWNdok3Bh2HT/ABrpvBkkn9lzW02Vkt5NpRuGAI9PqDVLWtLk1LTJHQEyQfOvv6j8q2vDs6XmjWt1tXzvL8uRscnbxz/nvRb3hX0NqNlDZdSw9AcVoQT2gx+72n1IzWaKeKoRvRyxuPkdT9DUorAWrEc8qY2uaQ0zZWrEH3JPoP5ishL5x95Qf0rQtbuN0lyCvA/9CFY1/g+a/NDRLN/r5P8AeNJUc9zEtxIN2SGPb3qM3idlJqqfwr0AtCnCo423orDvUgqwLCTtGQw5B6j3qz9ri9T+VUV5yPWkoA8YeTAyxyarsxY5NLhpDwMmp47cDluT6VschCkLSH0HrVlYI1XG0H3NSAcUtMBix7PuE49DT6KKBiinU0U6hjHLTqatOqRjqu2oCRSSnsMCqQ61fn/dW8cXc8mgZEDk5p4qNDxTxSKHjrT0YqwZTgg5FMFOFMDVGt3XpF+R/wAa2tOnN1AzycMB/D71yYresJxbRKGzhxnj/P1rOa00KT1KviDW7nSr6OG3WNkaMOS4JOckdiPSue1HWrnVbZYp0iUpIskckYIZGHcEk/T8a2/EUA1CeERYLCNm3fQjj9a5UqUYqwwwOCKSWhasPDHGM8ZzinCmCnimM0NP1O70591tMVB6oeVP4V6BoTLrMUG5f3CrukU9z6V5mK7fwZqy2kD28v3C+c9x7/SkxMbqmkfadCkjIzLp7tZy+pjHMbf98la4/LW9xDct92UCKb03DgGvUptsPicoceRqltjPYyR/4qf/AB2uS1zQPJmntyAIZhuT2/8A1GkgM6NFRdqjAqjptr/Z15dwIMQSt58YHYnhh+ePzqawld4DHLxNC3lyD3Hf8auKOnFXuRsSCpBUYqQdqAJFqQVGKkFA0PFXbT/VzfRf/QhVKrtp/q5vov8A6EKwr/B81+aKQlx/x9zf75/nTRTrj/j7m/3z/OkFOn8K9AL9q2YsehqyKpWbYcr6irorQBRTvl96bS0AeOqoUYApaK3PDvhi48SNOtteWcDwjcVuJCpYc5IwDwMc1s3ZHKlcxKWuk0bwZd67fXdpZ6hp5ltn2/NKf3g/vJgcj396r6T4VvdW1a50wT21tdW+QyXDlckZyBgHOMZo5kPlZh0V1dv4CuriOOQavpKLLM0MJacjzWU4O35eeSKbfeBbuwtrmZtU0uX7M6JMkUxLRlmCjI28cn9KOZBys5cU6uum+Ht1bCMza5okYlQOm+6I3KehHy8ioI/A99JraaUL/T/OkgWeN/MOyRW6BTjk96XMiuVnNCnV1J8BXxWVbXU9Ku541LfZ7e43SNjrgY61DpXg3UNZ0mbULOe0fyQxe33nzRjPG3HU4OKV0HKzEtU3zr6Dk0+4k3zt6DgVu+HvDk+q6bdXkd5ZQCE4YXEhUgevTpk4qHw/4WuvEbTLaXdnHJEeUmkIZh6gAHii6GkzHTg1IK07Tw3eXWt3WlGWCGa1DtI8rEIAnU5xWwvgW6McEg1fSCk7bYm884c5xgfLzzSuirM5cU4V0Fl4Pu7w3wF9YRGykaOYSykEbTgt0+7nvVfS/Dl3qcM1ws1tb2sTbDcXEmxC3oDjk07oLMyhWs3G1f7oAqe58M3VhJaytPaz2s0mz7RDJujU9wxxxV7VvD15o8FvPPJDLFP92SFiw9euO9TdNg0zKHSsvVtP81ftES/OPvAdxXValoM2l2kNxJd2kqzY2LFISSOeenTirE/he7g0c6kJ7WaAKGIjck4JA9O2ad0CujzONGc4AqyluB1JNdTY+FZNbuzFZT28MmM7JmKhvpgHmsa/sjp19LatNDMYyAZIW3IeOxqTRaldUUdFFaVg7RwXzqcMIRg/9tErPFXrL/j1v/8AriP/AEYlZ1fh+a/NDRfl1t/7OhlIzLYzLcIPYfeA9ipNdnrVvHfaQZ4vnKL5sZXuMf4V5sVDIVPQjBrqPA2u+Tpy2V2dyQMYCx/hx0/DGKqwnocpfmO21GK7jfMc+I5hgjB/hP8ASri1b17RGiubq2CboHJMbLz8p5B/z6VladM8sBSXiaI7JB7jv+NUQXhTxTBTxTAkFSDtUa1IKBoeKu2n+rm+i/8AoQqkKu2n+rm+i/8AoQrCv8HzX5ooS4/4+5v98/zpop1x/wAfc3++f500U6fwr0AmjcxsGHWrsVyjcN8pqgKcOtaAagpaoRyunQ8ehqf7UP7p/OgDyaut+H3/ACHrr/rwn/8AQa5IDNdR4O1jSNFurm51JLt5HiaGMQBcbWBDZz36YrWWxzR3DwRI8V7qsiMVddKuWVh1BC9a6zTUTV9d0nxRAoBuYZoL1V/hnWJuf+BDmuZ8P6n4e0q71R54tRaG4ie3g2BciJwQd2f4ulO8I+K4vDlxfxSRTS6fco2xQAWVuQrenQ4NTJN3aLi0rJmXoV9czaxolnJKWt7e8RokwMKWcZ/PAqfxRfXNv4k1+1ilKwXN0wmQAfPtbI/Wqnhy50+y1qG71JLloYCJEFuBu3ggjOe1T+I73StU8RPfWKXgt538ycSgbgxYltuO2OmafUXQ6bWLXQ7iHwz/AGtqNxbE6dACscAYFM9S2eO/Y1l+FpzN8QtMUTvNDFMYoWds4jUEKPpirupat4N1aOyWaHWgLS3W3TYI+VXpn3qO11/w5ZeKbPUY7S9jtbO2RIlVEDvIvBZ+cHIPX1qehWlzQ03TtN0LULjxUNXW8gtJ5EMMMDhjIwICnPQc9enFUfC2pz6ZoOuajb8Sx3Nq4XPUb2yPxGRTdL1zw/Z3WuR3EWovp+oAKkeFz6ljz1B6YpdKv9Ag0HU7DytQMl04dWIXaNjEx5/MZosP0N3UbGG1sNfuLNf9BvrBbiHHQZkXK/gaxPDFnfp4b1a/0+2mmuZHjtovKQsQM73PHsF/Oo7TxWIvCep6JcRyP5v/AB7SADCAkFgfbjP40zVNV0aXw1aaZpa36SwSmRjLt2sWHJOPoAKVnsO6L3jdrvTvEX2+HfbtqVkpkUrgjcNrqQfpUV7K8Hgnw5LE22RJp2VvQhwQaj1TV9EvvC9jYBL/AO32cZEbvt2ksQWB7464p+qat4fufDVrp1omoCa0LNEZNu0liC2cfjin2Ak8PTyXNj4nnmbfLLZs7se5LAk0kv8AyTm1H/URf/0AU3w5qui6fpt9BfpetNdoYmMO3ATg8Z75pumavpn9kyaRqsFw1oJvPhkgIEit0IOeCMUdQLFu234c3Q9dQUfT5K6l5EvfJ0KZgFutPheAn+GULx+fSuUv9V0oabbaVp0Fyti04nuJJiDIx6YGOBxV3W9UsbqeyuNN+0xy28ax5lx0X7pGO9JK4XsP1+N47PRonUh1tdpU9Qd7cV09pY3a3CaU1tL9jbTjCZNh2eYRuJz9eKwr7X9N1bVbG7vIJxHDCBIkYHMmc/l1qD+17M+K/wC09119m8zzccbs+npjP6UWbQ7q4vhRSniq0VhgqzAj/gJrnL+wWeR3T5ZMn6GuuttW0S28QnU44rwLy4XC/fOc/hg023vPDtpObiKO/eTawCyBCuSCP602CPPDG6MVZSCKu2Mbm2vsKeYR2/6aJWtirNsU2zI7hN6YBIPXcD2+lZ1l7vzX5oakc6ttKf4cfWl0/dY668LEbLuPcP8AfXr+ldGIYv8An5j/AO+W/wAKyfEMCQ2cV/FMjyWkqyYCtkr0bt6Gp9rHz+5/5Be5txusiiKVsY4Rz/D7H2rF1G2Gna1FcSxjybjEM2egb+Bs/pn6VsRpDIiut1GVYZB2t0/Ki9tYr/TnsprlDGykA7Wyv0OPXmm60fP7n/kFik+mxtyjFT+YqBrGZOgDD2qzo032myKXE6LcwMYpgQfvDv07jB/GtIRR/wDPwn/fLf4UOtFd/uf+QWMDaVJDAg+9PHat0wQuMNNGR7qf8KhfTbZuVnVT7Bv8KXto+f3P/IEjLFXbT/VzfRf/AEIU46Zg8XMZH0b/AApVRLaOQNKGLYAAVh3B7is6tSMo2Se66PuMjuP+Pub/AH2/nTRU8kcMkzuLqPDMSPlb/CgQxf8APzH/AN8t/hThVioJNP7n/kFhgpR1qUQxf8/Kf98t/hSiKLP/AB8J/wB8t/hVe2j5/c/8gsNFLUgij/5+E/75b/Cl8qP/AJ+E/Jv8KPbR8/uf+QWPLEwF5BP407KehptdRoGh2+veHb63tRC2txzK8SySbC0WMMBk4PNdbdjlSub8mvajqHw+sVubnetxqP2SX92o3RBQQvA4+vWo/EPjDV9C8S3Gl6ZPBb2Fo6xR26wIV2gDgkjPP1qnqka+HfDOk6PfTR/b01D7ZLFE2/y0xgZI4zx0q14g8Ian4g8Sz6rprW02n3jrKlx56gBSBnIJzx9KzVupq79Nzbt7iXRfGXiax04pb2q2DXaxKikLL5aHcMj1J46VzvgPV9Qt7rXTHOBvsJ7o/Ip/eqMq3T3PHStFdU0/UPiNraw3kQjvrFrOCZjhGk2IvX0yp5qlpHh6+8K22sahrJgtoZNPltoh5yu0kj9AApPpR01DW+hY8M6/rx8H69JbTM91BLFJCEgViGkkJc4xznn6VHqN7qmq+Bru78QRf6Zb3UYs5ZIBE5z94AADIx7UzwrY6rH4C127s3MTz+U0DpMFYhGO/vkcZ+tSeJLHVNe8J6TrzsWeOHZOjSggjOFkAz1PGe9DtcFexsarI3irwtZWVzh9VNgL+CQKFMjBmDrgccgDisfWtZv5PAOixzTZWZZFcbFGdjAJ0HYU7XYtU8OnwxfbEWS0gWFsSKfn3MSvB6EH9au+MNPTVl8P2miqjrdCeZELhQuSGI56Y5pIp3Lmi3st74bsPDl86vJqFhM0WVA2BeIhx7KTzXH+Cry5sfFtikL7POlWGUFQcqSMjnp0rqr29fTfHen6fBpFrI8CxRW8zSneYwME8NtH8XUVXTwzdWnxKikiiT7Mbk3SMJFx5YYE9+xbGKF1Bo5TxLe3F/4ivpbmTe6zNGDtAwqkgDj2rLFdy/gPU77xHNJcxrFZTXLs0qzISFLE5xmuLeNUkdQ2QCRVJp7CaYqHIp45NMUY71NAP3oPZfm/Km3ZCJJP9dtHRcKPwrQHSsxeXH1rTHShKyBjh0p4pg6U8UwHinimCnikA6tXQ4o5r1lljV18snDDPcVlVseHv+P9/wDrmf5ivPzSTjhJtOzsXT+JG79htP8An2i/74FI+nWUsbRvaQsjDBUoCCKp6o0iSyFVlIa1kRdik/OSMdO9U5hqQlmnijfbIrQIAx3DaODjHHIbBz/EK+HpRr1IqXtWr93/AME6m0uhsJp9nGiolrCqqMABBgCnfY7b/n3i/wC+RWLNC0s0a2UUgtyU8xZFcKWz6HnpnP4VraYHXToVkDBwCGDZ4OT69vT2qKzrU4KftX6Xd/zGrN7Crp1kkjyLaQq743sEGWx0zUn2S2/54R/98ipqK5vrVb+d/eyuVEP2S3/54R/98il+y2//ADxj/wC+RUtFH1qt/O/vYWRF9lg/54x/98ig2tuRgwxkf7oqWij61W/nf3sLIr/YbT/n2h/74FL9htf+faL/AL4FT0UfWq387+9hZEH2K1/594v++BR9jtv+feL/AL5FT0UvrVb+d/ewsiH7Hbf88I/++RR9ktv+eEf/AHyKmoo+tVv5397CyPBK1dA0K+8Q6ollZId3WSQ/djX1NZVenfC12i0fxLJGxV0hRlYdQQr1+rydlc8yCuxZPhdpMUjRzeK4UkXhlZVBB/F65/xX4Gu/DcEV3bXJvdPcDM6DG0n1AJ4PY1yMjvJI0jsWdiSzMckn1r07w1PLL8H9cSSRnWIuqBjnaMKcD8Sah3jrcpcstLGX4V+H9n4l0mK7OtLBcOWzbhAzKAcZ+8D+laj/AAw0lWKSeLIQynBVlXIP/fdZnwk/5HJ/+vR/5rXJ6/8A8jHqf/X3L/6GaWvNa4e6op2Oz1j4d2mm+H7zU7TXxdi2XJSNBgnI4JDHHWuA3NjGTj610MGqanoXhq40mWwCWuqgSrLKpBI45XnGOlc9xiqV+onboW7EF5dzEkKM81HLKXmLZPXirMYWCxJ5y9UxjHvTAduO4HJz61IGbOdxz9aYAN3enDGKAJA7f3j+dApOO1KKCh61aj4hdvXCj+f9KqLVnpFGn1Y/j/8AqqX2AfH99fqK0h0rNi/1qfUVpDpVAxw6U8UwdKeKAHin0wU+kA6tjw9/x/v/ANcz/MVj1seH/wDj/f8A65n+Yrzs2/3OfoaU/iRt3F9HbPIsit8kRlyP4gDgge/T86hOqoqea0EohLFBJxjcMjGM56gjNTXdjHeSQM7MPKfdgfxD0PtkA/hULaUrKYjO/wBn3mRY8DhiSevpk5xXwVP6vyrm367/AIeZ1PmLYuENqLljtj2byT2GM1XGpRNp016qMY41LbQQScDPrwfY0JYubU2s1wZITEYiAgHBAH+P51H/AGY5W4R7gsk8ZV8KAc4AB/AD9amEKGvNLr57D94d/a0LMiRI8jyKpRRgZzu456Y2nNTRXYlgkcRuHiYq8ZIyCOcZzjoQfxqu2kRi7kuopXjkZgy4AIU85499xzU0Vk8KTAXBZpTuZmQH5vX8sDHtVVI4e3uPtvf5/IS5upLa3K3duJkUqCSMHHY47cVNUFpbC0g8oMW+YsTjHJOeB2FT1y1OXnfLt0KW2oUUUVmMKKKKACiiigAooooA8EHWvTfhj/yAvFH/AFwX/wBBkrzIda7z4b67p+n3N/peoExRaiqxiXOApwwwfTO7rX67PY8ynozg69M8Lf8AJIfEP++//oK025+Dmo/aZPsmpWht937sybg2O2cDFW9aGn+BfA0/h1rg3WpX4LOq9FzgFvYccdzUykpWSHGLV2zF+En/ACOT/wDXo/8ANatap8QntdXvbf8AsDSZPKndN7w5LYYjJ960PhT4auY5U8QmaI28sUkIjGd4O4DPTHauY8d+F7rQdTN3cTwyJfzyyRrHnKjcDzkf7QpaOY9VAPGPia18SDSmt4TDJb25SVNoVAxxwvPTiuYjQuyqCOTUY+992rligy0hHC96tK2hDd2SXz/vUjBGFFVRnb170sj+ZMz7ep6Ug+70oGPGd3UU4ZwOaaPvfdpw6dKBjj1pRSHr0pRQMeoyQB1JqdyPOOOg+UfhxUcHEm7+4C3+H60Cp6jLMP8ArU+taI6VnQHMifWtEdKoTHDpTxTB0p4oAeKfTBT6QDq2PD3/AB/v/wBcz/MVj1seH/8Aj/f/AK5n+Yrzs1/3OfoaU/iRpalJ5V1buZNw6eQJCrMSR8wx97HoaoyXE8lnFCk0nnLE6y4JyrFgoz79cV0NGK+Cp4hQjFON7f12OpxuczJPfTsAZJYi0f2f5cj5w8YLj/vpvypJ7q8lIlkZ4lYIhQsUAKyIGOR0zlhn0FdPRWyxqVv3a0FyPuYCPN9ujaNj5AeNd6zM4GQcjB6gnjJ5FLcXIN9IsNy6xKwW4/eHP3hkj+6B0JHr7VvUVn9aXNzOPS39aD5TC8+7jhWWN5JG+zTlFbkHaw2H3ODV/S5WkhkVm8zY+BKGJEnAORn64/Cr1FZ1a6nBx5bf8ONRsFFFFclmUFFFFFmAUUUUWYBRRRRZgeCCtPQ7C21TWILK5u2tkmOxZFjLnceAMD1NZmeciuo8B2/neJPtbbAljC9yS7BVyBhck8D5iK/XW9DyorWweLtCuPDF1bRxanLdQTxlllBKjKnBHU9OKnsPDWkX3h8a1feIJIQJBDMDbM+xzyBnPPFXtZsp7j4dQyXE1vPc6deNuaCZZcRyc8kHj5qh0G2sbr4dX8eoX5soP7SQ+aITJzs4GARUXdi7K5UvNAt7WwttR07XmuNJacQTyqjI0LHn7mcnjmr2p+F9BsZ4YdQ8VzB5I1mQNaM3yt0PXis/VL/SLDwt/YWlXct+01yLma4eLylXAwFCnmtvxRp2h3V3psuo669lN/Z9uPJW0aTjb13A0XYWRm2XgiOXxS2iXeqCJ5IxJayxx7xOpBOevHAzWRqMNrYJLDZ3TXERb5ZShTdx6HpXV6HrFvrPxS0uSzR1toITbxGT7zKkbAMfTNcVdiW5uvIhjaRlydqLk+p4HtTV+oO1tDbh8OaY/hJtbOsOrq3lGHyD/rcZC5z6d6sWXhnRZfDsOr3WvvBG0ghdRaltkmM7evPHeooGP/Crrg/9RZf/AEVVzTpbCL4bFtRtpriH+1cBYZRGQ3l9ckH3pO41Yq3fh/R4La0vbfXHmtJrgwSSm3KmPAyTjOTV+98JaDp96tlc+JTHcMFYBrU7fmGRk5wOtc5rM9hPdxyaXbSwWnlIpWQ5+cD5ue5961/Hx/4qcj/p2h/9AFGo9DH1XTLnR9RlsroDzEwcg5DA9CPY1TFdJ46/5D8X/XnB/wCgCubFNaoHuTJ8sDHuxC/h1P8ASgdaV/lSNPQbj9T/APWxSxxvIflUn3pICW2P75RWmOlVILXy2Ds2WHYVbHSqEOHSnimjpSjpQBIKfTBT6QDq3PDGmLq2pPA08sIERfdGcHqOP1rDrq/Af/Icl/692/mtRNJxsyo7nQL4OhXrqN4f+BCpR4Tt/wDn8uv++6peJ7+/tNRZbO4lA/sy4lMaOihWUrh/mByRk8VWS31W51O3to/El0hmsvtAOyMgcoOm3ngk/Wub2NPsvuNLmofCMB/5frsf8DqC68EwXVrJAdTvk3rjej4K+4rHM+px2cE41rULgTak9r5UXk7yFaUcEgDkBOvp71rRajqdtYxJd7jdQrJK6sMMyhTsViBtLEumdvGc0exp9l9wXHWngqG1tY4Tqd7LsGN7sMn61ZHhK3/5/Ln/AL6qrZ332WfVrO91iUsJlggdyo2EQK5wcYByWPPpWNpmqahNa288+sz+f59tAYSIxuWSGN2YjbnOXbnp8o9DR7Gn2X3Bc6P/AIRO3/5/Ln/vqoB4NgW7acajefMgUpvG3jv9a5zTtY1OfT43k1a7jO6x3mZodzGSUBiuF+4VJ685Hsa1NU