IM Alg1.6.1 Lesson: A Different Kind of Change
Look at the patterns in the 3 tables.
[size=150]What do you notice? What do you wonder?[/size][br][br][br][table][tr][td][img]data:image/png;base64,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[/img][/td][td][img]data:image/png;base64,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[/img][/td][td][img]data:image/png;base64,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[/img][br][/td][/tr][/table][br]
Noah has 50 meters of fencing to completely enclose a rectangular garden in the backyard.
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mY2E1y432HxZJTtoywXbrQ5d73ByYMEF85mefz6DG99scmzPzjFyfU4z2T03J2wc71m5sWGjxcbVt6sWLlfsLAbUDHrMpDzGSkPh6gvhslNeEkPebj43Cp7D+YYW04yOR2j0LZxeHeOO28fcO3FdS4+WmZiP0t53kNnPcrxjQmu3VtjfDZHKK7D7pZiMMpQKaUolAIQezF45FiDgsCiQGfow+yQY/Gr0Ahzkr8fe1iO1tmN2tqNytSLSt+HztyP0SLFF9AzOBuhNu3i5MUGQzNesmU9wZiScFJNecDCzFKIaw/G2b82QK5pIZkTKI+BWNWEr2SjOhyk0PCiNvSiVvegkklQ9PUilzyFUtmLwdaHJ64X6bAgYCiNJ1Dou5Dpu1BYTiC3daO09aH1ybAmhEquxBZUkCk5mVwKUBtzUBz0UxkN0pjycP7eCLuX6myca1EaC5IbDNKaCROrGajMhBnZinPqdou9Wy3aCyE8BS3ZET+vPLnOH3/3BbMTNYweFXqfHGNQha/gwhY1iX8ze1XiIRdEHYdTQyBswhPV4InpsPiUBBIO1EYJEvn3kKu7UGq7UOq7sHg11AarLC7PUS2nsbg0aCz9GOxysSAJ9NXsUuAOmijVMqQLUUwOJZ6YAU9MQyBlQGvvQ2XuxuJSsru3xR/+4kf84su3mWymCafNeFMaMnU7qYpDnJEFait0UbNbjkGY9e0SLE4F/ohV7NbhrIZYVkM8bySY01MeDzK+VmJkMUMsYcMft5EbTZBqeEQqbgzKCZRMRBtWfFk1/owOb0pNuGBgYi1GKmnAZ1dSLcYYbiTJxO34fGqagyFKbSvJlpbslInMiInquJ3NvTK1loV0VYc3o/wOoB9+dpqzN2usTdnYX/AxMe3g6KjMX3xzi/M3mgyvB/Bk+2mNGhmfcBBMSHBlZERLBopNK+05FyPTQUanQ2weVdi6UOT8s4NcemGEC/dGuH8yyS9WMrw6FWS5auBUzcatQTMX0jrOV53MTvgopswMxGw06h6Rvs4e1lm/NMzRi0usXB9neDPD4l6dUE7N0ukab/3sGW5/co6XfnSFW29v0thws3Q6xrmrTe68dZo3f3yBhf0SGkcfUk0XEnkPCqUgvvTjz9uJN71kh/1EKzY6mznWjuvEhI496qQ16cXo6BO7m0Hfj9mkQGvswWDpJRLW0Zz2UB8xUylr2b9Q4fLdNifPZmnPWHnmXpOvPl3jzu0az749wQuvTfDSM20+fDzFhQtl8oMO7EGFKJpY/ErUxh40yl40sh5U8u+h0QpdXSLOn/6ME4tLjk5QGo3dSASQmrvQOftQWLqRmU+gF8SSsJxky8bAjJcXr1Q52oqzuZth8XCAgdUY+UkX0ZqVeN3C+GqZbDNIfSIqzkCVyRArF9ssHQ+wdWWU4bk8oayVwmCAuy+c4Vdfv8PsRBWtTYbOq8Lo1+LJCKqxF1vsW5pnC6oJZKx4YlrcEbVIyV0RJRa/gmTeg8EgQanqQWuUojJK0NuleEIGytU6axtrNAeTuEIm9HYZalOPeIlU3ibDH3IyPTNGp9PCYpfji1vEGdTqkaCz9KA2nsDq1nDm4gF/9buv+P03HzHVyGF3KdHYutFZnsLqluCNaPBG1HjDGvxRPdGMlUjOTLrqxOSToHNJxI4osBuT0J2DMrwJLSafDE9SR6riJ5i24s9YiVc82KNqAkUTpakQ0aZFFBkTA3aCBT3Zpov6mIeBlp98yk7EoyUW0hCK6YgULMSrJjKDFpJtA+khO82pECOzcYamIxTbViodF4VJ13cAffh4lhe/2ualD9dY2AqSGtKRrRo43hug3jIQzqmIVuy0ZyNsnR3g0qNF6qtRXFkFzpgUV1JOPKmm1naTH7TSWgmycCbP6duD3Hp1givXqlzu+JgvmwilFDj9EuolE2OCYpc2EClY8YbVLM1lGR8OMLSaZHQnw9y5OhNnS7Q3MtSXYgxvZxncSvDsh/tce2WeO0+2OHNzkqG5KAPLXpYPYkzMO4k2jXhyWvHg9um6MPtUKE09yDRdqMx9aBwS0dLw1Y0sXKrR2oiQHTdw98kCNx5PMLjiwRmWYrZJMOkVGPVyhHkwmFYzvpHk6H6Ty7danFyOcvNmhfsvD3Dz+QJ7FyI8eDzBC69Pc/dGgeNbJa7fqPFnX27zD392ipdfbFMet+HJa3HlNfjLWnwZFWZrN1ZjD1ZrFzrjU6iMXahsPagcEpSCWGTowiR0TOMJlPrvo7NJkOu70Fi7MfgE60XB0HqM1Ys5ts/FeO/VGS6ciTF1Nk162oU/YyDTdlKfiVKdjZAec1JdDJOa8BIZcuEpGfAUDLhzepwZEzpHP9G8g+dfusjf/v4r1ubaYtEQ/m7yqhHoqT2oxZfSEC4YcQTlBFMGfBENLq+SUNiI2SPYEDKMTmGmPiF2z35VF1J9N1q7BH/CRr09xPzKEoVaFH/CisWrxOjsR++QiPaRwSknEImQzqVIZv3UaiHGh+M0aj4SKSuhiAG7S44noOP0uR3+8e9+LXbQVj6IN6JF65KgNHZhtktxuJU4PSrMNqn4O551i8BzRVXoXX34kwbsAQWOsAZrRI7RL8Gd1DAwlWJsuUx9NEM4K9DPAIV2mEDOhFeYRQtGkm0Hne0itbkgyWEjlRk720d5RqZ8jE36KFRMJPLmb7u+s08ULV0JJeGyAFAPhXE7hY6V0qyd9LiR8qyd5ePydwD94OsD3vvLC7z567Ps3m8ycpAgP+EkUjKSLOuIlQ3iYfflVOTaFg6eGWXuOE9p2k24oCWS07OwnGZ+J8/IeojVoyLzJzMc7A1wdG6QzaM6uboef1wQGqQkUwbyeTOFkAKXV4bbLmejHeXJ2Rle2x9mYT5CYtBCeSFKcyNDaSlOaTHC3NEAOzdHufJ4haPnJzh/d5TrD2c5vj/DxpU6uWEDrSkX1QkPgYwWZ1iLI2gQ5XBBvTMKdoYwh9j7iJTt2FIKGrN+OhsppjbjvPbZOo+/WOLoQZVqx066asXmVIg01Gjvo9B2MnYyzvrlEkfX6uxsxPny4zPsHeRY3YtydDPD7L6P5bNRzl8rcPJshAvXCxyfz/Dc81UevNhics1DYszKyG6Sk8+0RNGp0jaRLegIp5TozU+jN/Vic2lE1Vlp6EZt6BHpmM58QlR5dYIiben+lqZ5JTgSavwVLQOCanyc4eKDITaPEnQOorR2ouQXvBTmvSQ6drKzXvLzQUJDVvEKtC3YUoJ4oxKtFoVVhsosIZr38NyLl/mHP3zNmZ0ZnH4l/oQOT1grzs+FRoDlvQFWj0pUJj0UR5z4k1q0xm70JgV6mwa98BmsCrSmPjSWHqx+BdagWiyQgijUmZ1neGKETCmII6LHnzDhCqrE9xLsE6tbRSKdIV1Mka8GmZzOsHuywdCQj0rTR7nhJZ230RpMcvP2Wf75T7/lz372Ayp5J86wHKNPit4lJ5KxE8ta8YU0hKM6vEEtroCgKegx+6WiehzKmAlldKTKNvIDXjwpDb6CjpA4lmjJtr00OkkKw2HSDS+VsahY+GJVJ+mWH7cggo46KM97GT4ZYXjNz/ZxkfqYmULDSK7hIlawiexJmJ29GR2erJJYy8jweoSBJS/RloZCx87QepiB5cB3AP3yj1d445d7XHt/gbW7ZeauFBk7zOEpGyg27CyvVvEklbhzSlxZJYlBE+vXywxtRsgNOig1rFy/vcilV1c4/dwop6/VWd7OcGa2xFQzQTJsIJ42ka5bSA0YSTfMDE/4GRgMEvaqOTtf4Sf3lvnt1Rm+vtDhjGCbpNS4EmbRsPeUjVQWElx/6zRHj5ZZu9Zm8UKZFz474t5HJ7n1g1XOvtQhMmAUh/zjc9OcOhxj7XCEgxuzrB4OMDSXwhXRYYsIh1FBdjggBiIWThW5+eIsL/1glR/94Sw//bszvP31PJvXSqydr9KaDmHzCEqlVDycQjhgcj7Kw0dj/PSbHe7eG2FiIUS8ZmT3Uon5HR/jyxYuP6jx+PUmN25nmdtwcv+tMV74YJrti0nqSx7WrtY492iYvVsF7rw0xvbpJPVxK1ZnDzpNN1arinDSjtH5rU2htPWg98sxhRSikCWY6UafRPQx7YI9UdQSHjSTHXcyf7bIqXsjLFypiQAtLHmJd2xERq1Ex2xk50L422ZcNQOuqhFnwYQprMbgUSNVnRDtiGjBxe1nz/Gnv/yai0drIjgHl5JUJ90URx0c3Jjj/ge7nH6hTW7ewfKFJsURPzpLHyq9RASmI6jH5FKht0nxxYVi78SX1IrilydkY21zk87MOJVmikBCx/hshu3dNnPzOQZHwvhDesrlIvWBAqVqmFzVxcBYiGLTTWM0QmsyQqZqpbNQ5ub9c/zbP/+Orz5+iWhMSzClEQFh9EjxZcwinXUFFRSqLqxuGRa3klw9TLxoxp8yiIJRsuKk3YnRGIuK3c1f0hJuGAjXtCQHraTaQvEXhJwkg500oYSO6mSQ0qifRM1KYyZIey3MwnGJ8pSNyS0vsye9zG6HaU4FydRthNJazEJTSqjxZpUEKmrGTkZYPJ2nPGyj2fEwtBJn4qD4HUC/+Pv7PPh8k537dU7ea5DsWLEVFFiSMowhqShT52pWNq8Okpn0UJ4Ps3tvSPSHUk0byaqRC7cXROHm0u1p9nfLTC4EWJ4OMT2aYLwdJxM1ky96iBYMlFsW1sfCbK7nOb2S5/0LMzy/WuXWTJqdsoszazkKZTuJqh93UostrKHeSXJ0b57FszkWzxepLXo5daXB4tkijVUP2Y6D9JCbznqdT372iHd+docHH+6yfqHI3sUBXnrvkPWjESIlh/h6qVoAg0eCwAqKEx62Lrdor/jZvtogOWjg9J1R7r+7w90nO1x6YYOhhRTOkJBekTE2bePSzRzvfLzAL/9wnk9/ts/WmRQPHg3wzJ0CZ84mOHs5x2evj/DJax1Gxk2culHmmXeW2L87yLU3pjh+ZZyjF0a4/8ECd14f5/B6EX9Shdneg9ncjd5wAqtHhjWsFMFjCqkwheVYkmrseR32nBF71owtY8GWM4pUdfnyGMvn6lRmfHROVSjPRQm2LPhbZkJDHuwZDcGKhWjLSWzcQ3DYjqduwF+z4M6YEIqAYDWZvDJ8aTNXnznDP/3tb7hy/hRWt5rqSJSlQ6EwB2muBJnczdJeDVCZ8VOZCTK2WcSTNGDz67B5dZg9ShT6bhS6XgwOJe6IifZkinwjiCdkod6qUm+XSJd8pOpCyCLG4pkGE9sFolUr4YKTSr1Ee6ROa7REOG0hnDVRagcIpQyYnBJcAcGb9XP34WX+9U+/4Mv3H1Et+WkMRyi1vWIn9Sb0pIoehkcz2KzfquYGkwSHQ4XLp8DilIseqz2oxJPQEimZCVWM5MeDjK4XybYcYjoqlHWSbyWJ5O0UWgHGlzLMnSqxuJfl6GabzfM1ka6WZuwMb3iZOh1iaMtHccpBacxLedRHrGLAn1ETzGkJlzSESwryE1baywHGNyJMn0wws53lzK2Z7wB6++MN5i/mWblY4PlPDhnfK2HPq/AkFfhrVoxhBYG0ltHVGCuXW0wdlTn7wizFKTeWaL/YrhdON7j5YIN3Hp7n7uVVik0HmQGbSBtcQtIjZKZRT9FqJ5geTfLifodLm012p9Lc3mqxN5XmeGeUVtlPpe4VaalVECRiRpwRg6hQzq/k2Dxb5vj5aa6/usLjL8/x8hfnWLvSpLoYpLGUYPfmPI/ev8ArX13l2qsr7FxusX+7w9H9Se482WPz+pSYlDF5pJjcSsxBmZgeMQsGeFQpCgNCtT93d5nrb5xk+UqL20/2RCV0YtHG7IKd4yspXvtwkU9+ecgnP1rl69/s8ck323z6o2V+/usdfvzTLe6/0ODtFxrcu1FkoGOms5tj7kyVyoSTuZ08i3slKhMuhpf81Md9BOIGbMI9WfrQaHtQaXswOqTo7X1obT0YXX1YgipsCR2WpA57Wocja8CW0mGNa4hUnOSafoqjQaINF5aoBp1TiktETiYAACAASURBVC2qwV+xY0qq0fgkOFJGXFkT/oYdf9OKvaglULNiCMhE1VhhEBJNwkxm4uL1U/zPf/c7Hj24SnU4wuR6kXPPzrB3b4Spgzzhql5UpqtTAWZ3c0xuJkk37Nj9amxeDe6ghnDQgNupwuXViiGGcNZBKGMjlLJTqBSptyo0hpLEq1YyLReZQQ/hshW7wHYCFrLVCvWhJuGUB5tXSSxjoTzgo1Bz4fQpcfsFv9LHg4fX+Zc//oKvPnhIJKCiUHcxOBOjMuYkmDYRTpmJJDXE0xr8QS1en5Fi4dvXEQIN7rhRDCwIIHUJFFRgJRktnpyBaM1GfjiJK2EhXgvhzZpwZXSEqyZGV5IMLoaZPZli6VSS3JCFxnKA0oyF5qqL6ryD9IiJdMtMum0h1jQSaViJDViI13XEKiqaCx5R95g7HefiowluvLLI9oXmdwBtLNlprfpZOFvkjZ/e5M4PjsjPumgvCBXYKhriQg4013Izd9CguRIh3/EQqRmwRQX1S0Vx1MPqZo1X7x1x8Wiexe06tdkgmbYNo7cXizCIB3TkM06mWjHurQ+yP5GjGNRTiJoYrrko5qyEoyb0uj5MRjl6kxSjQ0UgbaZYdnCw1+a5Nw85/2iZ0e0c997eZ//2FCMbWQbX05x9uM7enXm2LoxQ7fhpTwS4dmOGS88vcPOtTVauDrBwdYRQxYbO1iPOQ/a4WsyGys1dogopqIKC9L560OTekz0uPV5j87jJvYcDXLvs53AvyIefL3P/SYd3frHHD39zxI9+dYYHr41z+dkyH3+zwcc/XeOVd8e5ebPE0eU0rTkrlakQ5XEvu5canD9T4M7dDi8/WefBmwskKmaxw+h1XWiEjqPuQmXoFbuZxnACrfb7ovEuxv58cgxBgabLxdnTEJKRGPCRqQXI14KicGMISpFbT6BSnkClEWY/Iyp7D1JjNzqXFmvQjCWowxBUInd2o3D0ILecQGYQ1OJeNCYJvpiBS9dP8p//8Q+8/85DMSLX2SuwfLXF7IUyI3sJkUEJKuTEyRRzZzOsXakyu1vG6lPgj2kp1pzsrNVoF20kYxrUZgkacz++uE6MDJYaVRpDLeIFB/GKiXjFQnnYRyxvJFV04/ZbKFRrVAaqhJM+XEEd7oBKHDkcfjmRhAWPT0025+bx6/f5b//p93z69h3KRZuYyOmsZSiO2nHFlQTTRiIZI6myQdQ9khkXx7dXWT83TH7MgzsjWFUyLK5+/CEtFsGe80rEXHRqKEB+JE2w6CXVCouBBX/RwOBKlrmtAsUxN6UxJ6mimlhFQ3bcRnnOQWbCSHneTn7KQmHaTnLYSnJYyISbyY3ZSLcNjK/4WdhPsH+zxulbDS4/muCZ19a4/NzidwBdP59n9UKBS6/O8cKXpzl62OHcoyle/vEF5q4N4G/osQZlmIWkjk+CL6tnfL1CbsgvBqK9GSPJuolKx8vIcprN3SbHt6e5/sY68UGTSCNdYSm1up923c9sO8ntzSWOTtboTKawWVWkAhoGcjZiXi0atSCKqLF6tQRiJs7cXuDWC5tsnm7gyekxRoSMpwZvRk21E6E0GhQ9qHjFSDSrYaLlZ3gkyNxshjNnx7nx6kme+/ICuw/nSXVCGL1yDKYTYmrEEdMhE6R9u1RMljhiwhel4eDGNBdeXuXq2ztiTG7rdJJzR2G+/GiOH/7+kA9+c8hrX2xx5WGb2y8Pc+NRg62LIW690uC3fzzPZ1/Mc/pskht3m7z0xgytcTf1jp9Lj1Z4+xcHXHhtitd/eZHb7y1RHrPj8knxhdS4I8LMpCRQ0mBNy3CmVdiiMjGRZI+rCNWt+CtGHAkN9oRWrOStuTwTSyXqw36yQ05s6W89XZX8BCpZN1qTEqmyC6miB7VOhcGsRaXto1/5NDJND3JNjzh79im+T5+iC5Vehjdi4fL1Xf7+r3/Dl5+/yu7lYRbO1RjYCDJ2Oklh3snkbonZUzWGFxNk2z7CJbtY9BZ3h9k8GuT05QEuHVc4t5dlYylNYzCEP6b7VvVNG6g0qwxNjJKvh6lN+Oispphcz9LqRIhmLYTiFsZGB2m36/gCFoxmKUa7HLNdgdUmx+VUk4w7KOS8fPD+i/zX//gLPnrzGdoDAYJJNZ7kt2ckXDNhj2twxdRi7jWdN5NIm1ncbdJejFEY8xAWlOyQCq9fJYbwXQEZjrDAQITvQE1+ME2ulaQ0mhDP3MBsmPH1NEtrSdIDQh5XjScuhEWkuAsKkiN6spN6KvNWynM2avMBGoLouRhicjvO0LKb7atVFs5lxWDO0Z0Rrr88yYXnRjl1rcrhM0PfAfTWS/MMrwQpT3qYPlmkPhri1PEYH/zuKtsPhmmfijK2nWF8OUGiYUXj6xED0UarBIOzT6zmwYKW6pKfzJwTX1aYGf0sHOZIDzkIF3QkcjpmZzJMjWWoZ92cX1tgYaHKyEwWrxDbcsoIW2T4bQpsHg0GiwKLRUY06WJ1d5DtS6MsnixQbjswhWSYHDL8cR2+pJHMQFBU1tbPDDOxmGJ4NMi1Z9d45vEeZ59ZYGG/zvYzs3TOtbHG9BisMozGftFjVGp76JM9hVxzArWlR/RNDT4ZvpyZYifAwrkq0wdpMTh//k6bR29N86O/vsHHf3aF03daTO1G6OyGOHm5zM0Xxnn4Xoc3P5/mxu0qE0t+1o8KjK+GmN3KUZ8ME6s4GJ2MUh4MUBgMigkkb1hJICLMJXqyQ2aq025mDjLUF/0k2hZCZQvejLD5oidYMxAfs2DPaTBH1YRKTlINH1vHHfauTTK4miRcs4pxR42uH5W8B7n0aSTyLmTKHlQ6KTqTCrmqB6lcAG03clUvUuW3z6FP+j3Rs/QELZw9v8V/+o9/xhdfPGZ8rUBzPUFuykNy2Pnt/cQN+GMmcbNDa+pHrevHYFaJUb9Eyc7KfpUzV1ucv97m4FKL1YM6qYqRcFqI8ampDtQZGBokWfITLhmpTwcZmAmQrFkYns2Qb4ToTM0wNDRAPObEaOzDKGR6DT1i2ipX8jE8EWFlo8pHn7zO//JPf8W7L9+iUXXTGPGLOVdfWkekbMSXUuOJyUlVTEQzWpI5I6eOxtjarzMy4acg0GqXErdHh9ujxutW4XDJsHgluJJKgjkXwzMNlteHGZyIMryc4PzLy5y+N8GZ5yaZPsyTGrSKFo0tqsKdk1IQop8bIeYOskxuZWnO+alN22jO2ciP6Rla9bN3a4L7b++KavjK2Syr5zPM7YfZvlz4DqCRqND2VUSSDjS6XtwODa12hNd/uMezn2xx5e157n68xSs/PGT5QhFXUYbe961JLAzbJmsPwaiBYNFAfMRCpKwTtwjWDpoMLiZY3C2zfzzIa++e5fDCJNW6j1YhSrUZpdD2MDju43Ajy+m5FAmHDKddgcOswmFQUMj5mZ3OMDwT4sKlMS5dmCBRM4tVuDocEj0lo19Oqunh6osnufLitjg7DMyluPj8FlPbFaY2Koxul5k5O0Yg40CtOYFO1YNB3YNc0oWk73vIFV0otF3IDV2obd2obX3k2kEqnRAb14bEblqa9bN1eZRXvjzNa98ccPPdBTqnMzRXA2yfq/PKa1t88NUuL70/R2fGJWaJC2MBvAUt4bqZeMtFqZNCZ5BgMMpRqfuQyr6H3SHHJiRbPFJxZhpZDhGtGEjXvDgCGjEpI+aGfTKR1nqqenReOSpLr6iQ5upRcq0g45t1km0/3owVV8iOXCNBJutBKnxGmQDSp1FoJWhNCuTKHqQKIcDxNBLZ9xGA+f9cal0Pdrea/YMV/uGvfsHnnz6m0AqJWoNg1Fu9amwuHSaDDIdNi8EkQ6ORIldIUKgkYiAhlrWRKBkJpLRE8mYmltKs7FVoTUeojfuI5i1Um1UGR4fJVyOEKgZywzaygr026qfQCpKrxmiPjDE6NkipHMPr14ihd0HIsnmFlTUr5aaNhdUsX3/zEf/9f/tX3n98l2LRQqKkFzuoJ2Ek07ATSKnwJ1QEk0JQQUUiZ2Z+o8a5a1Ncuj3Fxn6F2dUSyYwFt1uJQ0iX2ftFgAoxTnfSQGssx/xMneWlOqUhN1N7dZYuDTKyk+bSy8t0dnJ4Mkqx2ITLWpoLPkY2Akztxxk/GaNzMk5x3ERh3EB52kJp2syFFxc4eXmE+kSAqfUMJ8+3GVmMitRcQKi4biZ56ntIup5GcqKH/u6nSIVtPHhwind+foEv/+YWP/r7W3zw+2Pe/u0R196ZpbJsx1NVYRYicfouYg4la2kzg1ENqQEXhWkv01tpNnarzO2Vufxwgfd/epVv/vQSH//+HktHA3hcKpJlD+tnhnjj3VO8dr/BJ/eHubiYwmeR4rVpCHu1rG9W+Ognl3jpjXVePj3C59dOsr5aJjVgF+fg6nSQqFBx17JM7lfo7NZxR00YrFJsHiXOkIrpjTqdk3Wm9kbE2Uup7UWjkKCXdqOTS5D1PIVBKxGzpKJNIKR1HFLMAhX29BEuWdB5pcgsJ9BYZYwvZ0RZ/NIL01x5aYH924NMrgR5/8khFy+3mN0SpHovBpsCq88gxgpr0yniLQ++sh2lRYZcLUEll6Do7cKs78duk2GxSUWw+gJa3B4tRqMck16GSSfBqO1Gp+nCZJWjsaqQKiUoFD1ikCIVC6GUSeiT9NJ1oo+evh4RLEIBkPX30dfbS0//UyLNNVoFdqIRO6haL0GhPUGv9H+gT/4/IVF8D6nye2JG2BPSc3i4xr/88Tf8+KO36Ew1cAVUONw69HoVZqMWg06CyShBKwCzvwe1RoFE0YUtoCeYtolCnxDLC2UFj9FMMG1GY1GKz9YRUVNqVxmaGqMynMGX1Yk0MzfkJJjTiN5ksuhlcmaa6dkxMgWvaNU4EkYMfgX+jCBG6cgU7ezsDvLTr9/jv/+f/8KbL98kklDjSagQmJDKLsPilxDJmUTaLAhXwo6pNyTMvE7GNjKsHJdZu1BhcitNezyEPyjHGRQWNQR9QoUrriBeFaJ4HVZm6syM5PF4lbhiOurTYZoLCRpi/DNCvGGhPhtkfDtC51SQ6f0Ig6tuUoN60kN6km29aNsIVmVpxkFzw8fgqp/5nQyjk0E60wkiWQP2mPy7Dirt/h79T3fR39VH/4mnKWT97J+b5PWvj/jkD+d5/7eneeNnh9x+d5arb0+SH7UQrRoJpXW4fTouDUb4h5tz/PSwwt5igNFpDzeeX+LFt/c4fbHNw3dP8u6vLvPZ39zm/vsbnLk3QXMpQ2LAwfR+kbNC4OBMkUf7RS6vpsQhPx03sTpd4ObVKb54sss7r67xYLvO+cksxYaDYNZAummnMR+juhBmar/MyVsjjG2mqA5GsLhk4pL0xFKDM3c3xIF+cCWHv2DH5Tdj0igwyySYlFJsFh0yxQlU8qdRarroN3UhVXWhMgoGex/OkB61uReNtU9USjMVM8snSzz54iIvf7rPndc3ieaNRNNGMTzuienxJQ0iXRY6scrUj9mrIdMO0VoriOtWck0faoUUZV8PWmUfCtn3kSu+j1LVhUbdh9mgwuvS4LYrKKStNBse4lE9Bk0vGnUvcmk3MkkXRq2SZDRE0G1HJemj53snkJzoQ9LTh0zaT09PN0899X26nv4fkcp6MFoNmJ0m5Pp+5KZ+VFapmO6R6rqQ6p4SM79aQcWNWrh4aY9/+5e/5u/+4huevHSXgE+FQVCY5RJ0GjlW4fDb+0QNQSVEFfv7xHu3uFV4EjqcETX+pFUUu4QcsdJ0ArlBitrYj8OjZmhohNHxCYIxpwhaq1+OM6YUO1+s4mF4ZoDTu/sMt6okEy5x+cEWMWKLCkVPLarv3qSW2dUWn3z2Jv/rf/krHj+8jN+vEL1GIYooqN1+QY1NKvGltKKAZbaqsFqEFJSDRMtLsGEiP2Znbb/AzFyEUtWCPaLCGhFytRYiKQPBhJmLx9vcvbzDTDuF1dSDynaCwpif4ngQa1RYVu/HndISrBhITZhJjQibLkaaC24Sw2oS4way03ayE2ayoyaqs27aazHOvTzG8bNDXHlmXNRudo6HWN35//ig0u6n6e/qQtrVjezE02iVvQyOJNm6UGX9vLBXWRDN2OHFKO2ZEP6QWoznxSIqiik7r55s8n+8d8R/fm+bj9+c58adNjefHefNj3Y5vj/K2sUcmzcK3Hpnlssvd3jvZ5e58+4urdWYONtOrSeZGHaxPRfhYCPN9laVUzsD7KxluX5U4cP7c7x1Y5KjhQQHWyUqw07KU4I45GNgNsriYYNzzy5w/HCRa69tcXh/GW/KiCdipDVV4O6TS4xv1XGGdZjtctwBMwGPkaVmmZV6DbtORb+qh17ZU/RJnkKi7BZnUkFxVBq+XfESNl4cfjWusIZE0czAmJflk0WeebTM7tkW0YwRtbELnTCXu5Xignhu2EO67SJYtKL3yXAKhzalFe0dYZvF7OgTBQmnW4ZW141CcQKdUoLLoqCYslCKGYh61QS8CvIFAy6HFJ26F7NJjs4s7Lb2iDuRzbEc43N1jDYpkp6nkXR3Ie3tRtEvQ9LdR9dTT3HixPeQSLpQqgQrR4dSoLpmBSqTFJm+G6XxWw9UCJ8LGye+iIkLl/b409/+mn/505/z9cdvEfTo0Gt6UQvsQyvHaJaJtpDbpxVnw1DCzMRCidJggFwjgC9mQSPkik29YjRRiFoKYQhh+yRTcrG7e4q5hQX8URvuuJZARojPGQiXHPhzDtozdXZObrA4N0Im7cAf0eCOGbFFtNijWmzCf3GIKMk1gnz25Qf8t3/9a954eIVUTEcya8H5f2eFrQLYogo8eeH5C6+hEwupEP9LlGxUxnxUJxws7mTZPVNlfTPNeCdMLKXD45PjcitJF9zcvL7H4wcXKEfNmPXdyAzfx+CXIIh39rgSra9HXF10Z3TidpWwauhKKvDmVAQbKoI1LZm2hcX9BKdvVljYTzOyEufw/jBX7o2ytVmgMuhh69ywqFn8vxRXduIEshNdyIQvVri6nkKn6hPnSoGHa3VS5DIFCoHKSLvQ9vSQieo4OehlbSTIu89O8M2z0/z+sz1+8ssznL9e5OBskldeX2TnSpXFM0m2rpc4fLbN6tUyV15d5KvfPsPUQYLmjJvOpI/xjpfxGR+rK3Fee/EUz9yZ4/Rhlf2VKE+uTvDl7UXuXh5h81xNjBTW1iLMHlY4c3eOsbU0Y+tpHnx4jhd/dIP9F1aJlDyYbSoCYTurp+dID0SRSJ8Waa3dqaHVTPHbJ4/44TtvE/V7xTC9tK8LSf9TnFB8H5m6C7ND9W0yRsjCOmVozX3YnXpCaRPDi3ESdQPtqSAzyznyRTcKzVNobRL8GZvYsc+9sMTipRZrt8ZpbeUJNxx4MyZ8SSWZtpHilEkMRwSLWnFhWzj8VoOaYtbKzk6CsbaZeFCDz6PC5/9WtVQp+0QrRsgTG/wqjCE51ZkU5dkY6TEvOocCpUEiUmilSolMIqO7q5vu3qeQSLvRqGVYzTr06n50agkarUT0XJVCXlYnZJV7kBu6cfo17B2s8M//+Dv+7Z/+kt998ykeix6too//i6n3/E47zdK1P70zXY6yEkJZgEBCgBAgIUAghCSUQUII5ZxzzjlYtiw5yTmXYzmUXcGVY4fq7uqe7pnTfXqme+ac8+H9S653Pb866635wLLXstYyC/H8nr33fd/XjpeHkapMIDFRRmJyFGabShLza3ryaBr2ojLKiYo9SXjkMWLiTyBPPCo9uOQJp0jLiqWgNI36hjy2N5bp6+7C4TJiK1Ogd8ajscWid6WSVailOJRP31Ars/M9ksxmdSRitCdLUlJatnDjREiWzjy3ljevH/GPP3/DywdnGe4tpqMjj+IKHVm2ZITfVmWOItUmQ5snSmkFSoNMshLWthTQN1lOU7+dpn4nHWPFtA26WF1tYKzfS9BvxJoTT16BhrWVPq6dm8WVlUhS/DHpc5KrT0rBeY01hjjdUeJ0J1CYoknNjZLsgkK6SdaJnwlHmXWSzNwY6tqNLO/5OLjfwMHTZh5+PcPW+SArM37sNqUUBtDZEn8ucWUnj6CMjCQ5TDyBjxB+9AjRR95BFnZEesXLwok88Q7RYUekXiM+5gQBr4HXj2Z4/70x9g9r6Z3KoXnEQt+8h0p/MrWN6UxvVjLSkUt1dTqd0x5cTWpsdSk4QyoCfTl46pQ0DOVycLef3iknDZ06atsN1HRmszDr5dJ2gMmZIs6frufVfhsf3x/n/tstLr+aZ+V6I0OnfUyebWJmt00an7f1OplercETNBKjiCZM9JdRR4iVH5ekG1E6Co01Iz2esd4GLqyNcX1jA1O6huMn3yH61C+IDP8njkb/P4RHHcWYlsJoWz12YyqV9QVklxuRKU6QqA1Hmx2N1haF1hVFQVBLY79HKoPjUqJR6pIwONPwhlwk6MTPKbF6zejsGsKTRIzthITfyC5IQmkQvW4YAuGhVp8iJSVK8osWFSVRXphMb4eFskIF7pxkstKjUSbEoxQDjORwYmNPIEs4jtGpRedKRl+UQGpeDCmmOKISo4hJiCE+IYLoiHc4cfIXnIw8QlJqAhp9Klqdkhj5CWlYJAZG4nMSQ6Po2JPIYk+g0sTR1lHHH37/Jf/119/wh6/eoE2WkSATD+xIFOoElOoYzDlKKvzZaDNlKNSRKDQy6XaOigknOjZcGhiJtImI0In0idBAO4bKqA1lMzE2xPDgGKUVbvICGegL4tHmxZNqjUNfkE5BbQET40O0NFVjt6djyEmQKBD6/J9SIGJqKnpWX72dh4+v8MfffMHNqyv0DnnIL0uV9NTCSiMq80kSM45LKSBFlpysEjW2oA5dYTI6T7JkWBdJH1tJKp66LCk55e/Opr4vl5Z+B3WtOfgbzGxtdDHeW43dqUafE4daH052dgJZVqGzxlHWmIWpOJYMRyLm0jgMBXEk6E4QqzlGfPoxKbSf51XjrVXSNGTl7O1W1q+WcflFBzsXqwlUqbCYE6QHZnJqxM8HNC7iCLnpajIS4qS+JvzYL4g9cgRNeDiJx4+QFHESeYTQ1I6QopKRYUrCkiNndLqSM9e6mDkI4KpSYCpKQJ0bJbGFGtsz6Z12EgiKntSA26+REheVPUbKO3U4fYmU1atY3PWzd6OD1jE7TSPZzEg5ynIuXGrg3q0WFpYL2Z8p5XDHz8t3h3n0wTpnX02yeauR+ctBWifzmN2qY2K5jP2b3TQPOknPFp7SE4QJCUH+z0TK/hmZXIzoZagzYrBZUxjqqGS5v4FX925S6Xb+NOiIPk5Y5D9zMvKfCJO9Q262lk9ePWBmuAN/oICUDBkxycdRpssw28QQRES9wrCWqiQZQmdPQq4KQ64IkygKkXHHCZcfJypB4FaiSdLIiYo/SUzscRKUYZJ5XASy5YknkcmOEisLIy46kqxMOS1tBvoHc1hYLSc3J45yjxD9szFoZJJElJQsMCgRRMcexWTPRGH4KRcqerO41EjkySLKFk1ccpR0+E6KSW6UeC9CXkogXaeUtNBwMcmWC030qPSSiWB77AkUqhiaWwP8+U/f8B9//p4fv3ifbF0iyXEnJRkmRR0rtQsGUxL5RRlkWpKlslEu8rMJYZLVT6RuRJ42SRON2ijH6lFiLRL8HRUFhWaaGmppa2+mpLKAtikPpY16zJ5ErGVatG4VhfUF7GyvEKotkZAmeqH75kSjc8djqVBgD2hwCxdTTzFvv3jKX377FZfOTOMqSCHNIpdcVMLxozRFSbbOpHRh1pejtiagssWSUSCcPenoXEmY3ErM4lWQSma+UCISyS1S4vKmSQFxp1fDuf0JBrt8ZIlZg0WGwRbDxJqfrYMyerst9A3m0zZpxT+YTVlbFjUdWZQFtZgcYvp8HJ01jpKQgUC3jorWDPwdVhpHHCxdDHDtYRfdfWZcXg3JwuKZeurnA6pXybGkyMlWJhIbfZyoE79AEXYMd1IcmdEnMCRHkqEWUsApjM5kAt35kqZUXKlhcLKctj6bVE6YnEmkGKJwuOKlL9fchhOlNRxLsUqahOYHMmifLWD9RgONg3rmNj0sbHvZvtjE8HpAitjceDHBu+/Ncud2Gx++388Hzwf44FId99a9XL1Wy7kH/czthxi95KNzyU37VD5dk/msXhDkuiD1Yy5UGVHI4iKIij1OvFJwfo5LhIWaoJuu/iomp0NUl5lorylmrKOVC5vrGBUpRItDHfnTZFdMMx02LZ999JiXT2+ysDyKRp8gJU1SU6MwGlNISjmBSieTXDe57gz09gS09jiyChTSQEKWdJKI+BNEJpyU8p0iIB6vPiVJWaLPi9GEIVOdJFJ+hOjII8gijyAPP0K2Uc7Sajl9oy5sBUmo1Um0BpxcPFuDW/S6siNEhL/DKUkiOobNYUcWe4oI2TtERxyXprvR8hOSBzYy/iTHhZRy7BecOvUO0THCiyoGUCnI5GGEx52QDq14kIi/RydGEJ8SjUoTT0tbgH/541f87V++449fvyFX0PaSjpOsEPG7KBKSw0hNl+EqzpCkoAR1mPQQE2V2gsixqiOQpZxCk5WM2a2id86LuTBFiqoVeUuorqmgpq4Mu9si5XErW7Ikn6r4jiUbYrCXWJlbGSdQXyylUfS2ONQOOXpPPPYqNc7qdMms3j5Ywa9+8yF//eNX7Kz1ojWES+wihUlOQuYpkjPlJGgFTiUSZYacFJ0cdXYyxvJU3A0WsrwqTEUqLF4VelcilpKfkDEun1ayIKYYwrEVp7G3P013WwUWlwKjOxGdXU7zSD5bh+VMrxXhLFThrU+nqsdIy3QhlS1ausay8TVoUZnCpNu5caKAwialFDow2OMo9GUxuubjwt0W1vcqKfCnSReMQnn85wP6bHOancYChgWkKS6auIjjaGXhBE2p7AwWsjrroGnIiCeUgt4j3BmxBBusXLw3wKNv57j6