1WQ3eqC11h0QLaiERsmFYylH25HP3cd6PYU+y+4OY1v+EUh/5/br/voUf8InF/z+3X5iorfUAL3XY5tVO0SrHbgunyZhVvl49WPXPSsVtevIR4dmGozSRi2hk1D5VKv5xVFLED5cEse33aPY0/5V9w7m+PCsP/AD+3P5il/wCEVh/5/bn8xWZo2pTve6Ys+rySDZdmZXZPmKSBV3YHGAfas7T9evrhPsk+pzxi6u4pYp3RUdLaQOVUErg8pjOP4qPYU+y+4VzpP+EVh/5/bn8xS/8ACKw/8/lz+Yql9rkf+xIotbkmR7meGWZAqmUKrkbhjqCoGRjPXvVfwVqV/fyMLm7uJgLSKRluDGSWYn5k2D7uARz3FHsYdl9w7mr/AMItF/z+3P5ik/4RaL/n9uPzFdBRU+yh/KvuGfKBrrPDmqAaPeaTaeG31C6uYis00Uj7tucj5QDwDj61yZ7V2WnXdxp3wyu7myla3nl1RYnljO1inl5xkc4zXfLY5I7hpeoy+FtMuNL1bwxLMdQYbvPd4vMUYwAMdj3HrV+FNRi8My6KfA14yyMZDLmT/WYIVsbewI49qpQ6hd6j8ONUkvbmS4ktr2EwvK25o89cE8itHXf+Emu9L8PzaYdUlVtOQyvblyC+T1I71DKWxxthpV82sC2/sq4upoGDTWgRgxUEZBwMj6+9dP4ottY8Qi2aLwbe2c0KCPzFEj7kAwq4IHStae4uYfHPhRJpiuom3hjvtrfMWz0fHU4x1qpd/wDCR6VqOpayNYilgspjKLb7Z5gYGTaFKA8fe7+lO93cLWRn+BYtR0u6fVovD1zf7cpE6hgEPIbGAc+lXJ9bg0Cb7Q/gh9PuZUdEllnkHUYOAwwetS+Gv7VuvB2uwafLKLrdC8SpLs2kuS2CTxxmodSXVNP8C31p4imY3c1zG1pFPKJHAH3iOTgYpPV6jWiIbC7uLrwS2m23hKe4gYmQ3cbuR5oGN+AMcDtnFSaJrEd5oSaRD4QfUo4XEsvlzPzJjG4gDjI7VZ8G6tL4f0Sxlllbyr/UhCI2b5REow5A7fM4/Ksa/vLrwvqGvaRbbozPMoEquVZFVtwxj1Bo8h9EbN6l7Pa2lrF4Hu7eyt7g3EkIMhEnGCCSMirE2sjUgNZfwK8wVAVuTLIyYQYBPy4IGP0qLXPEV/pGoaDcpLLKp0uNniaQ7XLKQSfU81V02a8/4Vvfxi4mQC8RFG88IVOQPY+lKw7mNJFrfie8nv1tLm7cth2iiLKvoox047VBHoupPfixNlOtyf8AlkyEN69OtdZqV1c6b4b0CGzuJLdGgaRxExTc27qcdas3t5O+keHb6SZzdEyp52fnIDYAJ61V3YRy82j3EF+Lea1mE7kBInQgkdBgVZm0y+s3iiuLOaF5DiNXjKlvp+ddl4qJ1Q3k8JK32kz4JXgmI8g/gax/FD3M/iZYllkZgsQjG4/KSi9PTmlF9AaMi60y/sUV7uzngVjgGSMqCfxp1ppl9fRl7WznnVTgmNCwB/Cuw1if+09K1fTt5kbTDE8bE5J2ja5/nWR4UuJo4tWWOV1UWMjgKxADcc/WnzOwWVzAZGjdkdSrKSCD1BoFBZnYszFmJySepNKOlMQ8U+mCn0AOrpPBl5b2WsSSXMyRIYSAznAzkVzdOFJq5S0PVpb/AMP3UhkmmsZXKGMs4VjtPVcnt7U6O70KOVJY3sVkjj8tHUKCqf3Qew9q8qFPDH1NRyFc56esvh5FRVGnhUk81QAmFf8AvD396klvdGnkEklxbs4wAS/owYfqAfwry4E+tPBPrRyD5j0e6vPDMcckl0+mhJXDSNIEw7dic9TVgvolxKtyfsUkhTaspCk7SOmfTBryTV7RtQ0i5tl++yZT/eHIqt4T1CW50OON2YS25MLg9Rjp+mKnl1HzHsLWnh5k2tbacVAAwYkxgdB0pUTQEMW2LT18nPl4RBszyceledea5/iNAZj3NPlC56A6+G42E0kOmKxwu8xpnngDOPwqQQ6BsaMQafsdQrL5aYYDoCMdBXnFxCLq2lgcna64yO3vUem3Uk9rtmP7+JjHKP8AaHf8Rg/jS5QuenFNCJkYxWGZf9YdifP9fWmOugEYePTyNgjwUT7g6L06e1cBub1P5015NjZYnnA/M4o5QuegCTw/8nFh+7+58i/Lxjj04AH4VH/aXhrS2WTz9OtWK7FZQqHb1xx29q4V5UiXLsBiuWv3F9emaTlRwinoBRyhc9uh8Q6Rcruh1G3kHqsgNS/2vp//AD+Q/wDfQryjS4/KCJjHy1qUcoXPIK63QpLDVPCN14fub+KwuPtYu4pZ+I3+XaVz2PesE2KHo7D611fhGw0iTT9TGoaVHey2sDXKSNKyZAwNmB+JzW8tjmitSC8TTtE8Jz6LHqttfXV/cxyF7c5jhVe5NXPFd01lo2kjS/EcT/ZbZLaWKzuWBZhk7sDtUTWWi69oWqSWmirpl1YxCdHiuGkEgzgqQ3SppDoVj4V0vUZPCsU81wzxOv2qQcpgbuPWoKMPwc0cvi62vr/UYoFgkE8ktzJ9/BHGT1PNba+F9MuvEUt1ceJtLazmuGkkjjnIcoWJx0xmkttO8P8AiPV9HtYNObTZD5z3tujOThRlRub1APT1pLHUPCeoNcQy6GulRlWCXa3DuVI5GQfXpQ3dgloPsorA+Etdt21ixikuinlRSSYYeW5PI9x0qPUbWy13wvpFzNrWnx6nBGIZFeT5mjzhd3+0oPPtTdC/sRvCF7qF1oEd5c2cyRljO6+bvJ546YqHUW0G90ItDoyabfecpjCSySb48HJyeOuKfUfQva3qL6NZaJp2j6pp1zDHCUkKRRzbZC2WYllOAc8fSpPGWm2mqanaahHq9i8k6xQ3AjfOHxgv7LwK0PCukaHf6DFFc6aiXlxJJbwz+Y2XYKW3YzjjIFcxpIgg1uGO9tBcR+Z5bxMxXk8dRzweaS3G9ja8WW1n5GmS22o2ly1vax2rLE+WyoPP0qWzgtT4GuYG1OzSeWUXAiZ/mAUEbcepq1dSeHoPEr6OfDybPPEHnLcvuGeM4/Gq0ekabpCate3kL3sdpdfZYoS2wMf7zEe1F9LBbUPLsdf0PTY/7Tt7O4skMTpcnAYE5BBp16bKT+x9Gh1CFhab2luicRZY7sA/hiq122iX+itfW1kljc28yqbcTlhMh+vPHtUviVNNhstMay0xLZ7mEXDMsrNwcjbz/OgC1e6lBp3jaW9juIbqzusiYRncNjcEH371dI0278cyXx1C1S0tvKZC7/6whOMH2IGayvEa6ZFp2mtZ6YltJdRCdnErNgcjbz/OucFCVwbszttF1d59YvYNRv7JbR45I5H8tE8wHjhgAT681FodlaWcmqRyatZAPbtbo3mcMWAOR7dq5EU4dKfKHMdGdFsLSxu5ZtUsrmQRfuUhlOd+R278ZrBFMHSnimgY8U+mCn0CHU4U2nCkNDxThTRThQA4HmnimdeKR5kgQtM6og/jY4H40FEwrNhtPsOuSSxjEF6vzj0kXv8AiM/lWjG6yKGRgynoQcinYB6jNJgh4pwpopwpDHDrVGb/AEPU47kcRXGIpfZv4G/mv4iry0y5gS6tpIJPuuuMjt70MCRpFQZY4qhfXO6PIGACD+RBqpBemZD5pzNGfLkx0yO/49fxqK/uNtqzcKKBli5nGRGTnP3jWfb7ZLpI8gnPIHtWfJLI6AuxLOdx/pWrpMJaeWbHXAH480Ab1mpMm7sBV6o4YxFGF796kpAec11fgtnhj1uZYVlC2D4V03KxyOCO/wBK5StPTfEOq6RA0FhePBE7b2VQDk4xnkewraSujCLszodSvJbvwZFdabaQWsbyeTqCW0O0kjlTkfwn+dAvr7TfA2km1iUs8824PAsnGeOoOK5+DxFqtrYPYw3rpauGDRgDB3de3fNWYvGOvwQpFHqUioihVAVeAOnap5WPmRo2dvrOqeJbPVVkSyuLwuYXA4zGoBG33x+taGhalqGs6z/Zmq6bbNaSLILj/RAhXCnnIHHOK5O+8QarqUsEt3eySSQEmJuAUPHIx9BVi68Wa9e2r21xqUrwyDDLgDI9MgUOLYKSNbQJZ9P8G6zLaRLuFxEFDRBwRkjoQQazdUfVNaso9QuLdFS2C23yJsLElmHyj8elQ2PinWtOtEtbS/eKBM7UCrxk57ipJ/Fuu3PledqMj+U4kTKrww6Hp70Wd7hdWsdBLNY6KfD9vcveJcWca3BSKJSpZzuIOSDnGBVDXNPa08dYjjYxTXCTRkDqGIb/ABrGu9d1O+u4Lq6u2kngOYnIGV5z6etW5PFmuSzwzyahI0kJJjbavy5GD29KVmh3R2TXon8UavZR6fZJqCbns7gwAsXHPJ9T2NYMK3V34M1TcsktyL5JZQRlgCvLEdetZQ8TayL83wvn+0mPyzJtGduc46UyPXtUj1KTUUvJFu5Bh5Bj5hjHI6dhQosfMiWPRZToNxqcheMRSrEqMn