wQRLV5oxuRPI1Mmp8xnp77MyOuMkxRApkc08PwAAIABJREFUEemchQbyqzPJr0lnYSfAg2dtzO8W07FgIzBswd8phlIF7O1Xs7Xh5d3NKn55o4X/+XaM9w7KWG/W01ktPIuZ5DdpMBTIsXnjqewzUzVkx1auJEvgHy1JaHUJxMWFER19XHrai9uzqCoXb7WNnFw1HV0e5teaUGTI0STHY0xTkxwnIzLimFTyCUE/MuoYVnMaL59c56MP7rJ+epp0c7KUHRRyg82hISnlKKq0CHS6BNx5RnJsCszOZNIFJsUsl4YUiWlhRCaHEauVkVmoIb/eTLotVhrhx6VGIIs/hjz+BHGJx6QHi9Wjxt9iZO3Ah8ebjDI5nLjoCBRJEdQGbbS252IXNIHIY0QcOyrNDUw6I/Gi3zx+jIiII0SJ9x99lAi5yI+eJFL0gSnhxCSFSRbCJFUMdqeZpFQZsuRwxINEliSykydJUIlYXgxun5mx2Qb+5Y9f8Ld/+TV/+uVbFlZrqPBlkpB0gtT0WBTpMVKio7RUQ2FZOvYiDRaXEuHnFX1wnFLQESKJV0egzUmhMGgmQStDnRlLa7uPkf5hGmobsZgzKA7ZcVVlociIQKWNkCbtNlceVbU15BXnYHGnUhiwYPIIUoKMDKsMR2kG3qCBqjoLX3z5jD9+/zFLE+2oNWEkpZ9AphT0DBlpefGSk0j07YmCAKGLRiWGUZVqUl1ytIVxZPlSyGvTkd9uwFCaiNmvwtNmIcenljy3zio9p89NEap2kp2fgr1Kgyekx9duwu1PJS07XMKiipSR2hxJQTCD2kGTRLMU1lhvRwYNk9nMnKtgeKkIuzcZlSESd3UWwyslPH0zzdZGFcGQHmu2HHXsfzugvzpc405TIZ92FnGn08lEwEyNJYWhdievXnbx5m0nF+/U0LtkxxlSYMiX09Bl5+qzUUZPV1DXm0dZo4k0fSSahEiK7BoqKg2UBExkZCeRro+ha1gkNyboWipl8aCO598us3QtRHAim6JmDU39eazt1nB1P0hPVwbnptw8O13Lr5/08f1BA30hLdkuOY7iRAwuOYZsOVU+HXk+DQXNZjLtKaSkhJOpU2AWcSO9DIMhhkKvns7eUmqbHAxMV9E/XklhmZ4xYegvN5OqjJcOQMTJI0QI5IggL0QelQ63w6rj5uUdvv/mJRu7MxhyVSRlnMCQnYDJkkxSynFS02Ro9SKpY8LuzpTyfmnWGNS2GEqas8gPpJNXnUFydhSuOj3+fie9y6WS9ctSruVkonAxHUcef0pCiKjNMdi8Ktr6PNQEDHhFPCr2ODER4aSlxTE66aOtI5dE+QlOHf0FUSePkZqSRKI8RpLIIk6+Q9T/vUUjo44THRNGhJBlEgQ25RjRccdJy0jBWWCTdFqB9pSlnCQ65YR0y8eqBO4lAps3g9HZOv7t377mb3/6NT9++wHNbbkEQtkUetPxluspLjNQ5TdQF9LjLFBIqBNNVizKjGjUWdEosyKJ10QgV0UQq4oiKV2whCLJ8+ro7vOxs7VGc31IklBEQMHl1ZOVnUiOiCbmpeMpyaO+qYkCrw2LS0VOoVLSSnVOIZ3EY/Ok0dkvqAwF/PpXL/nX37zl3OY41twk0s0yknUC+SnSQKdIMIQRly4AcVEkZUehzJOjzk9EZRMPziSyK5TkVKskQ0myQcT6ItHl/TQJFqkikawZGmmlo7lKCqe7arTklKdIxv50m5zShmxpECXwqSpTNHn+VDwNKgqb0jCVJVDRayQ0mUNVj558fyp5JUrSsqIoC5nZv9nBB5/N8P7rfl5/Os7FyyFqS5Q/36C/OezntyONvB2p5LsLzfzysJ/H1/q5f62dF18O8/KbUV59MsHj131MrLnxBlNp6DbTNe0mt1yBWhuNNjUSrSoWRbKcjMx4rM5UXJ5M7AVqSquy6BguZ+/RGEtXOtm81cf5F1M0L3gY3i1nbL2Yu8+GePrZAucOm2nvNbE97eX59R7uHTZysORia8iJv1Yvpdbr2l04CrXUB21MrDVhq04nPTseRUo4hjQ5JqMMnTYcXWY0HUOVtI172bk+wPhmNY1DDiweDXleK8HWclSpCcTLoxAHNDLsHeTRwkBwTLqFTEYVq0IL/OuvOXthFbOgyBkjyMpJwWRRSA8ErS4ZvUlDUYWb/BK71OMItq+lJEWCaHvbs2maLqSgSUdlr5n6cYeUGipsz0DrTUSmE1rkSengxKoFKzeMZMH9sSgp9mdRXKnDoEvEolHS5C/DaU/HXqhFHnOUU8f/idjoMAwZahSJcsKO/4KwI/9E5MljRIYdI1pM3aPDJDtfuCijE46RLNhBaXGkauJJSIr8v35cYc4Xpba4cU8QowqTzAXNnUX88Y+f84+//MBvv3pNR1MRVeVGWtsL6OwvpbhSiy0/AUt2PGZ9FIWOFLzeNEzORDwBA2lWEQKPJSpZ9OJHSFBFkCBuU7Oc3sFarly5SIuQWTITMRckkedVYHbEURm0UFBppLzOTVtbiKKKHLx1Zly1WmwBNc6QDocvA2uBklCDlcHBMr7/5Wv++uMXvHtzm/JKHWmmSAllIjzbAqcqcYe1YSSZokjNl6PMl5NkkRGrO066LYbsQgFVjyMp4xSxiYILFUGiKhox8Y+NOorakExrez3zkwP4gg6qu+wUhNIk04SomAxukXyJRGEJI80mw1KSKDFyhRZq86VhKk/CGUrFXa9EUDR1uVFSFM7fbGbzQohXn83w+E0nP/z7Gi8/7efde00/H9Av3szz45VRvtxt5/07g/zwZoPffrLDuze7+eCjOZ5/PMHrr2a497KbJy8GuPegl61LDYxuCQN1Mc5qLfY8BZXlFlraSsh1qSgLZOOtNhJoddE+65OA0zOna7nwbIKLHy6w+niU4LyT0c1SLt1s5/7rae58McuTHzZ5+d0aD+428ewwyL3NKh6f9vP6cis3zzTT0ZVLe5eHhckW9s51sbfdxfhIDaVV2egESFjojdpw4uVHkUWJqWUEV56ssP/uDAX+LKxODa5KMwkZUdidRkkuSIiNQi4m1UJsl0cgiw0nKu4kaq2M+pCXH379He+9eICn2IQyNQpDRiLlXidZeiVZRg2ZZj2OAhfF/iKMDg3p1gQEnyY1NxaDJ5WGsVJmzjeyfKORyfMV5NcpMJUlkulVoMiOI1YdToqIOVlj0BWmojLFSy6iDKMOjVpBhaeYjfV2vvvuDVOTQxK28VT4LwiPOII8NoI0rZqk5FhOhr3DyRNCAz1C5IkjyGVhyOJOES4X5e4REhTHUaeHYc1VUuTJQpkSSXT0EakHlgZbOmErjCJJE44lV0VPZ5Df/fJD/vbnb/nh2zcsjrUQDDgo8ZmkPqygOI2aGiP+ajW1dTqqAnrSMyMlaUo8oA2WBGkQFpV0XNJZtfokUhRRkmOqwGulrbcPf1Mt+b4cnMF08mvTMRUmYCpS4vBnUtHmprrRRVlDDjU9ToobdVRJJaUaiyseX7WBwf4SRof9fPXVY/7rr7/jg+cHbO/6KQ+mSqEDQWmMFiFyxXFi08OJz4wgJUeUuHIURpmU8hFJH6UpRupbpRlB8gnEFDVFEYlem4wmJQZjjoJAXTkTo/3YnSpsxUnoXXEI9pIqKwK9Ixa9U4bGFinR/dLtAmqdhMIShSo3ggyPDGt5Io4y4Q2OxuSWo3NE4ahQUhbS0iuYy3vFvPf5AE8/7mVuI//nA3pntp47k0GuTfj56OUKb94s8+bpLPuHzeycr+PF5wu8/f0WT7+b5cXXs3z6y1Uevj/BxXt9zO03UCH6wGYHHcMlzJ0Osn+/h5kzQUoaMymvMVNcZ8YTMlLRoGfuXD1zV5sYPqjj7OsZRvcCrB828e7XKzz4cp6VG408/HKJX7+d4h/vDfCfD7p5cNbP9d0a7l/uoN6XzmxPgAerq1w46GW+t5Z765tUuxzo0gXv6CQabSQaxSmcNgWdAyXc+miHM/cmmd9sobRKT6DFiVobQ5HZhCddhzE2AU1yAjJx20QcIyZGeGWjsDtSmZps4D/+/ff88LuvaOuoQaUIR6+JpbGmAo/dhMNmIjsnE0e+jYISJ6mGRNTGeNJMidgr9KizRa+sxV6eyuC2j8FzFaTlRxFniCY1J4W8SiWhdhM5tniclTpK22xk5CaiTIlCk65Cn6nGmWthdLSab779gPOXNgm12SVGUHjMEaJkR0nXKlGnJhAd/g4x4aICOIlMLkzxYpATRZRccHlOkag4iVITidWehrfMQqnXgkYRQUz8UeRKkdwQE0+ZBP8WjKGWphJ++90rfvjqFZ+/f59LWzO0BPLo7i6UODtmezx5hUrKgnoq681k2oROqSDXk0Z+lU4CaLkrskjUREjmhzgxIFOEkaqV0dhYSX/PIIH6WnIKM7CWq7BVCViWnjSHHGu5yMo6yPGILKWGirY8Gkc81HRl0tyXR749gb5gHrUVJnp6/fz2l2/59z9/z6X9CUrLU1GLnK82jERDtIRYiREEQNVxhG6ZoIsgSVAdNVEodYIuHymZR8TUOSrhGBHxR4lJPEGKKgqNRo4iOQKDOZXekS4m5/vpHi7B32jEVpiM2R6Hv9ZMU0se+YUpEgNahLIFNcRSmIDWEUGGMxJ9QSy2UpUULRQQd5H+UpkjMOYnUdGQQ89kiRSsmN4so20omyLff8NubrfUUOcxcOP0AB9/tc3+rS6e35vh/ccb3Hs+z5WHwzx8O83VV308+XaBh5/Pc/juALNnqmmcdFPaY6Kyw0LbpIfe5WIOHvezcL6WtYuNHNwdYvlqJ63zXgqCagKDVjbudjJ5qZ72zVKmDltYudHFlc+mmbtRR+OUjd07fTx/PcG3L/r5P58tsjdTwlhnLvUV6bQEszk918O1hVmuXRlna7ad1go3WfpkKe2gTAnHU6BjtM/HylIj/TM+lq510zJVRlVTLuu7rYyMl1NeksVUXYjzHWPMVzbit9pJT1EQHxOFMjGKwgIdrS1uLl2c4T/+8Qd+/Yfv8dWUo0g8hUGdRH9HM4WOLOrr/BQUOnF5nOQXOEhRySVqncGuwlKoQWmIJlEVjtooo7TVhqcjixR7JNECqKWLkR5ak0seOvrN9C37aZstw2CPR6+LxZKlw5qrJhj00DtSw6u3j+gZaaC+PRdFunA/HZFgXHqDCqMhlXgR0xNGBpmYXEegMSaSbkqUDN9CMBc0fYH6MNt1ZDsFciYHgyGO2KQwYhWi5IpHkxWF0ZGC0ZpId6ePP/7wIZ+9vMWnT6/x+Oo5Bhq9NFRlYjGFozFESsBnQb0T1j6NwGHakikOWKjpykfnjCdBfUoqn2OSTyFK+NjUcFQZsXT3ttLf2UdnVystgzU4KrRkFaXgDBrQFsThqNZSUGMgwxSB1hJLeUM+wf5COmeLGJ2pZLq9gnN9LUy2VzIyGuI337zl7//yHdsLPWRpo0hMCv9J0lL91HsKCFukgK4J+LcqgqQMOUJ2SdYK3VqG2hQjKQ2eahFdFP8WJv3etLokkhLCMdl0BJsCjE61MjBTyuBsIZW16XSPeVjcCLC2XktRYQJGu4xMdyyB7hwq2zPJ8ydhKoqhvNlEfpWG7PwEbEUpZAkqhmQl1P5EZ2h2UhwwSCmwIr9OokGIK1Qyy4ccZjzZBkKVVi4/GKSuI5dzYwP87t5TDnfn+Pi9XV6+XODZr1YZPlOCiMU8/GiN6x+uUD2eh9WvoG/Sw7tvFnjw5TLrd1vYfdDDxSdjnL3Tz/JhCwM7Pkr6TLhbdfiGclm93UbvlpuG6Vx61isZOFdGy5JDGhiJPm1h18/StJsHuz66BfPWp8aSFUN9rYtb11dZmW1gZ6Gey2eGGeirRmmUSY6VzIwYujo8fPzqGrfubDC4VEvPUhGDS+US53RyIcD+Tj/N9UVcnp3h6vwqK20d1LrtFHmcpKUr0GvkBBtNEjNJuGk+/epjPvriFSWVLpSJ4aiTEij2uMixqmjrqKew3I29yIHL6ZB6QeGuESsd9GKBkDEGTab4AieSkiUn2RyDIlcm9Zpi5YS1KB0hPxmK4zD5VFR2mykLGWnrslLtddDZbqetzynR5Wq6CqnvddHU4pZcUpGCqRt7HKMpnRyrgfh4YVw/LtnwRPQrOV2GtUSLxh5DQuZPxn9hFhd0c3V6LKYcBQZTnLSmITktGmV6JE63ltIiHS6bkrHBJv7txy/4/u1jPrh3gae39hhrKmKi0UlOmpjkCpdMPOJmjFWeIFEtJpmRpBjl5PmyJNueuDGlKFvUPxOVJHrdI2RYNASaahkd7CMULKfIb8dcpMJVY6BlUrQAOnJ8Kuw+DSZBwzPH4izSYXEraJssY3NvkFt7G3z36BWX5sdYn2rm288+4O9/+JpzK/3kWZJQpERIU/q8SgOJhjBkyp+cPzFJ4cjERDs1nAiF6D8TKajJxOZPYfdxLzfejjKxU0ZhjY50oxxbXhp6Yww2dyYjI12c2RpjdqOGqZ0KJtd9LJ6uZmqjgobubPKF8cEhx1ipoqzHSP1kLp4GgTxNINBtpySol3TO1rZCGutdeIoNFPizaR8opXOklNnTTYxt1BLsclIaMP9c4to0KmyZGZiT5OSYFBgzkugoKOTl/mXOLY3w+L0dnjxa5Is3Z7j33jTn7w9w68kC996eZupiE/OX6rny/gRPv9/k4ffLPP71Ghdfj7D7qF/yyHZOlxMatNE2nU/HspuJAx8X3x/i+qdDHLzsoWU+n4quDEITVno3K5g4W0fPTCFTi0WszBbQPSAWKyWSkRHNwuIQ/UPVdAzkc+3+KOcfzNC7WI8s+SgpypOSb9JmT+Hi7U2WdofYudjLvTcj3Ho1QMt8ATN77ZR4DHR0lrG83MrZzTEu7YwyNVQtbeoqLMlkespPgV9LpiWJbGM6y7OTXL22zsRsnUQ2V6sSMZn0mK2pVFQXkpWrIzvPTKW/EnVqEookEVcSawAMNAwW0TxeiqvGKO2ZSbfHSfnZWM1xaamQQDwaipIxSmzVRByVKmk3x9xmMZPTdTR3Wsi0ytBa4qQ1BfnlWgINTpLTIiSgtSzpOAaLGpvT9JNlTziBEsJI0SYQmxohbVBLzY5CLW5lewJFlUbcxWmUVZtp7nZjdydiciRIt6E6LYxCdwYDLUX4CvXMDLfwv/72Pb/54ilvH1/kk2dX2JtqZ6apGIviOMasOImMJ25NQZCPSRDrMyJoG24kNFSOuVhBTMqJn4IHgo2bdFyK14mkUSBUysxwJ33tAcxWtUSVz3SkEOrPp6gxA3+flfZ5Lx1zxdQ0WfFVmUnThFPT4qa/t5yAR0ttqYWWqjwWBpr48sMn/PjVGy7tjOO2pZCYJAwjJyX/s8YmQ2mNJikrgtj0E5IxX6mLx1FroHWxjKnLQW5/NcX+ey0cftjN4cdDNE7ZcVYppPC426ulPOhgZXmI+dFGOvqtTO1WSqGP9XONBLut0sKjkiq9dEuWdJioGMzEEdSg98SRU5ZIabPYl5PG1Hoju+f6mBirpK3JxvpGCwcXh5hZrmJ4sZj5vQAN/Q7sXvXPB1StjCM3M438NDVmhYImVylr9V20+jzsbw9x9fEyB7enWF5qZ2IxxOCMj3MHk2yeH2Xr9hh33i6zequf0b06lg4bWb3UwMHDAQ7eHWb/5jCb13uYv9LM3tMelq77uf7JoHSAz7xoZ+1+E4O7lQSGcmmadNK7UszgaiV9s17Glipp67NTEUzHKszimhjKKt0MTtczf6aBg8dDLBy20jZXhbfeSmZOktRbhZryqO/3sHmlm3c/mOHjH1a588EA03s1jC02MzzoY2C6kvHNOibmapidbaAu6MRTqiXUamVgyEVdfz7GnBSyMhQsTPTy+sUVpqeaJLKcMjUGs1mPJUdLha8Ii02HNjOVUGMd2gwVugwFapVcAlCVtuTSteqj/3QA34ADgydJ2qYmnupinC/M3umuRPRFydgrUymsNuCp0tIyZJNuzZ/wodFSGkZlEOjSOMp8OVKfmCRkBE24REY3Z6dJt2KaJUkyCIjFS6KcTDZEkSL+jxyRAImShjulAQvegAlfswVfvZECr4YcVzLZtniaArkMtXkZ6a6ko76IX3/1hi/ev8W7gpH76R1ubo6wOViHSx+DLkMmkRJFeRgvXENxQm+NxGDX0jYVoLjeIuVqI2RHORn5juQTFk60ogorS+vdvHx4gfnxLpxuI3Gx4ZLhXqwWLKrPpKTNSN24k971UqbXArQ1O/G6tJQWmDg7NcSDmQn2B5rZ7Azy6Mw6P759zd9//w1391aZqCsjVxmLJkUmabtx6jASTJFkVigxlaZgLVHhrtXhbkknOGmnZ9vD9sN6Nm4HGD9fxsC5Ymau+Jg4U0qo24qjQM3gdIi7t7fZXe6ka9BO55ybib0AoxsV1HVZKa41sLLZSzBkl3zJRc0GCuszpaGWN6SmOJCGq1JJw4CDtYMuuka91LdY2Tvbw8Wz3dy4OcjNx0PMbfgo8unIcqb9twOqSSRLlUhlTjYVhiyuTSzzaPUM7R1VzMw3cfbmGBv3hmmZ9FLd4cbkUNDXUcfAcCsldTY2rwzTvdRI63wNQzsBanrNHNzo48yZNj6/McLT9ya4/vkM17+dY+tpM+Jg7j7vpXXNTt9uIX2nvVQOZdE6lcvZ601MbFRQ1WbE6dOgEwj+chWZAvGRFo8tP5uWgXImd6qZvtLIhVcznHs2zdq9Ebrnaphcq+P682n23u3j3mcLvPphm53rLUyJtMBEBVPTrdx7tcHmjTaCvTaa+l209BeSk6egXKxKKFIjom5aUywZOhVZWg2r84N89sljtk/P4a3OIS1DTm6OAZvVSFllETk2AxptIqGGAHpjKur0RIkFJHoMh19PxYAdd6eRkj4bhlIlKaYo5OIG1UVg9GgwlCjQlSWgtEfjqc7B7EySjNvWEoVkOxO3rFgVKILpwrlUXGJFl50sTUjjRU+njSXXqSM3P11KawhziOirxGY0g1NFak4cqTmxUvJC3HYSpFlQIywCrqWmwK0mOzueAncK69O1rM8E2VxsYqi7gn//0/e8fXKLi0sD/PD2Fje3Btnsr6ap1IRBKyMpVey7iZUmt4KqIMDgmc50Qr3l0ndDSDeC3iA8vjEpp1BmJFJWZ+PgyjhfvrnNcEcd2blqSX+OTRAEeMEzjiSnMAl7eRK+diOnL3QwPFBCfUU2k20hPrh+i//64jv+8cUnXJ4Z5vRkL//+q8/533/6jl+9esgvHz/k+sQcHoUSl0ZUNBHSqkeNJwFHTRre1iyKOjLxjRooaNNQP51N17qdxasB+rc89O/kM3bWw8xeBfN71ZSFdEyvNfH+q3OsztYxvxmib7mM8d2ARFTwBw0U+tM5uDhHTUU2Gbly9A65tBvVGzJIcLDckiRCvVamN6pZPN3I/GoDw+OlzC9Vs3u6nbMXu7jxaIr5hVpstmRpdvD/96B6TQqaZDn2DA2jDUHGBupZOzPK+vlhDu6Msf2gj7n7bSzc7qR5poLsgnRCteWMzw6xdXWVK8/P8PjrQx798gIXPp5j7EIdc3utbJzu4/Z6Cw+fTHDpzTBXPx3j0scjzN0OMXsjSPlgJtWCZHY5RPeyi7VLAe6/GWfqrB9HbSoGT6JE+PZW5+IqNWJ0JtE9XcXAqp/xMzVM7AdoXCmiZqYAm09Dbb+N5ikX6zebufnpJHe+nmfusJ6yVguVzQ681Zk09zoZ2Sxl424zi+eCHD4ZYvtqI3vXu+gbK6e2wUTviA2bV8SbFORk6VmdG+KbT1/w6P413F49+swEbFYDDmcO3ioPtnwzefkWmlqC2PKM6I0KksWqhJQwVMafdnEaS5VYqtQobdEkiJ2ZBvEKJ7tCi6lGiTGQgKU2VaLtZeQnoXUIUl+yxHzSueLILE4mPT8Wda6YChvIsaulRbSpGbGo9HFY3Dp0jmQ0rlgUpghpuVBU/AlilULCkUnyQmJmBAZ7InnFWmyuZIw5ceQW6HAVZVBbbmR1xMeFnXrOb7Vxaa+T+Rk/f//bl3z18UMOd6f424+veHZpmvlWD+NNHgxiEW66DJVBLtkpZcKxpIiQeMYNgyU0D3ulPSuJiqifXEuK45jsGfROhLj+YJ7vPrnH6nS3RPCPlB1FZ04g2OGgbdhFfY9VYsQ6PEl09HpYmGmg3ptDq8fBlZlFPji8yesbZ9mab2N/fYTfv37Jv370CY9315mt9/PNree83b/NbmOILMEw0oVL8orQqIXJoH7STd2kFV9/Ni1zefRt5tEyk8P+k24uv99P+5yLuf061q80M71byc7lLt5/vcPeZhuz60H6l8vpmCtiZKOa+cUg4/MBzl8cZbi3gFCnVeIUiamtpUhBTpmCmn4b4zvVnL7WwcxGgJWdRnbOdbCw4md1u4GN/XZ2z/dydruHUDCXgqr/th8015iJXq0kIyWWQIWLtt4yaroKWLzQx+n7Q6zdbqNvp5SWtRKa5ktpHCphfnGA6aUh5s+Os/dkgwffnOfuN2fYejTI8q1uFi73sn44yur5YSbPtbJyr4/zr8eZv1bH2IGPmSt19O6UMbRXy8RBA5P7tUzs+lm+1CRBqX0DdpqnqlDlyFGo4si1G6hpcbFyuYHBHS81Y1a6N8voO+2nethBUYNgIOURGs2md7GA7evtbF7tlG5Jd3WaJEQXVOnYvd7NypUQS9dqOX2vlbHFUravtbBzr4OdwyGmFqvZvhRifr8JR5EGh1XP4vgg333ygg9f3qWq1olekCNsWgo8Lvw1ZRRVOEg3ptDU0URhqRudMYnMrEREcDkpI1oybYvDmOlJobovH2u1CoM3jrT8eNTOFATdXVceJ0GlrUEd+pIEiWdT4FdicsSSaZfj9Kl+SnvkJ2IqU+BrLCAtM0ZyNeWXZpJfqkcnlu/aYiWpJFYVLvWikhQTf5SE9J+W71pdSpzFqZQGMrEVa8ivyCbboaSrJZ9r5/q4caWHa9cHuXZjmPXVJn783Xt89vGsqW/ZAAAgAElEQVQNbl6Z4z/+7S1v7q5yMFlNb42J0pIMdEISEmV0Wrh0m4p1DcqsOKo6XYxuB7HkJ5NukJOoiiIi8Qhmdxpbh2O8+3qD77+5zcZSFxnSbpcEmoYK2LvXy+b1FobWSuieKaR7rJDxpQq2t5vZmWzl2cEuD/bO8uj6GU6vNDM9Xsr1i5P8x+++5P/8+U/868evuT07ykxzM9dXt7k5uyJlagVCM80bR3l3LqOn6/AP2CisNUkGCH9HjkTF6F31MH+plqXLISo7TXTMFjO4Us7klpfdy528/exA6hk3L/ewfauPmd0a1vc7GF2oomf8p5nB5Ey1hL8R0pPFk4Lbb6Ci1cTW9S42r7Rw7m4PE2I7wnYjW3udnD7XwcqZeqZXfKys+tlaqaWxPoe6dvvPJa7dYMGeaUGbkkRnV63UWy6f72dhf4DR/SY6V4qYO1/H6oNu+s7UMLRVx+xmM3sXRhiZDDJ/boSrn+yx+948s1c62Lg9wNadYS6/XOfwo01W7gwxfbWN9fvdjOz5Gd2rZHy/moFdP10bFQQn82mccrP3cIzNG30UNGSQX6fHUqZD59Gg1adiMRmori3C36Jneq8aR62KwsYMgn02xlb8DC2XsnolxM7dFvoXy6iqzeTi5V46eiyMbZQzvunn4sNRzj0e4OzTHkb3S1m/08D29UZufDDOxfeHOXt3kM6RYoKtFibXQ3hKdBQ5LaxPT/C77z7k2y8fU9tYiMkmx+FS4/UWUBf0UVLtRm1W0NDVTE6eCYNFiUkgOcRiWJMMcSMqrJFklaVQ1W+nesRGaY8Biy+ZBHM0KkcsWSL7WZGE2ZeIrUaB6Fsm5lxUB5RkO2TY3LEY7WJlgKCdJ+FvzCfPbaCs0kSVP4ueHi/BuiyyixJRZIUTmXxUCmJHJR2ThiXxKeFYHcmMTFfQ1GHF7VWS61ESbHdR12zjwcN5zu+3cOl8M+fON3Hj9hAbaw384XdP+fqrO9y7v83/+MMHPLw0xc2NVuZ7PDSFbLi9OlL14dicSmlHp8EiqH0x1A8WceXFNOdu9lJWbUCVES1tC6/rzGPrsIcnH2/zpz+/y8JcCIdHTW1/HosXm7j8fJj5C34WL9Qyd7aGa49HOX2xic8/3uHqTjePHmyzudPJ+laIrYMQM4tl3Dw/xGf3LvCPH7/gDx++x62VGUJVbnq6ahjvCaHLlJNuj0VbmIgrlImtUovelUKyQU62W0NVyEZRdTqVLWKol0tpo46cEgW+9ly6J4pZ3wtyeHeCZ69PMzxdyZVXy1x8PsvejX4WN5rpny1jdDnI+uYgi5vttA27yXEn4PFn42uzMXu2ho3DEDuHDewetjK57GNxp5n1vS7pz+p2C4HWLBbW/AyPF9A14Kalv+DnA1pbXoknO5dcrR6bPg1LZhLlVRaGpqsZ2ArQsVyKr9dM63IBQ2ermb3cij2gZXq2kft3trj54T4rj5cpGy7AP+hk9nwbS9f72H48xa2vzrJ5f4S6UTt1I1aaZpw0zRVIX8T8Zj35jTqcwTS6RO7z8RirV9upG3FTKhb0hnIobHbgqXVQ7Hdic2mpbNBTP5JNVqWc7NJ4fC1ZUmZvfKmcCw86ufVmiPXDeg7vdXD1TitnrwTYvFLL5Wf9bN9oZvtuF3vPh9h82MbKnToufjTE3qNetq62cuXDMYa3a8nOV0seW3VKNPmWTGYGe/j09bt88fYBV68u09njpMpvotrvoaunjeIqN0a7ls7eZtyebDItYndkMipzkrSkSZSlyZZIMtwJaPPjyBKoljY9ha1pGEsS0HnicIf0VHRZCI470ObJEZPD5UU3fQNG7C45LkciZeWpmJwy0uxxOEo0TC3W0dLmpKs9n5kRP/4ikZkUK+hlxKt/Kq+FW0aUvuaiVNzBDCmHW9Nlpqk3j/7RYvpHC+kedrK1V8+tO328/2qad9+b4vGLWe7cHeTH39/g1csdrl1d4H//9RseHc6zP1PLwWIDTVU5mHXxZGgSqK5wUJSfTmFBOnpjLM39Hm6+P87enWYqm/RosiJwFmdy/nY/L75a58Pvdvn1ry6zvV5PmU9DW79Dkio6x21MbZewdljLwf1ePv7ikG+/f8xvvnnKy4e77F0d4uGnW9x4MSvJHTunO/n203v89rNX/PD2OS/unePx/VX6Br1YxEoLbQSpYm+qS4PdqURpjJQW/qZnCaq7gInJJQJgVdCIr9GE25tKtjUBR4GersEGZlZ6WFhvY+F0L6t7PUyt19G74WPn3ihLux3MrrQxvdlKv/hMzq8yv9pL67AXq1dB53QdXXOVrFwOsHWljjNXmjlzqZnJpSrm1usZW6yhZdBFtjORXLcCR7GCqiYTw4u19M8Efz6gXXUhrJkZOLOzqHLlUmTTs7jcy9LFXtZuD0nr6ZpGCijuzKJ2upi+7RY81VZG51q49WyfSx/s0XOuG0ezmeoBN3P7XYzttdC+4SM0XcLIWdG7VtM8XUrfeinj5yqpH7dRP2YnOOCiMGikYzKf9St1LJyvo6ojl8G1epomC/G2GiltMTK54WfrchOrF/2s3AwwtF9CYDSL0EAO40s+Vs42cuP1BFc+GGTv3UYevR7i/os+ztxpYv9JFwdP+9h/OsjqzVaWrtczdKaE+Wu1zF8Ncu5xN1tXaxmYceHxpmLUKjDr0lEkx5BlSGVxdJDPP3zCxx/e5/33zzMw5aWhxc7K/ADtbXUUVzrJsmkYGm6msb4Yq+gPzclSkkPQCaISjxIed1LyoaaKFej6SPrmvcxdrqZ1OZ/KQSPVw2ZK2zJom3cS6LFgy09hdNTF2bPVBOpSsDtl+Cq11NVbKA7pmFyoYvNcG3Xt2cxN+zi91kpjk428giQqqzIoLNFIoCux2U0htkmLmGCVDn9tJq1jJVLZePlyJ5vrAS5f6+XqnT5uPR7iw89XePi4jxdvp7n1aIg//+Exr1/s8vj5Mn//1w85PDvGTH8Jp6fLaajMIDsrgdxsNRUePf5CM21BL/X1Dtb2Wrh0v427LxuYXCqgtNZA+2Qhd14M8eb7ZT77cZcffrzExYud+OsyGFutZHbDx8hCgcTn2b3ZwJnLTXz64W3+8qfv+c+/fMfvvr3L1TsjbN3ok1CVz15vMDvp49bNOS5cm+TwxgxnLvVzcHuA/tkKDCJVlC5DY4zBH7AQDFioLLPgLdJRHcjCWiQqHRnlVVp81TpKKjQUl6ThK7Uw1BZibWWSjd0pevpKae0uYnwhyNhKDYOrfqbONDN3tpPZjU6mN7sZnGnm2tUNBkZrKKmzkOvT0r9eT2jUyfhuJSObJezf7eb8nS7W9huZ3ainf9JPrluFqyid4soMuoe8jM0FCDTm4fFm/nxAWyv95BrFATXQUl5MkVVHWYmJvcMJ+pdrGV6vZ2Kzkf7Ttbg7zQTHSqnvr2Bxb4Qz99eZuz5FYZtdwm6EhovZezhP80IF3oEcitttdC7Ws/tgg4XL48yc72LsbB2LQo653szcQTPtk2VcfDTG9Bk/zaMuKW/aMVUi3ai9iyXsHAZZ3S/l9vs9XHjayvmXnUxdqWDmgo+lCyFmtgLMbgY5e7uX5UtBztxs5NXHUzx8M8yl5z2cedzOyrUQI6fLmL8UYOlKLdv3miRG0si5as4+GWD+IMDIVBEjHaUMBWpwZBlI0ySRaVCwszDFp28e8uGbu7x5/yIL2yGaOmycP7vI3NQwVYFiLK4M1jZHmZhspbTSRnaBgaQMGbpcBWLSKoDQ8mSxdi+W4oCR4bUKxs9UEhy1M3q2ir5NN/OXSpm+WMKZxy3SjpiqZj0jUy6a2rU4qxLJL1dQXWuUpohzC37mFyuYmS/m9atF9nbqGR0qpLBKQ2unjbpmMzZheTPHkJoeRZEnnY5gDhWVWvoWahmb8/LwXj/PHw7y6MkAj9+M8cE3izz/ZJJbjzu59aSDZ2+mePvRRT57e5WX723xh18+4PKFAQ722ri+18Zwh5PiAhXNdTlMD5cy1lfO7ESI5c06bjwa5O6zHj77boy5tUICLQamd2p4/HKEt98t8/LLRV59vMTiRjXVbQLmbGblbJCDG52MbZVy/kE3dx5O8u1nL/jH3/6Vv/zxa3781R12L7SwfKGZvTsjXHkwydUHk6zut7Jw0MzEWjVbl9oZXiqnwKfGXqQkIysaZ1kajR25DA0W4S830dldRFXIiKtSgzU/nmC9GPDlUt9koa7eyrnTEzy/vcf5M1MMT9QSbMplbLGJw1vz7B/0c/HyILsXe9m4OMDahUFO35hmZKGBw0uzzC004RQ2xQEHU+eb2brTycL5IEv7IXauNLN/s5MzlzuZXKjGW6XD5lbT3Omkb1gsvy6ltsFBnjsdu/O/bTdbHZqg2G4l36JnqC5AldNEZamZ6dUQRU1GnKLhLVSQ4YrFUJyAt83ExJk2zj/bYPPBMuXDJXibHbSMVzG738eZR4v0btbhasogr1pP3UgJs+eHuPbBAaffXWfucJTdR0Os32miZ7WEjev9PPhsk/HTAeoGXIysBFncr+PeB2M8+GCa5x/2cvdZIy++nuHWx+NsP2ihb6dA0lbHz9Vx8GSSR5/tMbfbythKgPtPJ7l4XfwS61i9W8PyjSALl4PMXKhlbK+Krbut7D3pYflGHRMH9azd62d0P8TEdj3nL41zdm2YQkc2eU4jLqeRM6sTvHnvJq9f3eT9l5cYXa2mqtlCY2MFq0tzNHfVk12gZ2iimZHxZuxuLTp7KgqrWHIUg9ohIzlTRkK6MC/o2HnYQ2g8l3RblDSRrWx10Dbj4fzzLm5+0cf6vQZKWrKkUX2hL53mQRuFgVRGJr0cXhzg6o1JVrYbWV328d7jUd59NsilwxZ2lmqYnCqhpcGM25OMtz4Ta7kSXU4MFR4D/Y15VFUb6Zj2sbZVy0cvx/n+2zlefDjIjWft7D9o4NqrbvbutHL+RjMPHw/zw4/vSoOiDx+f4ZuPLvPqzTxP3x/jzEYDY73FVJamMtjjZHTIzeZaM9evznPlmng/rTx9Ps7+YYDTlyo5c6WWG09GePxshAfPh7n5bIS7j8YYnfFS22WmYSiH5d1aRuYKWTqo59K7I1y5NcGXn73kP//+F/7f//UnfvnVDfavD7B3vZ/96z2sXWph81YXa7c66N8oZfpsHesX2tg+38n8WpBgoxlf0MD8XiNLp6sZGXMxMxtkcrUOf7dFgrAXVqXR0e9hbKqSQEMmI3P1/PjnT/gfPzzl5qURpmerCASNjM008/C9fb7+/hbffnuFzz894MbNSbauDbAtdvdshrhxbYrurmLySzPIq8lgZDvI+tVWpnYq2b/Tw4V7A1y8M8j5S72MjZbirzExt9nOxnYbSytN9A1UYHUqEJiW2jbPzzfo6vAoVR4nRbYsBuoCVLoseJzpDE2X0zNdSWmLFU9jppRn9PXYaB0v5sqTLS6/+f+Yes+nxhM7//PhPdj73e9297wOY8/Y4/Hk3Dknmu4mZ5qcMwIJSUgCgSQQEhISAuWcEAIEIueGhs493T15bI+9a5f3d0/u/orXlbRXNfuAgiqqpCrB5/sJ72RC6hST1XSZcwXvUisroVPXjGlejW1lkHr5FT7NfIvTWR9wpfAUymkx+plhdPFB9PMDiLVlSFV5yLWpjtZOSfcFylLn6OFMhs05uBONzOz18PArFas7vawcDOBYFzA+20Sn6iZd/dfTT1PrkgxtqIcmRS6dA/n44gKiqwICG+1MRCtRmHJRWApRuitRh5oQ28soFZ+gc+w6dyWn6NBn0z9dSVXrORTaCmyz/YjVlaQA/drmbKZsUhbm7WyszRKeMdDcl0eTrIDqjly6OuopqcrhYs4H1DVlIJM2cCPzNJ9ceZP3LrzGB1de46Mbr3Pizjt8euXtdIBQijTw/vlfcaP8Q/Lrz/PeyV+lccv81rP06PI5d+ctUtaXv/3DL2gW3GIq1oLMkk9gXkAsJsYbleKP9zGqK8Jqr2ZhXYZGW4TL3EJPz3Vk8kKy8t7jbtNZrub9jsyC9ym8fYJhUTmKoVy8ywJGTeV4fc0kljtZudfH4pEYV7IZy0w9iW0xZt9dFjblPDrw89XxLI/uOVnbUBFKdDGb7MJnr2eoLxe5KA/daDHG8UqMuhZCvlGUA1VYzU04LfWsrPbh8Jdj8hbhS7bgjzYTTfQwvyFnWF+IXJWDQHidEV0p/apcalpOUd/4OWZ7A7rJZrY3F/j7377i7398yr1lLxptMzpjMyO6KjSWBqSjxdijQvpNd1GZWrFH+/DOirA6WhgcyKUg930M9gqM0xWYbA10SzORqArokNyiXnIH58YE1lkZItkdymrP4IhO8ey7B/gCcjRDd1EN1dEhLMbh7kerb2Tc3MpicpTEnIrDHRP60TqU5kZkhjpmAkqGB6qRjdRS0XyeWtFVpJPlDKQiVQLNmH3NaC01WFytKFWlmCfbUQ1VIBWX0N1bRFbhObLLz9PQm4VAUfhTgQ5391J06zrXznxCa1E+d85/ytWz71JVdoU2YQH10izqFDlkN52mVHCNZkU+rsQItuQouqgM5UQjFR3XKW67Rq+xBaVPRJehErmzhVzBLTJqL5PfeINawR1EmlLU9hZ6TTVI9WX0KrPoVeeTUf8pV6vep0l6E09CzIS/huBGJ/MPRcQf9hHe7Ma30IHaXsKoo5QRcz6jxmJss73ooj3Uyu/QrriD3lqPwVWJ3p8aq8vRBu4iMdxhyFFCv7UgLfcadJcw5CuhZyID4UQWzSM3aVHfYjLYidZZi3dPjm2lG6X1LvLxYvxzEhLJKebjXhJJGwO6NoqbrpN39wJjw72IJA2kSNZCcTbTlj7uVmbywblfp71VP0rFrN9+l4ySz6juuMnlWx/y0ak3yKs6S3HbSWrElzh583U+ufIrbpR9mE7BSmkS33j3l/whJXTvvoZw8DpGVznRpICFlX4WEnJsgRo8kVoszhK0U4XoUhmn+hoM+grGRquorz+DdOAWCnUONXUnMajr6O/LwRNuJ7rcidlVx+xqP9ZQLY54NXP7venuaV/q4OHXZg5eaEns9vPVqwgvH0fZ3ZlkZknMzHofC1tiQv4mrOZqQuEefIF2lMN3cLg62dqx4fJK8Id78Afb2T4cZv2+nOBSC+6FGnzzTcys9RDflRJcFTOoL8U3I0ejrWRiooHpsRrGRXloh0qx+yTsbCX48a9P+fufH3C45kA9XEF/fwGqsXrkE3W443KiiSG0kw1MeNuweSUsJgeZSYiw23sZV5cxbixm1FKKzl7K+GQJ/eosKjrPUi+/hXVRyPKTMYKrUnwLcvZfLLD7bAlvSIRBW0l/XwFqbR02hxDDRDMOj4jDIwcPjxzc25zgaGOauVkNdlsvq/ExrKYuhlKX3Z6rdA5kIjYWonSUYwzU4Yi0Y/W0MWltwWRuwzTRiVJRjUJ+l66eXNr68mkW5dIlK6Z3oPSnAlV2dlGee4uzH79Fc2EuOZdOkHHpQyTiMvQeATJ7PWeL3+H0nXc4n/cBHaoyJmMSdDMC1OGO9AhR1HCZkvabCCeauV57gnplASqvEHVEhtjSRY24iLKOmzT051AlzqS07yYaTwcDk1U0yW/QqsnmSvk73Lz7MdKxCgYM5UzNtjHqL8IwW41qOg+LpxrrTBMywy1Uk1m4V9vT8RTjgVaGpqvon8jGHKlibrmXwGIHyuk8xBNZ9Ohu0Dl2jbFIFYrpbMbDxYyFS1E4c6lMd9BbFPacRutJWSD24z4UEnjUjyHRgHw6C/9yFwur4ywlfSwlHQzpuqlovkVO3ik8ZgW26WEy8k/R0XmDgHeIivKMtK3j62//T9777Dd8dOZNTl76Pb3yUvJKPuOzC39IK/BbB2/SNpRBrzqbzNL3KO+5wO3at9Lp3ikHu+u3P6e57iLDgqvMR9oIJFoJrfeQ3JSjmipgaCIbjSmHDtlZRsbzCTraWFyTYDRX0d1zibHxAvQTpQRDPUSDIpbvjbF8MMDh82HmdhSEthT4NvoYdZYRXBOhdt5F5a5h/6mdw1dW5vcVPH3l5d7hNLHkIIsHUmZ2RASTPaxtDLKyOogn1MXimga7r46VfRUPXtkJJHpxxlrxLAiY3x5g9WiYpQMJsxvNxDf6iKz1Et0Scv8bM745MZqxOjzWbo7nx/kyauLboJE99yCeKTF7B0t88cM+3/5pm+ePggR8qT0/k/rOazQO3MEcE3Hw0ok90otrScjDJwsc37Nw76mOb39Icrghw2lvQOssYcxTwMZ2X/r/KDXdibW3OXwpY/uVjJ0fjWy8GmfrpZn739lxBasx6+4y1FeGeqieof5ypoxtJBNaHh05efnQy9b8KMeHfr5/scCTXTdP77lZmRtlNihD2HUDgTST/rHC9EPfPd+DM9BGIChgcrIJnbaBsdFWlIpG5P3liKQFdMtyaRLeoqLlKhWNGT8V6EBnA7XlWVw9/yHVt69SceMSxRmnSZ2wdREhZdLrfHjjF7x1+l958+S/cfrW22RVfoJAlUW/qZAqySUK2y9xs/pkOjT2Vu1ZLua9nY5QG49KmFgYpENfxbniFL55gtsV56hsv0bPSBHVkitp+EWkKyG/4QSFNafoFecz5RMybKpEpStEqLiGzVeNdjwTm7cU4fA1yjpPMmguoElxOe1l1Cm9mg7CVfuLaFbeQDlRQGC+hd3HA3QOnqJt8AxS4030gWKsC1XYFytZfirCOl/BxHwVtq0uvBtCPFt96JaacG53MzJbg9iRy2gg1b20rK6F8XpH0Wp70jzZjrYCIjY1Q0oBF+98TkPLJRIzYxRWXuPEtbd4/7M3+PjT33Hn+mfk3z5JTdU5svM+4LWUs9+v/w8+OfMm2Xc/Q6DOYCpei3w6lwFHLv2WfCq7z5NV+gnSnlvMOhoJBeqwhypwJRqZ3ZciGbtGu/QCIsVNRPLLTLnusro5iG9OwLSrhrGROzinK3E6Gljf05E8NLGYEjPs9BE76Cf5WEfoQINnb5R+c+qQUUtoZxDrUhueFTGedSGetV7m9/XsPrLhi3QzFa3Hl7qUz7SxsCkhFBZgMbUwMl6FM95LYLsf91ofvhUpswejRA7HmDseJ3F/lPCKkLnNbhz+emaTInbuDXN/ZZgHoVFeBa0892g4nBzgvmmIP9rN/N8zHg7MAyTXDURWR4ls6YisjqAfb6az6yZ17Ve4236ewdSl92sjG1+OsvNqjIOvpvn272v85R+P+Ms/NnnwUs/CtgijuxxzoB7PUi8zewqi20Lm1hpwLjYzeyghvNnF6tNxnnwXYvf+IE+edeOarkE/JMBmFjMkriEeSpErpthcH+WLZx7++P0c330d50/fLPKnr5b49x/W+PJJlPUlHTpTPbrp+rRvl2Omg8hSL4FYF4m1ITwzIibs7YxNtKIbb2VAWYdSVUuftIDS8k8pLztNY/1/K1CXsxtbUIpoqIqy/LO0lF+nvuwco+Yq5PY6MhtS4O5v0zjaxbz3OHPzTc7c+h0ZlR+hsNcx5KunabAAga6Ou305ZKTi6LJ/T1H9aQanalA72ynvvEF581Vaum/R2HYZ6WjqYnuO0o7T5DV+RrM0ky5FFvVtl3A4epj29KAy1aAzV2LyNjFmrWBAc4umzhO0iM/TpLhKty6LGvkFmmSXkQ7dRDGWuvzWopgqRuerRG0vQDWVy4AuG7kxC7HxJmpXEePhCuxLTdgWa1C789BGKzEsNGGd78C22MGAp4hBew6aQBWaUB2NAxdxhBVs7czgcqgw6UTkFJ2no7EIk1pCa2sN5zJPUFFznrWEIT2e1PZeQThSTFNPFp1tWeRcfZeynE9oqb/C6//2T/wy5Ybw83/i3JUP0kVaWHeChp6rSLR56Lw1mGKtqDy12KNNzCe72LyvwBaqZNKTR3KnGaU5kzbJecz2OjyBWtyhKsILbdgCtfhmWrH7UjhwU/qaurA/TPxgGNdiG+6lVtxrAvx7Q1g35ZiXxcinGzAEezCE29BHaphOdODa6MG/04cjIWNxZwJXWED/2H+xrhxzAsLrQia9zUxMtTNpbcLgrmNqvp3ovhzrTAeelX6i90dZfWXGk5TiiQkJRYSEEz1sbClZnZUTd4rZtCt54dTzhUvDM/sIf/bb+H9nwvwj7OH7qJUnq3ac033MbhhxLw4yNl3LiLkSjakGi6cDqSYf91IPU8uteDY7WHysYPdrEw+/C3P8tZONRwrm9kSElwWEk70sHirZ/XacnW/GCCe702wy62wP/pgCV1DG7nGQh1+EWN3qJxwU4XcM47LKmTL0kIhr2NoaYWNbxf6BnuSKJj1dPH7k45tXqUKd4+vnPpJzCszOeqIrUoJJIaFkD4vb/SR35ew+0uKbEWD3pR6kQsbNXWiHGxC159BSe5WayvM0N99AJCn6qYPe+2KIhScqZh5oaRJcQaMuYj4hYdBcSKHgRJpkIBguQmKooHUgk5vFb5FTf4q8jgs0aHKRu++i8nYyFpQjt4vSotuTma/Tnkp+avqcvMZznL/9ThpLEnTdQiy6SafqKgWtH1PacZYGYQatPRl092cSiPehHilHPFxIrfAS5lQMvbsJwXAO3f03aRScozKFGda9Q2H7x7SP3KRNeZl+dQYqcxGDlnwEQzdoGb5C28gVKno/Z9JTw7inHJWnAJk5D32okWFnKdpgKSpnMV36THomcmlTXMI224w5Xk//eAYTkRa0/maa5TcwOftY3wzgtCrxmAcpKLhER/1duuorEUo6uF54lqK7n7GxOI57Ro5nqYcBa006SFjWf5eG0isUZLxLb/PVdBbq5+/8go9//2+c/vhNPv/0l2RmfMCN829SW34ara4cV0yAxluPY76Fpd1ulvckmN0FBGbzSK4VEluoR6q+TWRdwfBUNjPJZsLhWsadFWgs5bT0XWZkqprIqgxLpBX3cjfepfb0iOxYFhJ+ZGZyQ45zT4ZsugqNq4WJaDx0XgYAACAASURBVCeeTSGu9X7cm2Ic673IzBV45/uJJqUMT1fRO1qIPtDKzF4/voVeJt1tjIyV0D+ahdpeSmRHiiXYiHehN/2+Wn8dGmcj7piCnS0PwUUJ+0/UrOyLcSTamQlJeBWy8OPsND9Erfwl5OB/zUb4Puwkoeljd26StbiZSHSE6YCQYUsxfYZcvCsKJmwt9Ipu0ClOYY2Z2Nc6cG22EDkQsPx4jNjuIIkDGaF1EeGkmOU9DZsPx9j7zsDOt3qiC31MBhvT09GDoyR7O3Fml5w8+jpJcF6By9ODyyZlZDjlEaRhdmaYcEREMNJFKCZkaX2E8NwgiytjbG1PcLhnZGdlmPVFOYap1I4vZ3FvkMMX4yT3JCzuitl8oCSxJiMY6cNoaUMz3oKirwhJRw7Cllw66jORiYrRamp/KtD1RxpiD5RY1zrxrXUR2upl4fEg/v0+fKt9KO3VDHpbaB66ze3qdylqeg+B8hJ1iqvcav+ctrFMunX5NA0VUCTI4bPsP3D57rtkNX1IYecZLhR+zNmcT7lZ9gkN3TdQjFZR2XOJa6Vvc6vyYzoGiridcrAr+pDrBW8jUGRT13UewdAtTNEW1JOltHdepbn5EnJjDqPuAiKr3Yz6ShnQ3aZ/Mg+to4rwfC8aaylubxVdisu0Ks/TM3qBfs01JJobyCZuYwrWMO6rpmskg6Lez2iRn0M0ehvzbBPD3hxExqu0K68yNFGEbPw2td1XKao+hWaslu2dKE63huSSnZqGYiqa6xH2ddPZXUdFWya1vRdYWxknFlLTpb1D00BuWqrUXJvFqc9fo6H2IvLeTKYMVUykqGqyPLqaLtPTnYlxoolEuJ97ayOsxmU4phpoqD+HNdCcvn6agikrmVI0tnzUUwVYXBVYw82MxzoY9NWicpTgn29APVmO2VfPyqES92wbU/46jK4qVh6pCG324lnpZDxYj2mmm8m5bjxbcgxREcKJUnomiog/tnLv+xnmHhgxLXbSqr7MoCEfm6cVubnov4T4s914Y31Yw0IMvs50Fx/QFaKcKE3jl+6FVlzRJhJbUsbspRhdXazshFhOrQj+XpY2RMxsdjHsrMZoE7A5Z2Q5NIhKU05/XzY6VQ2e8R5exRz8MeHkVdLOQnSYyZAQY7ADhamGUUcn/aoSeiSZ9ClvI9FloXVVYIu14J3rILwoZu+JjZXDqTQ5Yn5jmKPnNha2ZbgTHTgXOplZ6yUWV+IM9OOc7Sc4P0R4TsPqgYX9ZxZ2H+iYW5DitQvwBYZILk/w4rmX+wdGnP5OHBEBiTU9C4sqljc03Htk5psXPr64ZyEaaGV9R55+sM5t9RFIdBNf70t/JsG5XiYdTUzaGhk3VdHZdgdBZz69wgIUA3cZGa5iXFPzU4GGFluJH8iIHCqQjmfiWW3Bu9NK/IEU/3p3mhBQKbuUFpxWtpxkYDx1abpETcen6eyVou7zFLWf53LJR7x35Xe8d/U3nM77LeW9p8jr/JjTeW9yLvdDasUpRkU1lYIcqrpvUdR0mbzqE9SLLqVH0i7VTcrbT6OeqkCkuY3eV50eucT62wgkN1ANF2MJ1WJbrMO20ECn/jKS0Zt0a+8gHsnCbK2mue807nAtWmclzcpzdKpO0S78DEH/RZTmPAIbbQS221DYcsmsfZeq3nO0yjOoFabYS+eolX5KYdtH5Dd9gkR5E5WmhpK6c/QPFrOzHkCj7kxjoSWlt3nn4/coLLiDrK8KV7CHBuFpEgtqDnbsOBbbyWk9w828zym4eY7LJ9+lKPssA+IKXP42rI5qQtFWfMFWeqQ3GDPVshKTsjLfx8G2gv2tfhbjnbiCVYxY8xmdKmVusx13rJB7T/qxR6rR+2sZ8NYh99fTN12EcPwWffoctM67zKz24Io1MLslZjrWyMxuD7G9PozhOvr02YiN+YxHGnAs9+FZV9GtL6Bh+BbGhUFs6xr8+xqGPBW0D12iQ3oBta6Itp7ziEZyGZqsQaWvYconIbyiIbIiRmupSBuQG931afw6viUlsStnYVeO0dGBN6xma9dGOCpmbUNBbFGAzt1OgygbobwI/XQHpe0X6RBkEI4q8Lv72fXpeOo08V3Uxn5Ux1hqVzZVMuJuxejvQWOpp28omwFtPiZXFeFFId6ZThz+VkIJMQt7qvQhbOWZhcSekY2DcVb2+4ltCpndVRDekvHi1SKBoB5XVEUorsI/N0RkY5TZnRGOv3Lw8o9B5hIDWD0iAjE5idVhvMEujFO1GK0NLN43MJOQsZRI/b1EHMQV/HBoI+Btx+Zuwh3rxDsvwBlrJrCYQiI6mV0X44t3MOmspaX7PPn5n9LUmIlMWo5ysJKh4Up04w0/Fej6fh/ORCv+jT5MwWpG3dlED1rZejqAJVCOzJJLpz6bm0UfIlUXoLHVcfp6Sj/5DuOWGjqU+ZS2Xufcnfd558xv0uTwU7lv0Dlym+rB81wufZtz2W9TL8pB6xGjdkpQuXuRjdcwoCtDOHSV8ForislsBCPZ6Nw1aF1lTC00MGjPx7rYhjqleJHcRGnMZdSTj8qVT8fYdYSaTDpHsqhoO4V8MJtO6QUMjjJq+85RIfwMU6QEmeYS7b2nmPTXYZmrRB8pwb7SRGP/ZVqGshGOlVLa9Bktok8ZnMiguvcE18repr37Aktz+rQdhVhZzL3NAJZJKcvLUzQ05fHBJ29yO/MzHNMt7B8pMLiL8Xn7ON4LYPK0ptOua5pyKLh2lrI7l6kpucaYugGHvw27uw25LJup6UacgWYiC11sro8QiQhZTEpZWhKykpCwui1ibkfA3LqEw8ciHj1p5PmzXiIb7ThXBQwHGhFZK2lSZSAx5SKbKmRyppFwsovAfGt6V5yI1jE9X4dvQ4B/Q4QxWs+ovxLzXCOG2Va04XbGIk0M+yowznWjjwnRz3QwFqyjV3ONIXMhQ4YSxkfL06ObZ6EfZ1jE0o6e469cOBY60LtrUVnuovPUY4w2YZvvILjahz/Zy7ijEbOjifkVEeH5HmYSPbhDLfSPlFHddY06wVV6BorSRPRpXROzPjGmqQ6sEwLmJ+WsOVUsx8YYMbUyYKhDOFLKsK0Be1yEZ05EIPWaSyIiKwOEl4eZ29DijvVjCbczsycnuDNM8sjAg6+s7D/XsPJEjX9dhj8h48mXMZJ7VhwzQzx7mWT3KIQ1qiC4Osrx1yH2Httxh/oYm2rC4GgiMN/HzKKcQKgXp6uNyIaS8EIfM7O9BMOd7KwPc7ylJeRPHcS60qwhs68FnbsCV7yZhR0xS/sSvPEWBsfy6BBm0C0roV1UwJCqBo26Br2uEa9P+t8KdEeOb7mbIXcJ0zPVuOcqCW42sP/tMDPr7Uh0GVwsfYN3zv0LN/PfQyy7y5uv/wvvv/ML3nr7X8nMO8O5Gx9w6foH6fTij66/wYe3f82Z/N9xo/J9rt/9kEvFH5JVd4EaST53+7IoldymafgWWm8lqZEoFR/fLL9OefclDO5GRnwFqP25qC3laL21DExWUtNxEan6FrLRDNSTuem9UuerxhBpRx9oT1OppgM1rN6XI9Jeo0r4GUOWXJr7TiKQXECpykaovo5sMgtzrA65MRvxSA5yXREdfefY2e1CrUthtu/Q1HuZuu6rzM2NYPFJGZ3u5GDXg9NlYH7RjkYr4E7Wp0xN1+Ly1TFkzMbgq8Q83cLjhxGGVbV09OUxONTEQHcTE7JeZC2FTI82sBwcZtGvZCE4gHminvhqP5uPU0eLYTbue4gtjeEOdrG0qmRzf5DEjoBXf9Hx7KWQudlcPKESoitthDeE2FbFGJdEKH21CAx3GPVVYYw14V8V4om0EFwUENmTofLV4NmSsPhUzf4PRmIHEuwrHWgCNWjDLUwnRVhXehifTYkI7jIcqMI425CGriRjORhdzayGx9jbMHP/CxuLB6McfGEjsaXGMduGd0WCbakPjb+JEX8D/k0Z4Q0FRn+KG9uKQpuLPdTIlKeS6UgjzsUe+gZzUI1UoFBXojRU0SnKRSorxR3oZWyigUBAyZOkjS82PGzPmzGZBeg93ZjmhIwGGnj4Jw+Pv3OzsDPMzJYS64IC64ISvVeE0tyEydeFPSpg1NHIVKqIHuqIPTIwf2xg6+k0T74JcPylg6WDUbxLA4TWxlk5cGO2S7CF5Kw/tJO4Z2DM1kCfqogxWx2RpJiNHQvH+w6eH9k4eGhieUtDeE6OxdHK/gMTD5+YCLrqmQq3MWpMTRbVqOxV6WPR2r1+Vg9TkJMIg6MehbaGQXMLBp8QvaOdcUszo2P1qAarfyrQ0b5cAuEO7DONTIcKmN9tZ/mhiP3nfXz9Zw22aDH5re9w4sYvOXn219zOPMGJD17njZ//M79/4xdpjeS1Wx9x5sxvOX/pTU7c/j2f576d9n19/9brvHvpNd468XNOXv8txa2XKeq4wO3KT7nbeT4dmpSKYhMPX6Ok4UOKmj+jrPMsPcPXEKuvUNTwIe3yDHIrPuL6rZTm8sM03DC31Y0r2Yg+RU9b6SZyoCR6pELlqEYzWUqN8BStA1foGbhCRfn7dHWeplN0gVbxWbrU1xjxVdM3kU+j9CLtAzdQTRYTnavF6iokr/Id7tZ/Sk3bhTTutbA5gckr4t6mk0e7K2ys+vEFtBSXniUY7yK5K0zvvFpHI/qJWvZ3x7FMpUYaCRZnK0GHlN1ZI7szBg4WDWwGDRwuGdlcUhKOdRNalTEebMOdlLJ4f4rQqoq95+PobWUktoe494WBveNWvnnVxM56CUZbaicsIjDTQHRVxtIDI6FdNRNzHQy4SlAFUmPgXZJb8nTndSa6sS5JMC/04N2Rc/Qfbra/MTE+W4850cGAvY7usULMC50kng3j3u1CEy6nx3CHYWcV0R01S/eNHO/Msr3pYO+hhd0XZnZfTGKLdmOLdOBISBh2tmBdkjNgq0Xrb8ORlKH1NqGcLGcy1IrOXoPF3Ur/WBGD0zWMTtYxoCmlXXyHqUB7Wjao0FcyPdNJU99VpJq7KA11TPv7cUYGGbN00K8t5+BrOztfTfDib36++88o97+dIrQlSXfE+PY4Q9NtjHl60Ts7MLvbEY/lYY4LMKacPVaH0Dm6cEdlRBdk3H/q4sFXYVYeWll9ZuXLvy7y579tcvwyxIOvQ+w8saOzNzFoKMMWa0MzXYo7KmVnz8rL5z6+eOZla9/I4XMzy/vDrO8NkVyVsrDQTWJfQygsZW1VSzjQQcTbgGmqKD3u+tfFTM31oPd3M5HiFc+LMc32MBHpZeW+laVt+08FGvd0MjPbys5DCbPr9SzudWMJlfHlnzQs7zZg8uaRW/cuH6Q0jad/xe2sTzh34fd8/vlb/O6Nn3E78xTl+Zdorr7FudO/4XzW+5wv/ZwTue/z7uXf/Fc03rk3+OTsr7iQ9RbXS9+lSXiJsqbPKKr/GKkmE4Mtl+hSI5Vtn/HuuZ+RU/QR5aUfkHH7DbILf0/p3Y8oKH6ffuVNJpyF6B35jASKGHTkYJlvILQrwbstQ+2uQzqUS58mD5kun66+C0T9DUilV2noOUvv8HUGTPmIx/PoMxQgNZbS0H+dtoGbCOQX0U0XYnTXMGwqwuiqIzE/hM0hRqOtZ395koc7c8zMmPA6tdRU3qF/sIBpVyr4ppABfTkGWzVPXxrZPVQRXxIztyAj7BaznzSzMWdkNa5jfW6M3TUju/sTLG5rcCdEuJdFBFe6CC3VsXYk59k3o+wcdRLfVpA4VHP8OEXYL8LnziCwWM/afgfRxUb8870MTdai97cSP1KnfYVTY27qEGYN1mEL1BNc6iO0pWRyTsBIsAnjfCfBgwH8B/K0GN8clyAYLcY8283yyxEiRyLsqx3oUvK9VTmR/SESj7QsbI4RW1bjnUvtbyoSBxpSALzR24zUUIZQX4Y+3It4ogqlI3Upb2TE08hEJFUwDRh8bYiHclHoy6nvu4F9RoIzJmTMVYfRW8PwVCVtg3cIbCnQB1uRG6rQTnWisfQy6evH6Ejt4BK8S/0c/eBh+9kUG08MHH9vx7MiIZJUMLc5xoCpHrW1A6O7B6M99d5tqD0tjIY6sC/KEQ0VMz7ZylTqcu3sZNydIjkoWX4+wcMfPTz8wUN0YwjfghS9o5khQwUi9W2Uplz0jvJ0op8vLmNpdYRnr0JsHRlYO9Kw/XCM7cMRltblOOcExOYHCIYk+GaEbNqbWLU04Ha1EEoOENzS4Nsewb+lZiokYf5gHEtChGtTzeyxhWd/T/5UoH/+X1NsHQvxz99l/aiXpV0Bgdk67j8S8eRrGf65eiqaz3Dyws+5mfM23ZJMxOoSypou8s5HP+P8qbcQNObTUHGDW7c+pqYjn/O5H/P25df4MGVUde1t3k8Hr/6K87nvcafhDDmVn1LW9DlNgsvUN5+lXXCCwZEraWzvw3M/IyPzHYqzPuLGhTfIKvw9YtUNhg3ZKEczGBy+hXq0iFF/KfKpOwh1V7An6rDE69B6yjF767BF2xg0FCDsv0F7yxmaO07TNXCVgtoPqOk5hVh7hzbZJYSaPDoG7jDmasAa6WDUWoneVYM90Yx9roXIkoLxsW7kPUWsxbWsJlz44kaSMQsOkwy1tox4opfYipD4joTFe3LuP9Px6sUU64tjzHiHSUaNbC1YWYmNE7b34w+IiK+qmNvVEj/QsfbMinVegjveg28ul9n1TrYP+5hbKUkzctJj6lw1kZkiVlYbiMxWMLdajzVUiXKyivKOKyiMZUyHGnCsSZFPFKWzJ7XBKmxz7dhCrUxH2tF665FayjDOdhC5p0YbaKFenslUrI/xQDu+TRnuLWH6mh/aV7Dxapr159PMP9Th3ZLgTEjwR8WYJ5uZ8LQT3xlmxFae1m2OOmqQmVKC+VYG7PVYF6XYEkIGUxzYmQ7MsY7096Hxu6iMNZQ2nGEyLGLM14At2YYxWpeGtYyhzrT7QOLIwPyeAZNNjt42jDsygi8qZvFQT3BdyfSMBEdsEFtcxOzBMFtfWDn+yklidzTdkXTObjzxQczuTgYmGzDGhAT2VdiXJGk1klxZzpitEbmxArWnEV24melEO54NAe71HkwzLUyGOxg2VVHZdI564QU6pBeRq+8gG89jOtJDcHaQx89n2D4Y5+mXU2zuj7FzpMXirWJqpgXvbC+WmJDJhJhYvJ/F+SF88UH861pmH1qIPzbh3VZgn1fhW1EzlUpdiMnxrKdIJIafCvTVn/QsbXSRXOvBNFmEUpnJyloPf/mPCR497yMQq8HoaKSt/zaVKd+f1tPorHW0990mv+QUn37yazKu/Z7MjDfJyPwD73/2M373wT/zm3f/mbqKG5y/8R7vnX+D90//khPXf8vFgrcpaDhNfc8NBJJibt/6kClLLdH5ZtyxChyRKkaH8pC03kTed5Mm4XkkY9lorUX4423E5vsIR6TogyXMHvcye9RJZK+J5LGApfsiBqcK6dPdZsKX2gOvcfnK79Jev13qLC7lv0FJy+dUd52mQ3YD2Xgh7Ypr6D11qKfuYo91EttUMLstxLPbQ2BnCJdNhrr/LjNBGZvLbtzhCdYTk8Qj/axsjzG3NIhvXkh4XUJgsZf5JQUH6xY8ZilzwTEivhGePAnx7R/j3Hts4eill/XHNtZfOpmIiZmMSzGGhQTWRWi8pZi8bZh8nYzbugnE2lk/kDIdqsQx04DZVY7DXYnBUcWIo57xoJBBWxui0UKUxiLMsU5GpmtQW6pxr0mxLwroU99iINXdfG3ow+1pV4mpxV46h3PoUORhCHYQ2lPi25OTfGUk+WIax7qS0IGWyD1t+vdSfUna7cLmEGAeaUQzUsNMcogBXQG+BRFL90fTHVCkK2DAVpkeKfXhVszzKQJBD9alLqYWRIjVhTT3XKO+6zoqczkaWzn2+TYGpvKZnuti8/k09gUpzkQ/gRUlBp+UnS/9PP3jHF//eYHNp2Y2nhrwJ+SEllSMextxJ7tYOh4neV+HIy5CY2vGk0zBMiKmQ0L07jYGpqsJ7CmxLQrpHy1CM1GLwStg7p6B4Loa26wUzUQTemsXA+ONNEizqZPcprDxNG2iTBSGUkRDt+jqu4TCUIx7TkZyc4LVDT0LqwOs7Y+weWRhZrWf2JYY36aUyM4AnmUpkzExjgU1zqSWqYSa0YAY+9oIrk0lw94a7EtqVh/Z+eM/lrEF+9MPpo1Xpp8KtFeYQVvDJUqz3sEyXkHA18jMbCfG6XLae06jUN9gdLIUvbuBYdNdLJ4W1OMlGO2V6K13qWm/yN3qz6mpPcGVi7/kww/+ZzrpLJUXmvIBulzwCSfvvMdH51/jk3O/4nzGm1zO/W1aEiSWlnH6/G8pyPuA8toTSFVZGMw5WFOAuCgHoy6lKvmQa1lv0ia4hsZQRWC2l5VNEZZIMZbZcuYf9mIIl6Gx5tMmuUiH4jptgnNMeqtQTheTXfwxWcWfc73kA0o6P6e47UzaSLiq6yyDk4VY4+1YIs3oHBWoJ4sxeWrxzTVgjjcSXR0g6JMxoW9mPTHG8V5KtO1gPWFhdWGM5KKe+NwIwYVBgkkJ3hTnMpIabzREYyNM2kV4YkOsPbKz/6WPvVcuAhta5h9YiR5MEdmbYNzXg3VGQmBJwoS7kWCwEdXgDRy2TjbnU8qRKpzRRqY9LYyoizEaSxkbKUKlLcUxJ0Pr6GDC00X/aCljlmasgd60wmPheIyZe8NYwh3ora0MWKtwrQ1gX1Sg87eljcXdCSnBdTnR3UFi+xr0ntb0ayUPzYS3tOkHiSUgRKEpwxORMKqpxDrRzoi6Gn9QjFZfyfhUHUv7GnTu+jQMok8ditx1jEeaca9341rvwLEiwBTpZnS6CYHiDqLhbEZtZWimStJdOLgpwDrfzmS8h8SjCSyzXQzZ7uLclBG9r2L9iZn7z13MrSvZOB5naX+MpcNRVh/qSRxqePRXL7HNYcy+LmRj1Yg1VSjGUmSOSkama9PywtCRDMdCb7oINboeLFODBOd0BBe0KJSNjA/1o5KI6ehs4VruJS7lnSC34Szi0XxEI3folN2grP4EJq+AYVMtoSUZrlAT9mBzelVZOTCyfKAmsNhJaEmEdVaALtTBsKsRZ1KCe07MiKUNia4JtacX+4qSwLoG58IgBy9C/OP/uc/Kto2pQB8TkfafCvTSqd9x9eTbZJ77PWPDhczEWpDIr3Pmwmtcu/EGveLLRJZaiKx04JptZvWeksauU0wFyhkw3UI5XUZVysKy+iT5d97l1Cev89Gnv+bTS78mp/oiBQ3X+Dzjt3ycio079QtOnH2Nzy7+nNqaC4h7i/nw5L+RlfkeH535Fdklp1AOZRKz1mORFdHaeJ7qxsvczHyXpoYL1LddSX8gdncRA9oL9I9dxhAsp3skgzrJedqVN+lRZaaZHv0jtxEa75B392Nu3PmYguqLNEquUtVzlasF71PReRqJIQ9ztBXXggCTrz6NNyq0WThm2jCH25lLKFnZ1GHxdbIwq+TFg1meHc+wkbRwsOVmOTrByqyBpTktc3Oj+KODeGcVxLa1hDZ0JB+6cK1p2Pzax9JTK7OHRvQJBUq/jMlFM7F7bvwJNTMrSlZ2xjFPdhKPCYhbGjhwyPnrtJw/B8dYT3W0+ABbyyYOIoM8MIrZnZKxsahna2uahaieWc8oEfcooZAKW1BEdFNNdGeE6UgfXr8C+5wU/7KG6KIR98wg3jkZqwd6Hrywk1wdY23VwnzUxPKCOa0B3dzxsnXPz/KWifnlAf78/QJH2zYOVi1sLI6xtDBKwNePz9nHkxcOYssqbIEBPLEBbJFegusyphdamLknwZ3oweLtZNonYtzanI7cc8524ktI0TnaWH2qxbMqIXZvjPXH08yuK1HoCzEE29O76/aTab74IcKkvZ14UsWDr9ysPxzj+CsP89vjPPtLlPj6MNElJSPGBkwOEf3DlUiGUmYDeWk7m50/m5nbGmZhcRqtZgjdsIaa2gJ0RgnaETHyzi5GxINUlVZy8foVzt48SbO0gFZpBkOmYsqaTpCR9x4aUysacw1TwQZUpjxkYzm45oVsPzez+XiEuU0xekcDsd1JHMt6jJEeNh/JiczXMjKajVRTTN94EZb5HpbuTxJb07N17OPP/zgkuediwNSM2Hj3pwIVVhRQdOMcvR2ljOmqsVlrGFGVUFd7jaqKk0xMFPHdj2P8+T8tTPmrMDhr6NdkIhvNRTJSRmXPNYobzlJSeYKLZ37Nx2//htdf+2f+7bX/LZ3LkYo/f/vkz9K2+J+c+0069erzs7/hxoW3KM46walzv6E07yRnL6esLn+GsPMiBlEWZlEhSml2OtEs4+ofKC85SyipwJnoon8kiy7pCUasOUzGapBM3GHIVoRoLJOe0Qx0jkb61Pk0CM/SM5BFVulpUgnNt0vep7z5BCWNn1InvsjAVCUjrkYmwm14k304Yh3oHSl6mxy1tRG7tYv1TX16xAlGRbw8CrKzMcn+3jSbKxbW4zbWI5NszZpZjk6yODfJ4pqZ9SMrC8dTzN43sfHMiSMuZeXRJP61QVyh7jROF1o1MhEYYXhqkMnQOJuHcywuONnenuLlxgyPh/v4u6CXH6dVJBYH2ExOcZj08mfXBP8w6fnHnJsvdwI82A5xfyPC5ryfB2szbCWdHBx72bhvYWnXyPKuma09G/eeu1nZsrK/EWZry8vGlp2jQy/3d1w83vXzeCvK/aUYrx6u8x9/PeL4foilhJ7D7Wnub5r5+kWYH16s8t2zRb556eSrL718+XKOH79a4OUXPr54HuHZ00WePJhh99BGYk/LvS8nSewqmV9Rsryk59Guhyf7TpLxITY3xkksjfP46QIPduZ4frTM4dYMTw/m+erBEofLHo73ohxs+bm36WV7xcbWsi2dYPbowMP2xgS7my7+9teHPH+6wBfPZvE6FXhsSpwWOTOhUfweOVOOXtYfmzn6o52FxUGSMxb8U1PYTBOYRLviewAAIABJREFURobpaapC3NGIqL0VpVBId30dtzOv0iIoI7SkQWMqoqXvEgXVn9DYnYnVK0alK2Nw5BYd4sv0j+QwFW4lmOxlYUeCLdyIRFfJ5NwAxrgU76YM/2oLtlARUvUlwiudWGIVTMWr8C2L2H0SZus4xMaBD19cTWxznLUn/+2Kq+9to6kwi7qSHK6cexOJMAvlQDYdvZeRD95iypzH8X0xRy/UuOPtaKZSJ+cm1NPFVAvO0DV8mxbhdbpl2RRWnkpjob97+//iZ7/4J1IR7L94/Z/51Rv/I5118dmF17lw8x1OX3yb0yfe4MrZ9/n43df5/KNfcur065z89JeoJIUE9XUExhtoqDhJVdXnlJeeokuQjWexH4OviSFtDsPTOUwvNBPa7mZuow2jo5ji6nepqf+YLuk1tNYKJCPZ9I8WojbXIxoupFN28/8fgy+kNaNady3maOqAUosp2ow11ozRXUEgKUdtrEMizGc+rk4TMlzBDr56HmZjS8PG+ggPd5wk/CMsBJUsRpQsxTR4HRKcdiFOtwhXOAVz6Dh45sI7K8UfE+GPCgn6pQRiEsJrijSw7vEPYp1SoNC0M+EaxjtnZG3Zx6OwhSeTar6MG9jfNLCzPslOcopt1xj/fhTkh+MgjzYdPNnwcZzw8CARZG/Rxb0NF5sbZuJLo+w8cLG4aWJle5K9BzZCMyrmZsfx+4ZYiOk42LCxszLJ3sokBytW9uM21hIT7G5Nc7BtY2fVxMMDF0e7Nl48trK3buRo18HetomdbTOPjn08v+/n0b6TR4deHj8McvTQyaMvJtPOCVPBTpxzffhm+znY9fPFUTyd9RMN9hFfU+CNi4kvjvL8QZLvXu7y1+/u8+OXB/zHN/f59y8P0z//7dsH/OXLQ354tsO3j7f4/tkWXz9a4ccXW/znt8f849vH/P27R/zHN4e8PEjy3aNNvjpe4/svdnjxeIUH92c4OvZw/MDF10+TfPd4h1cH6zzYWuTB+gIrYRd23TCLIRcRxwQukwbXtIpxQw+TNkFazN3Rd5P8io/pGchnOtDDyMRdusXXKKv8FIutlbGJSvzxnrS8bnZLzqi9jolYJ5OzDawe9eFaqMUSq2fYVobO18h0XIDe20poTcvSQerhGWTnyMryjo7QmoyDPzp/6qAGUTfd5WXkXL7EpVN/QCrKp1+WiUhxmdqmE7S3nGZCm82Ut4GJcCviiTyGbKUIRm7Sq82iSXGNVlkGzZIMcupOpBOwf/v+/8m/vfa/86+/+Vd++ebP02lbn57+A+998gs+O/MGly68l+anvvPbn/Hmr37OW6//CxcvvkldwxWknRnYNFVsxpQ0lp6guPgD2tuuIFcU0NB1Dkn/VQyph4LgHD2q60TW29HrshELztLZdo42wRkEwgs0t59jdLKaqo7LVLScYUCdj1KXj8Fdic5djtaT2uHa8SwJMUfbmJrpYmSqBt10He5gLwP9+WgVd1mdG8U4XovF2sK9QzOTzhrm5+Vpse69bTMbW6M8fGDh/t4kq/MjrMyrWU2qSK6MEIrLWdgYYSapSEuNFpYUzC4NMLuqILLaT2JbRWJJzUJcw1JSx+KigQdHYZ4dRvnuaIYnK3a+2PXy/NjHo0Mnz+97ebbp5fsnMf7yfI7vH8zw7UGEr/fCPFlxsRg0sTlv4WDVynpcz96mjYfHYe7t2VlbNrG0YCDkVRL2qgjZB5l1D5OMaZmPqEjOjLIcGGU+rmQpoWZ71cjO2gRbG3q2t7U8ODKkMd5wUMpKcoytjXE21rTsbBhYS4yxtazjxz/NcHg8zmxCwPhUYZrHa/DWY/I2s7huYO+eiycPPawmB1naG8AaasKbYuBsBTg+iPPyySqPDhb56ukWXz3Z5vtnh+mvP7084ptn93j1eIeXjzb4+ukmP77a58dX9/jx1X2+ebrPH1/c46+vDvnT812+e7LFN19s8ezpCkeP4+mJ4tWrBN+/OuSvXz/ib9895N+/fswPzw95cX+DJ3tJXh1v8mBvga2NAPNxCyZjP4KeCioqM8jPPUlW7qdpO8zihtPkVn9CRds5KuuvoxiqTXfp/4+p9w6O877Pff+/c2fu3LlnJvfE9+QkOcdJ7DiO7dhWHNmWrGI1SpQoUSRFUuwESHRgAewuFtuwvTfsYnvvfRfAoheCANgpFoki1SXLkh3HTW6iyufOu86