3yeuD7V0GratfaXpmixwCMK1kpPmQK/OT3Irm77XNT1NomvLySUxHcmcAA+uBT77XtT1WJI727aZEbcoIAwfwFNp9RXS2NjxZJNcWuizzLh2swWwm0Zyew4Fc2Kv32v6pqkAgvbt5ow24KQOv4CqAoSsDd2PFOHSminDpTEPHSnDpTB0pw6UDJBT6YKfSAdTqbThSGh4pwpopwoAeKUqrqVYBlIwQRwaQU4UFGDJ4TgWRpbC8ubNyc4jb5R+FNFt4nsv8AU3lveoP4ZV2sf8/WuiFOFTYaOdHiS/s/+QjotwgHWSH5l/z+NXbXxXo9zgfaxE3pKCv69K1xVa50uwvQftNnDIT/ABMgz+fWlqMtQzRTrvikSRT3VsiquoXDJiJcjIyTWVJ4N0/eZLOa5s5OxikP9ef1qtdaR4gtI98Opx3aJ/DOuD+f/wBegBl/I1m4lQ/68eWR79j/AE/KomnN3i3z8saLk+pyM1mX1zqZDfbdObG3aGi5A9+9N0zVbVI3WaXy5WXB3DqaLgaEpzIT27V1mjW2y1jLdQM/jXMW4iu7mFY5FdWPO054rs7JSEb0PSgC1S0gpaAPOaKKK3OYKKKKACiiigAp1Np1AxRTqaKdSYx9Opop1MQo6U9aaKcOlIY4U8UwU8UhjxTu1NFOHSgB46U4UwdKeKBjxT6YKfSAdThTacKQ0PFOFNFOFADxThTRThQUOFOFNFOFIEOFOFNFOFIY5acVDKVIyCMGmrThQBxl1c3mlX0luX8xAcr5gzle1V2vbWW6ElzYxMsg2PwDz2PP5flXT65YtdW6yRKpkTqCByK5xtIndCpjHI/vCkMQ6Voc7b4jNaSdmjYr/jVyG11q2A/s/XlmXtHcru/Xk/yqpbWN06EFBuQ7W+YdR/kH8atpYXGeVC/jRYC5HrPiG24utHjuVHV7WXn/AL5OTU3/AAlZ76Fq/wD4D/8A16jgguY8f6QQB26/zq55tx/z2P5UWA//2Q==)
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ISSN: 2251-6867
Electronic ISSN: 2251-9432
Current Issue:
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Latest Published Issue: Volume 12, Number 1 (2024/1) |
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New Journal |
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The International Journal of Applied Operational Research (IJAOR) publishes high quality, original papers that contribute to the field of operational research (OR) and its related issues. Operational research (OR) is an analytical method of problem-solving and decision-making that is useful in the management of organizations in which problems are broken down into basic components and then solved in a number of definitive and predetermined steps through applying mathematical analyses. A number of analytical methods that are commonly used in OR include mathematical logic, simulation, network analysis, and so forth. We are delighted to announce that the journal is going to accept articles in one of the following realms and categories:
-Decision theory and analysis;
-Data Envelopment Analysis;
-Probabilistic and stochastic models;
-Operational research techniques in finance and marketing;
-Manufacturing and operations theory and practice;
-Operational models in services;
-Logistics and OR models and techniques;
-Applications of operational research techniques;
-Military and operational research models;
-Operational research in public sector organizations;
-Statistics modeling;
-OR for investment strategy;
-OR in ecology;
-OR and multiple criteria decision making.
-OR in urban planning.
-OR in inventory control;
-OR in economics;
-OR in management;
-OR and telecommunication and networking;
-Optimization in operations research;
-OR in transportation;
-Fuzzy sets and systems;
-Discrete optimization;
-Production inventory;
-Heuristic Method;
-Stochastic process;
-Integer programming; and
-Sequencing and scheduling.
Instructions for Authors and Submission System
Each manuscript will be peer-reviewed according to the editorial policy of IJAOR. Submitted papers should be original, unpublished, and not currently under consideration for publication elsewhere. Instructions for authors can be found at the following URL:
http://ijorlu.liau.ac.ir/
Authors can submit their manuscripts through the Manuscript Tracking System at:
http://ijaor.com/form_send_article.php?slc_lang=en&sid=1&slct_pg_id=0&step=2&abst_file_type=10&rand=22391
Journal and Publisher Information
The International Journal of Applied Operational Research (IJAOR) is a quarterly journal, which publishes high-quality articles dealing with issues in the field of operational research; this journal is indexed in several databases like EBSCO publishing, RICeST, IAOR, DOAJ, Ingenta Open, Index Copernicus International, ROAD and Mendeley. There is no publication fee for any submitted or accepted articles in IJAOR.
Editor-in-chief
Dr. Sohrab Kordrostami
For any inquiry with regard to the journal, you can contact the editor-in-chief through the following email addresses:
Sohrabkordrostami gmail.com
kordrostami liau.ac.ir
Or you can contact the office of the journal through the following addresses:
International Journal of Applied Operational Research
Publication Office
Islamic Azad University, Lahijan Branch
P.O. Box: 1616, Lahijan, Iran
Tel/Fax: (+98)13 4222 90 76
Email: info ijorlu.ir
www.ijorlu.liau.ac.ir |
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