M8sdv3hcz2L/e93m/7Xmeb66mIjerZCrbT6IqJpQbwR05wuq5MXLNboLZfpzhAQyeXjxxOYmqncm0jkTNzPJ2hExBhWPyFJ5EH+lF1RcANfQOMPTiCUQd3Yh6jmA2nECt2EEqfozDR7/HoSP/hlS2A4XzRQ6M3c+e0Xs4OHgvg6odeFK96CJH6Nc+RpfyIZ7r/A5fvUfYTvx/8f/95f+N4BgumGZ99+Gv8ff3fKm9I+Qf/+VLPPajr/L4o1/lH7/6//IPX/5rvvy3/43nD95Lj/hRBvsfRSN+hpi9g4D+RQKhI/QN3seJk9/hRNe/oJY9jOr0v3LkwL+y+8V/4dFnvsKuR79Gx97voBx+CJniIbr7f8jhzh/w5J5vcP+Tf89jT/8DKt1u3OFDuKIHMQcOMOHah8G3n1H9Uwzrn8QwdRRr4BSisacQ9T6CS/cCc0UJW4smzq4K6ZGSS696iBQ7KVbHWFvykm2qidfGaMwbWZy3s3nGx9KKjeKsglRFUIGIiFREeHO9BIqDhAqDBEoD7Rprad3NxQtZ3nx9hfffO8cvfnKB91/b5NULTW6upLhQcbAUVbGa0VL0DZHxDlCNyCj75DQnFWxm7KylLGyUXJyfCXCmOsl8ykXdq6E1paJkHyXvHWOp4mBzxs9yyc3mbJQPXl/n3VtL3Do/zaXVImtzQZaEqDjtoJzWkcqIqTdVLC2YqFVkLCwpqc+JqMyPUGyOUp1Wki+NUWuqWV420iiLyUR7mGvKuXTZxsqmErf/IN7AQVxTuzA7djOu2Y093EOhpqecm8Bn70Cu2YU73ok30UkxpaWet5BP6EiGJ0iEtWSiJjIBQc3io5b3UC44yGaM5LPGdhZQa7ipNb00Gn5mGyHm5mIsLMRZXIgyPesjWzXjzyrwFP7Mr60seNjYbrC9XWVtNcmFC/NsbjXZ3K6ytJyi1vARTxvQWwcxO8SYbFLGFX0Mik6y9/mdPPr499i5/3u82PcwTx36Lvu7f4xo4hB2ob6PjrXZR+64hFBRRbZhIpOyYbEM4wgOU2s4WZ6NsrGYafsra3WDjMg70dgl2EN6ZhYzLDQTFMN26hkvtczkFwAN+RM4rXbUMhlTDiOltJpsug+VaTc7n/wnHnn4H+kZfhqFfz+HFN/nkc6vsOP4P6O1HUI0+ARHO7/Padn9HBPdx76T9/Av//rf+do//Xf+QtA9/sX/wV/+j/+Tex/+Ot/4wd/y9R/8T751/19z5NgPUav38b37/oq/++Zftru+Tz/9bZ7Y8TX6ex7CrthL1S+i7+C9ZKKHqFV6sFl2YTbvJJ/pJOB6nlMnvs2zT/8TD3z/f/HUA9/k1PP/hrLvxyjlT6Ew7OH+p/6Wf3vor/jBv/0VQ70PUyiJ8CWOog88jy0m2B8+izfT9We1Ruok2uCLyIy7sZoOEc31Um+IWWiO8eYrMSp5OW7PKabX1ZTnxpmK9mCxHyVVGCWRExGI9VCdU1GZV5CfHiVXH24rJ5J1EfHKMInyGJmKkvK0kZcuF3j7zXU+/OAGH77/Ch+8c5XLZxvMZuxUpiZYDJuY86po2iXUHSKKrh5Svi7Crg5qESlx5Smm7eNUdCKWJ5XMu+RUHQqSZhlFk4SyUUzTJqNmktB0jFMxjzLtHmcxbqIZ0tGMG5grOsgHlRTDKpJTo9RzGi6eTzA77yZfGWempWN2ZoLG9BjFZi/LF2XEah3Eqz34s72U5icIZIeY27SwfN7EzJyEcxd0bGwpyde7ydS7qC+NsHBGgc91GLfhOB6niPm6m/NzUeayFnQTu1EZd1KeltMoaVlvuLnQ8LOcsHGm5ObiXJhztShbzRBrTW87HV9b8LM866GcmaBREj4gJuoNC4WijnLVRL5kIFs0kinp2uqUcF5CtCYjNa2iMGckU9eTrejaJtTFhotUzcJUTsFkWowl0IVp6jTD6j0ojMdIFnRE42p02m66BvbSI9mH0n0CbagDiW0f4/aDaALHMYW70XlPoXKfQBfuxJbtI1CWE6losYVGMAdEZJt2cg0XsayZycgEaouwULqTfvlxHFNKCqUpzq7VuLw+w4WFEjfXq18ANB3N4LToCXitTFezTE1KMZgOc/TU/Tzy46/w9FPfQq49gMor2GU+jsz3DEfE9yPRPItauxuR+jH2i37Iw8//HU89848cP/og9/zwb/ibb/w/7QWpf/WV/8b/FFbOP/r1ttPAPQ/+b55+8p+ZUO+hc+Dh9lqGf/7OX/Lkw1/j0R9+GcnAE5jEu8i5upEP7EA9sQO3fQ8e7fMkXceJ+I6RKfSgUDxBT8/9HD70PQ7tu5f+Ew9z+LlvIRt+nP7BH3O04172H7iHPTu/jkb8LG7DfoKC9b70R/TJHmJIYIcYdzE09jAS5aPtxU0GxwtMOYVRxylmG1K2V3Vc3bayuqInnReRLg1icR7C7e0klhQRTQwQiveRKYopVWVt5lCpIKbVVLG54eTsmUlWlzxcOZ/n2uU6r1yd49ULDW5tN7myXGatGqUc0JO0iolpRcTV/SQUPSTGT5PV9tPwSolYT5EKDpAMDJJwDRJR95FSdhMXH6cs72BWN0RFN0xcMUBK1kdZKyYwdILASCdhSRdTIx0EpKdJ6AbIOUfJT45RDmmYKdg4sxDhmhBVzpTZulDAn5G2a8Pp1QlyjREKMyNkGwPUVyXUFkfaTgqJqohkXUogP9ImW1SW1NQXZJQbIvLlfhyeF1Frd+KPHmJ5U0kqdhK/5Qja8YP4rb34ND04xjoYG97BlK+D6NQAhbCUgkdK2aGkbFdR8SgpuuXU/SbmIwbW0iZur0Z483yOD16d5vp6kovzIS4tRHl1q8grWwVuXyzz6sUK18+WuHImx7WtbNuG5MJGlMtbSc6tJ7i0meHChmCCFmN9IcZCK8hM08P0tJt63UYhqyMRllMrWGjVPO0GVTlto5S2tKN2piDMPfXEs2PtMVMoKSGakuEPivCFRATSYsJFOblZE6UFG/GSmlBWQbyoJlU1EM7qmEpocEfkGCaHkJmOYwtJSJQtlGf8TLeiNOsRGsXgFwBtFGeolzIkYy7yqSlcdgkGwUVb8hg7n/knnnzqnxke24nC+iRy84+RGx/lgZ1/zY5nvszpge+3+bBd+ocYtj3NiHEXfYpnePzF7/D1h/8n9+z8Bt9+7Kvcu+Of+NfH/p5v3v8lvvfQX7Nn371Mz463Vf8/euIfuOdf/ge77v8Gex/8Op17v0fYeIyY9QQxfw8O91Em3ceQ9DxENtRPPNqN3fMC0vEnUBt3MRkTaFvH8fl7sBiOEbAJjnKCqdUx7PpDpP39RJ392JXHCDg6Geh5ENHwY3R230dH74Ps3/dNTh39LoOi+7Hb9tPISgm4O2gWxUyXhlhdllFuDREudmB1PksofgqjfT9GxwEsnhfRm/fidZ2kVVSzWbdwedrNjQV/+8V551qL915e4uVzTc6vlLiyUWMmYqXlN5JUDVHWiyloRKRU/aSUAyTGesgq+ygahik7JaTtYlIeGUmvmPTUCJnJEfyqLhLqflKKbjLjnZQ0fSQ1g3jGewkrB0npxPgkpwkr+gmO97SvadM49ZCW88sxrm1XeP3mBu++fZ3X3rjCe+9dYaYVJJ5T4ksPMhnrJlocwJs+jkewOUkfpzI9wvyGjkx9kOrSOM7ASabiwwSSYhLlIWaWleTLgxTyg3gsR9CPPYfXcZRMsYdmYwi/9UVUo3uQDTyJauB5jJIjKMTPEfOJqAUmWM/bSOpFxLViUoZxCjYFGcsYCbOM1YiOW2UzHyw6eWvezM+vZbmzHuf6fITNspe1vI+NSojtepjNapjL02muTie5VAtRdo6xUfQzG3NQC5hpJT0sl8KcaSTYakY514hxvhnnxlqZK+tFtmZTNGIubm5UuXGmyk9fWeeVzSZXZzNcnctzeanC9c1ptmbinKlMsZR0sZywspoys5qxsNXwc34+xTt3tnnj5XXuvLTI7SvzvHS2yrm1AmsLGS5vz3HjpWWuXmlSrVtwpWXYMhK8ZWFNpgJnUoo5MPoFQA0aDTKxiGMHdqFXDDDYuZtThx6kv/M+Hnnwb5CMH8CXGmXYsJN++X2Myh9FPvEsvR330d37EA8e+grDuoeR2p7m+zv/N0dO/5ie0ecYMhzigPgJHt39bZ58+uscOHUPtuBx+kce48EHvozPfhydeicaw15++P0v88T936TzhYfRiXbTSI2R8J2iVh0nVhwglxokXx4hXu3CpH6KviM/QiF9CnekE1PsBKOmXQyOPMrE2HM4LMfbNV461cdmVUvE1U/UL6OU0VMTNoN7BYe7h5H0PcGRF+6l88h9iHseYKT7XnyuQ22TKaf9KOFAF9WymFyhm3TlFKW5wbYnbCQnzOL6SUd7mU8o2C5buLUS4vZKlFeXE7yxWeSNizVevzDNXNpD0aslYR4l75TSDKhouGXU7FKmnUIaOkpe1Udy7DRp9RAzbhU1h4ysWUTBKaYckhN3DJG0DhJ2DBBw9lObGudsysFqxELFLqM+qSBpHCCi7SOg7iekHiKsGm6/7DmblIWUmZ/cPsvvfvk2v/vtB/zil29x+/Y6Z7fThGMychkd0ZAEX7ifaGUYt6+DYLQHT+gEE/ZdZBv9lGYGMFv2obHtIdsYJRbpwWE8hGRkB8FwF5HwCbLJLuLCnkvjKZS9e9GLDmIZ28+k5ghe7TEmBnZjVBwlZBnAOLwfrfQFUmEJazUrC14lDaeSjElO2aWhFdRzoeTm9rSHN+sWftay8MsVO++v2nnvfJT5iIqyV07KISPnUVHxa5iJ2ZhPudmsRVhKe1iIO6n69KR1UvJWJTW3jqbPRNGpIWtXMp+w0ZjSkzHJqLh1xHVjJA3jhNSjRLVjpC0qCk4dDb+Vom2CpH6MiltPyiwnbVPSitvb9f70lIGSU0lUM0JML6Xk1bMxE2MpO8V0xEnSriHrM7NYjXPj4hJv3z7HT9+6wk/euMIbr5yjVnLgS0gxp0SYov04U1LMMckXAO3t7qLzxFH2PvsknYf3sm+nsGH5mxzd8y/c+89fQi07TDavYirVTaDagz11FG+8k9Hxx+kdfYh9p7+DSPMwItWjPL3vmzz0xD+y/8gDdA08zbH+Hdz3/b/lkR/+LSe7vs/g+ON09NzPsWP3YxVsDft+jFS8g+O776Pv8ON4jF24FIfIuHuoxodZmlETSfS009NUoh93aD8ezW7ixj5MygOMK3ahdx9E79qPUvEMTt2LOHX7KVdHObNmYqlmIBuaYL6S4ObFVaarLtLxEZKhbiKu40yajuC1nSAa6iQRO00hLSIXFdHIy6iWxoinuomkO8mWupiZF6h9YzSbY5yZ03NpycGb52Jcm/WymbOynbOzlXNyJu9kIWtjOWunGdFSC6rJu8Xk3SNMR5UsxUzUXHKKgimWc5yqW0HNo6JgV1C0Kyg5xsmaR6k4x5ieUtIIKQg5uom4+wlYeokYh0jqxWRMY2TNUrIWCUn9ECnTMEmznKRTSi2tYbZo4sa5HD9/b5vffvQhv//Db/jFLz/gys11zl3LU5jRYXQda7vMGXQHUE3sxRHsbkvdAqFOwtHTTAVP4vMfb1trTtlPEor0tEkLOSF6Ok6jlb1AbLKTdKCbKetxpiydRN0jJDwSpky9hGz9NIUN7VPDVFNCralnpmRgvmoml1HQLBtYyOhZiRpYjxs5n3NwqejgzkKI99aj/HTBws8W7Hw47+Q/1gP8ZD3IzVkntt6nkB16FPHhHYx3Pk/YNMJq3teOoI2AiaxF3gZUUichphklqZcSkA+QMo8TN8nI2OTkrGMUbHKqbg05i5K0UUFSLyOmk5GzTpCxqMnZNOQFgJkUxDUSSs4J8nY1WbuKRtDEtEdD3T1BzjJOVCvGIenCrxklK/yfU0vOoSVqVlJPTXLlbIPXr63y6pVl3r19jg9ev8K7ty6wMR8hGJdiTYqwxQdxJMS4c8ovAPr4kw/y3PNPIhJ18dRj97HjwXu57zt/xzMPfYV7vvwXdDx3H9mwlHxZ2nYEFyRcYtnD7ZUMI7Yn0HqewxrZi9m9h26BXyt5DrHuMArdCZ7Z/20euu9v6Tj0Izr6H+RI/wMc7n2YvuEdGHQvoJvYS1ygNokOUBZsJfIKSlEpSVc/CyU1Ed9xEqkBrMo9OMwHkGseoRjqYTqsJuHtRyx6lMOHvoVM+hQqyXPE3ANUghIur0/yys00G+shAsLDCFnbdYRvUkSxoMDjOEolM0I8PkgmO0y1NEo+3UcuIxCbRZQbo9Qbo8zWpbTqMhLRbjLZfkpVMRstCy/NenhzPcKd1SlWU1pKdikVu5Saa5y5mJ6cR0rRP05xSk49pCZjG6HslrXrqRmvlhmfjopTScWtpOAcZy5uJa6XkDSOtVO7on2cokNG2Skl6RggFO4j5u8n7RgiMjFCyqYg51RT9ggvkKL9BS84FOSDarbWc9x5/SzvvH+ZD39+mQuXqlx5a5nb713k1psX2LrcZPViArO/g1HVDvSm3QwNPEBPz4PIVAfxTnVhNx8k5DpJ2t9NNtRLOthLJSSlmJaTTUvJhcUkvKOEHIPMRYVoJiZq6aUYlNLMaslHx6hnJqgXTDSKJvKxMVq1CarCWGbRwrmrUWbPeMjkVDSTGi7XXdxpuXh/wcn7LRtvNS28M23lnQUrb897+GA9wfvrKW42JrlRs2E++QjivT9CfnwXU5oBNqdjLGcmydoUpAxSUjopOeM4TY+elEZMYmIUn6Tnzym0Uda+FmwyKi41IcUAQfkgJYeWtEmBb6yfpfgkFbeBlElBUQCZeoSkboyMWc5MyEplUkfJoyFjktAKmshZ5WQtCqJaKT7ZADGthIJdQ9qqJuczcn61zGvXl3nrxipv3VxDmO2++8omr11dY2EhwFRGhjU3ii0xhCcpJVTWfwHQ48PPs/vUs3z7/u9w73e+y3e+/jW+/Dd/wZP3foOB/Q8hOfkEhrFD6MV7MU0caNuPHOr9TttEWuM5wMj4Mxh1z3PsxDfYf/Rb+P1duPyDyF1dyFR7Od3zKMOjT3Oy84eMSB5tu4kbJk8yNLyDSdNpFhMWNsJOil4JiUgfcW8f6SkRCV8fHvOLRFNDJAsjRFJdTIWOUKmNcuasDZ/vNCrZPqQDzxHyDBLw9BLwdpNPDLPSsjBft7K1EmdbYOgkDKRj4/j9A8STI/gDp4kEBcnWKJ7AKVKJYSrZcRYbJtYXXBTzCrY3bNy5FuD8iovVZROJdCe5Qg+tqIr5oJq50DgLIQUVq4SIqr8NuKJtnJRuhJJNTtOroTE5Qc2tohXQt/+e9mlpTgngVFBzKak4x6k4ZVTdcvJ2OVPqAQo2JVntCHm3FL+1H7VkfztS2ewnmJrqJ2kXkbYI0dXAdtHLa2slbm9O8x/vXOO3vxDS2A/59//4CeubTc5fybb1m/FFOVXBmvIlF2uXsrRmoph03YyOPoVU/BC9Xfcz0P84WvNhovERnLaTBN1dZPwD5CZ7yTq7cKlO4JzooJnVUU+rKIaHacbHWIiqqHnFVDxiKm4JS0kTawUHK00vi2eD1GZtOK2dNIo6ApODlGtGZs942+fyjRxv3q7zi3MJfr4+xc9WnPx8wck7dStv1x28MuPllVaI11ZS3JwOcjap5dXpSbaSWi6Xnby8FOfKXISsR8Gkqp+wTkxEOUxSI/kzSG0KilYhWo4T0opImoSsRUXLp2feb2pH0KJTSdYyRkkAmUFIh+UkdWJyFjmxiWGyJhkJrQRL/zFcw6eJa0aJTYy0T9aqoDFlJGuVt1Pfms9AxqwgJB8hoh2hFNBzbinDK1cX+ckbF3nn1jneuHa2Dc5XrrRYX4mTbCjxFofRBU5hjYlwZ+VMFbRfAFRmEzNuUiLT6BhTTvDYYw/zT3/3V+y6/x4yjn5qMTEu9XEkJ57CbjpBh+hBdh74Z3bs+RoPPPq/GBh6iq6RR9jX8W36ZI/RKXqIXsmzaMynOHbiIdTqF9GrDzM+vIOxwQdxW/YQTXZgcx7A4z1FKi4h4R0g7ReRmBoiI8yVjJ3YVIfw6g/ji3SRrI22PW6mUsepr8iJFvqxuw4z5evC7+khG5XQyAh2jqPkUwPMVoW01sSZ2TBvXl9mdTpEIjhONjlGvaKmkpGzUrdxbi3E+fUwF1YjXDmT5Pb5IpeX4pRyEzTrSlozCqLhPoKxTnyxg0SSndQ8MspGCXN+JSXrSLt2qjlVzPr0lJ1KWiETdZ+Wab+Ghk9FyTHGSsJMfVJJySGj6lIjRMi8TcxSRs9MTEE9KERXLVmnkLaKyWj6SZh7yIbFhPz9eFynCHr6qMUmqAUMrFRC3Lm6wi/ee4Xf//Kn/OG3v+SPv/+Iu3d/wyef/IHf/fYjPvjwHW7cWqXQsJOdN7F81cvVO0VW1zOUMg56TuxksHcHstHH6Dt1H6PDT6M1Hmwv77VbT2DRHcFnPU3aP0wjpWx/QPNTEorRccpJJfMVA628loW8jvmsjtWiicW0geW0mfWSi9WWj0LDRCqtpJZUk/EMkQ6IaWYNbC/Hma96aZYFNpKPn1+I8sFGgNtNG2/N+7iWN/Fqw83FqoubcwFeng2xHNGxEjXzUiPE1WaQ8xU/y0kHeZucpEFMyiyj4tMT1oySsyjImRVUHROktCMULOPkTHKCimH8ihFCakk7Dc6YxhGOEHWThjHyVgV5yzhNr64N5Kp7ov0hFD6aMY2Y6ISYtFEoQeRkzQoKTjUJwxhxg5SiS9OOrEVrRGVtAAAgAElEQVTHBAndGHM5gUKZ5ealOV6/tsJ7r27y/p0LvHvrEq9f3+DcZoF0QYkgWHBlBzAJptbxYRwJKZaI9AuAjlklGOx6rA47Zp+Tx55+sE3BO3XgKXSD+7BIj2KWn+b4cz/g1KEfsff5e9j/3APc/50vc8/XvsT+577L8eHH2X/6B4yodiPS7eHZ/few/5nvcfLAA8gGd2PXn0CveB7p8MNYTDvJxA6zsqzB4+nA4+og6O4g7u1k0nC4XW+5dSfxGzvx6Y4Qr8tJLSoJlgaozMuJJbqJhk7TrElJxIS0dJRCapQzMzrmC1KKKTHZ0AiNhJaFnJ1zrRgXFpO0Kk6W511srXi5dT7Nq2dLvHauyuuXaty6WOfWuRpXVwq8erbO5dUiQY8Iz2QnFvth/PFjRPJHMTn2kDIMUdaJaXrGWYgaWIpYmPfrmJ3SMRvUU/drWMm5OFvzMJfUkXeJqfrGydqHyTvFVKfGKU5KmU3r2JqbJBeWkQvIWEiYqAQmyNvGyBmHSdlFxF0DRL2D+Dx9JHzjbLWyfPjWDT761Yd8/MeP+PTTu9z99DM+Fc7du9y9+0fufnyXj//4MR/9/ueU58LYIyOMCibkzlMsLUdw68X0H3qKjn2PMNrzHF7bSUzqAyilz2OxHCYc7GfKfRqPtZOoT6gdtczmzWzkzCykNMwKutikklxQTDkqp5ZRs9ywsVa3sT3j4VxtkvW8nZmMkZlpB4szLuYyBuYSWs5X3NxcTnFpIcv2XIatuTA3thPcWfNyqWjk5rSPq9VJzucs3GpNte8vleycK9i5Nhfj9maNNy7McLmVIu/SEFaNkLcoyRnlbXAljGPETNJ2+p82yKg7NKT1oxRM4yTVErziQaZUUiaVEkIaoY5XkNQKtaiGhFlBzq6iaFO2wZk2jlG0C/dqhC54zqogZRxrAzRtlCEcIaUWypKkUUberiJnU5GxKNslyHItwctXVnnz1XO8ffMM775yhvfvnOPNa9tcP79Ao+lpe1eZEqcxxLvQRrrQRQcxJaTowv+lSSQ3DiBWn2bc0INIfoQu0fNIlCfQawYZ6t+HZHgvcvE+Og490Aaoon83ipPPM/T8k+z41le496tfai9Hfer577Lv0A851f0YnZ2PcWDvDzBKX8BrOknM3U3R00NysoOA9zhW/T4cuhcZOPYjxB2Poe7ZScLZRTUxRj0xQdklJWPux2M5SqQ0zGS6H4PnOKHoEMlgH/lAN6nEIMXiCNPTY2ytGVitq7jQsvLSgoct4aGWvZwv+7kxH+OdC1Xeut7k0vksF1bjXF9NcXk1yZWVBNutIAsFO/lJobEwxEbKwUrMQXhyBJP7OCbnAZS6nXgjJ4jGu6hH1LTielZKRqanJpiL6GnE1cxnDCxmTMxGtZQ846w2XcyVzWxOu1ktmJmJKljI6FjJ25iJ66kElSwUbBSCSgp+ebthNBecYDluaAO/GTTRjFooBZW0yjaqMynuvP82f/z4Yz799E98/tmnfP7Z53z2KXz+6eft88ndT/j9H37He++/xXs/u06mbmQy1ovVexJBNhaKShjv3kXY0Ede6CYHJ8gEZCSDYrz2DpKhQUKhLvL5UaLxYVJVDYmUimpUy0rRwXzOSDUqpxCUMFvUtrOURlbH5oKP+YqZmbSW6ZCSpl/JQtLEmaqH1bKbCzNhXl7KsFVPsF6Oc3WlzivbLd68vsRLZwts16fYyjjYztrZrnm4UHbwipAiBxSsxE1sVaa4uZbhbMXT/gDG9SOkjJI2WISoFhgX4Zf3E9eN0PDr8ct6iKlFlKwK6i4dYYUIz2gX/vFBAioRUc0oBbOMvFlGya4iY5ZRn9JTduso2HREJySElMOEVMNE1MMENWJC+gHS9mEqLh0zPhOzfhXlSTXlSc1//lZLTCslopezUE1y58YZ3n3zEj956yrv3r7Me3fO8f6dDW5sVFmo+ghFpGj8HWjDpxBcLTShPiYCgyi9Qxij8v8SQfUvMjKxj56xpxlQPsvJ0cc53PMQJ7t2cujwQ/T37aKr94n27ogx3R7U+r2IR5+jt/NJuk8+iWhgN10jOznW/yhDiufR2k9g858ikh8mlO7HH+vG7z2BZ2I3yXAXqfwQqcQAlZKCXFpKPCLCaT1KKjlCc9ZILDJKxNFL2jNEuaQiIjBXmmM4HEexGw+TCQ+xNK1ncU5PNT/GfE1LKTZKIztGq6jk2nqMW2fzvPtSi1fPFHnrfIXrS0lWSi7KKRWZzBiZtITE5BDN8ATFyfE2YEpeRbsWLNukZF2jaNR7mQx3ksj0M2HYzaD0MVze41RqEopJMdXIOHN5A428hrxQi2X1tMIa6h4VDa+OitCZdY5TciuYDRvaKe962sFC0spc3EzZpWhH3OaUhpWElY2snfONCBvNJO++ssX7b17lnbcu8dL1WaIJI7mZAm/87Gf86eNP+eTuH/jss7t/Buhnn/PpJ5/wpz9+xK9/+Sa37qyzcSnP/GaQeEnO0paH/JwKd3qAcGKYhG+ImlBHFjQszVlotUy05o2sbbiYaU4wO69idlpOJj6IL9hFJDJENaVsE+dny2am88Z2ql0KKmhlzNSTGuZnHGxshlg/E2iT6edyelYKZrbrk7y8muZyK8ml2RSrlTjrjQwXlmqcmc1xZi7J8nSAaxtZtmsCCOOsTTs4M+vg8qyH1ZiW9ayNl1czrGTdrGcd1DxyCo4xCg4ZSf0oWfMYEZUIn6IPv3qAuElC2iREOiECKihb5aS1I8RUQ0TVQ6T0Epo+PdMBPa2QkbJTQd0zwXLMTmNST96qZsZvakdRoWSpCs8xoqKWlbO95KQa0NKYMtD0qciapO2UuO7VETeOkbAomEv5uLI2za0rK7z31mU+eP8GH757g/fffIkP37jI9TMVZos2Jqf60QY6UHqPow/3tMX3E1PdGCPDyF3dXwC0Q7aL07Jn6RjZwUnRo7zY80OO9wuNg2cYFe3nxIkn6Ox9ihe7HuD08BPINQdQm44jkR9COv4iGvMxRg0voLQfJZAZI1wcb6+AK9fFFFcVBEq9xAv9JJMDRAuDbW1gKN5NLDNEIj9CIj9MsjhEvCQiURGTKomJhnraqWqtqaVUH2dmVugIqqilVW1a2lLLznrLwWLZzEbdzeb0JCsNKws1E+stL2fnwyyXJ1nOOljPWJkOaMl7FO1utC/Sh2XqJNnQKLMBDasJO62gof2gSg55O8UMWQcwm462fWsisS683uOYjAdxGU5Rqo5QKg4wU5RRzksJh7rJhkepBseoe8YpWMdImWTUHCoaHqEu0dAIGKj79DR9QvdPTdmtbs/QZkNmllIuLs4I9e/sn9PXX/+U3/z6Q269+hJnt1psnMkQCkpJ1gJsvXyF3/3hIz7++E/88Y8f8bs//Acf/f7f+fVv3uXOnU3ObrmZXjWhcR+mNKchVRyluaAmVRshJpiSCeVCbJjN7SDr2z5Wt+y0zphYOudk/ZKXi9fDLG+6mJ3Ts75kplSWsrRkZL6hYa3lYL5sZrFgYSVnYz3nYiVrY6lh4+yZAEsrXmbqVtZqDi7OTnJjOcibW3muzsbZqsbYbmbYqGbakrbFUozlWpi5sp3laRvLC26WmjaqeTXxnIyVtUlaJSNbZTfzcQMzYQM1ofvtN1KZVNMIaalPqqh6lES1g4QmBgjqh4jbJaTcEkp+FQmThKx5nLCij4R6qN0Ayllk1LwaZiNG6kEtSesoWYuY1biFlbiVmaCRuk9HzTNB2iwhoO4jYRiimJSwvelgvqEl45GRNgtNPQU19wQzfgPTARMlr47lYpCX1ircPjfHG9fO8Nbt83zw/k3efu0y79y5gkD6315KU8qqmQz3Y473Yoj0YYwI9igj2JJi7EkptsTYFwA9Ovo0x0R7ESn7GJCdZkh9jH7FAfolh3mh80l2HPwRe489xuGjO5BIjzM+cQKtqYNUUEvco8QnLJS1vYgvMsLafIjCtJtsw0CjrqI4ryBeG6C5riVeVePNi7DHT2C3HiIaHyCVFxbCSghlBDPfPmLFQdIVMcFoHw7HSaLhESp1DUsrTs5thHj5cp5Xr1Z4+XKVG1s5XlpLslp2sDnva9dy0ckRIi4RQfswEbuEolfBQlSoD5UUguMkwxJM5iPop07SKCrJ6PtIqbqZcys5EzLSsEpJTfTg0Z9CpzmIxXGEKf9pAtYOIroeQtphphwnKdcGCUaPYTLsRy5+Bq+lg6R7iJixj7JLeAnUNLxKqq5xpn0aGsJLETRTdKioujTMR21sNaLcvrjAT954qU0g+Pzzu3z22WfcvXuXX//q39k8u8jmZoXVBQ85oVGVVFBbL/OLX/6E3370K156eZNLt8psXk1x9ZU8uZKUQmuUSGMArXc/xZKERk3BypqFpXU9s/NqZltainkZq0tOlpftFMpyChUlpfoE+ZqahTOTlFt2Wisezl0IMTtjYHpaT72m58yKpw2mjTk3Z1oeVlseNlcDXDkf4PKFIBtLgpjbykLWyCvLMd46m+PNs0UuNuOcrcTZqmdZLyWYTweZ0khoJG1t8fdcRce5RR/1jJp4VES2oaVUErqfUbZbEULaARL6URIGBYuZKHO5ILWImYJTQdmtJG4eJmQdJBdQsFi3sbbgYG3eSSWsbjeL/PKe9iglrpFSEgCVNlNP60g6xUwa+wiZB6h5xpmO6phOGmkG9cwHjZS9E1jHTpA2SfAaOilmlMRCEiLWIdIOKaWIgdmUg2rYRM6rZanoZ7kcZmsmxbWlPD+5dZa3Xj3P+2+/xNuvXeTO9Q0una1TqliZjI+0RyrGxBCmxBDm5CimhBh7ZgJn1oA+rP4CoEeGnuWY6AgHejo40HOMgz27OTKwi2dOPMr9z3ybH+38BvuP/ZiB4b2MKI/82THNd5JJey+tkpNcTo8r0ovOfJSVuQDrq2lm5oM0VwMkK0oiecGwuI9MO10dJ1UZJ5WSkkxJCQuuZ+FBmrMGijU1MUGeVVRRzGtoViy8dD7Hq5eq3LnS4PaVJpfXC9zYqnHn8gzbsxEqfgWXWm5Wynoi9j58lm6KmXGC3iEyUXV7Lhg1DbRT2WpCSzWmJmjvxhsbpJCV0fCOktP3kDX2E5GfIijpwDNwhJinC7/vBCOyR7A7DxF2nSZhH2JSM4BFeYhIoKvdoAoH+nEYBQphD0FHH9kpoUkxQMWlpOyT0YoK5Hcda3Eni3EXW80kb93Y5Fcfvs7vfv1z/vi7j/j4j0Jj55N2uvr555+3Gz5/+uPH/OY3v+Lff/Yur796jvl6iNlqkovbZ/j3D9/g/fdutHdxmr37CKQ7KTRHmT+jYv6Kjkh1kFBskFxYcGDQUZ/Wsbxp5a2flDl30c/LL2c5vxWiUlBRLirazoVra27W1jzMLzk5ux1k+3yUG7dKlGqCRMzB/LyFWnmCmaKGc/Nutqed7Rp8rWphrW6mkZ1gpengzqUSt9azXJ6NcGUuxitrObaFtL0a5kwpTM5jYKLnEFHjEItFAzcuxTi3PcViTsti1UCxrGDtSpALF+Isle3UYro23VEgcVQn7dQCQTZbeRpFG9mMoU32n4lqSIVklLNqFqYtzDeMtEoGCiEZjaiG2dAEdZec9biVZlhHOachnpVTaxjxhIcoVw3MVk1kBQAmFUSDcuLeMVy2Afz+MeJBOSPSPbi9A0RiY8SyalJFHdHIOOEpGenQBM2Mg6WCj/VSoA3OW5sNrp2d5vZLa9y5ts4bN1Z49do8c4sxJpNqPCUN7pqWwKyZqcoEk0UlnoIKZ1aFPT2BMfZfiAqPvHgfTxx7mKc7nuDxww/z9JEfs+voj3n0wA/Ye+oxesb2MDrxAoPjuxjT7WfMeBCV4yAmwf/G0kMmPkG1bCeVnCCbVJATxgYFG0vzSUpFC4nYGLn4OIXYBIXoBPWssV0D1TJ6mnkj0wUTyw0X22tR1hdDbTLzzQsVXrs6zesvtbh5tt4urC+t5mmm7TQSRvI+OQW/kqxXTMzWTSk4SiEkZaFqoZiSEQ4MEw1KiEyOUAjIKAeVlKNaIqYBPMqTuC2niXkGCNm7SbqGiVtGiRoGiBuGSVtkJNx9BCdPMDl1gHD0JLm4mHxERcQrxmo4SMgvEChOYxQ2Vfs7SIV7SYUG2iOIlFtKwSenGlXRyhq5PJ/g9rkVfvqa0H19l4//8BGf3P243X395BOhfvyMzz/9rB09P2s3fT7j4z/d5ZO7d/nD737Nz356h425BJvNAOebQa6sxFmdc+F1n0I8sqNNbcwnxMxW5eQXRykvKChXVCzUbbSmbVTqBmZaBtY3nFy4NMWVq2E21icpZcbbZYPw2+naBKvLNtbXbWyse3jzzSqLyw6aMwYWWmbWBa1rQcF6y8rFxUnO1R1cKDnbe1OuzAS5vpzg5lqOi7NJtmoxtupRtmfiXFpIc7YaYq3gI2EUYx46RswgYjauYXnGwsVLQRaWLJxddTM/b6I8ryE+rSRXULJatVH1K5gTFDiChC5koRG2MF9ykYoJhAltG6DNgIJ6TEE1Jywummh/LIpRGdWkglZxgvmkljlBHOBTs5IXCCsKXJ5TOKa60E6exJMYxh0YwB4UvHR7MPuHmIrJCaRVOGMSNM5OjIFBLIEhTJN92GJiDMEh/Bkl4bCCVELLdNXJxlyEK6sF3rg01z7v3lzl+tkmr19d5OWtBstzCRJlD/aEst2pdeflTGbH8RdU+PNK7OHh9nFFRvCnZF9E0Pte+C6PHPkBTxy/n8eO/JCnOx7i2VMPc3DwKboVLzA8cRiZ9ghyzSGGxXtQqI6jVB7C7RS2Pw2SS2goZ10UE1ai7lFywTESXglR9xitrI1Wxk4zbqI0NUF5aoL5lIWzMx4uLUW4uZnj5laR62eL3L48zRvXFrh9pcWtcw2urhbZbiVZK4epBC0UvFrSDhkZh4Skdbg9OPebeog4Bwja+8iExBQS49TzE0RDIyRiEjy2U6R8IupRJRmXGI+mk7C9H7+li5D5dJvYMGnpIedR0ggItDottYiDgF2EceIFIlFhDHSISnaCiHuUYmKMVKKHSOwYZucuRuUPtme6K5sKZpeHyQX6aYa1JBPjLM0HuHqhxC9+do1P7/6ezz/7jM8//4TPPxeu/PkIgPxPUH72yZ/HJR/f/Zjf/+Ejfve7X/HzD9/h5Stn21K07RkHLy04udRyUY2J8RqOEbUPUvIrKHpluJXHiJZHMHuPEgj0EJkcxGvuJuWT0IhPtJ3sW4L/TWWCmbyaWkpBPipjtqLlzKKNhVkdF7bdvPpyhmuXI9SLinYzbL6sYb1mYiGjYT6t4dy0i4W0ga2ii9c28ry+XW2DcLMaYbMa5eJMik0hrRUI5dUwS2kn0/6J9vx4OW5kM2ulGVIwM21mbdvH5vkpovkxMg1l287Smu5netXM1oqLs1kTZ1OCuEBLK2ZgRhChN6zk04JUTknCPNjmLDeDCupxOQtlI2dmnNQSSmopOZWEmGZMTWlSYA8NUJtSUA5KcGgOI5U9i9hwgHHrMUbV+xlQ7GVQux+R7iBjxuNY/EOI9YdQuI63QSm3d9Cn3Mugah9y23GiVS3Jko7itJX6vIfV9QQvnW/wxrVl7lxq8fb1Jd64Ms/ti7NsL2YpVabwFy3ogiJ0oT5cqVG07lM4oqNYgiLUjtNtMbdd8HnK/hfB9g/2/CsPHvwBTxx7gB+/+D2e7rifPT0P80L/IxwafJwO0U5GFAfQmDswG3tJRzQEA6P4goP4ooNE8nKKZQOljIa0X0LKM8x0SsNS0cJixslKwcN5IeVZSbE1G+TycoJ3rs3w7vUWb1xrceviDHeuCcr4FucX0izmPNT8GvKWUTL6QfK2cWpeHUW3moRZSswkJm6VEreL8Om7sCiPEp4cIOIfJpWQEEsNtH1IE7Hh9gwxHRilEBhr6x5jGTmemAhXqA+z8QhB92ny/jEWkrY2Ib2ZMnD9YpN62UGxoMPr78M9eZpsVkyzruXS+STJtBh/tBurYx8u+26KWUE72k9zboxcJUo818DkVnP+ygxb52r8/Bd3+OSTj/8zhRVGI5/9571wvcunn/yRu3/6A5/+6S5/+vg3fPAfr3P5xjLTzQgxn4bMlIpiUEEzJhC0J6h45cwGtMxFdCxlTFRDcsKWfsyyo9gNnRjkR3CoOvBqupjU9OLR9lJK6MiXbfgSKmrLXhJ5Na15O8WSimBwkER8tJ3yzzYN3LyeZGnGzHRWQzk0RiMuZ6msa4+QhIbNetbOy4spXt8uc2Mlz1ohykLSz0ZZAGea7XqMtVKQ5byXpZiFS+VJbi2FOTdj59pWgAvTdi7XnazNuVjZCjK/GaJ6xoovM0x2QUdqWUdtzczKuoPp3DgzSRW1gJKcS0rJL6eYVDIzY2F+xspMXkfBP05A3YtXeYpqREExJKEUkxBy9ZKLjFGLTLR1tgWPivTkGGblUaSiXQyJnudY/5Mc7d/BY88Kwv6v0THyJOPmQ4jVuxHJnmZY+RwS/WG09k6U5mNIdfvpl+9CM9mBIyFCbz5JMCEsXdKRrFiZWw1y+4053n7rDLeuzvHKxRk2F7PMzcbIVt1EKiZ8JSWTZRmOzAjutBRHZBTTlLBkeACdtx9zeBhLZOSLCPqD/ffx4KEHeOTw/Tx5/H72dj/C8ZGddI3tYmTiAAZnNy7fCO7JEbyTwyRi4yRS44TiQgd2jERBRqNuZrbqoJG1kQ/oaCZtrDf9XFjKcPvKDK+cr/Pa1VlevdTgxlaZ2xervHmjxfmVNNWEjUrYwmJhitKUnrhB3G6dC3S4nGWUgkvVHkr7JobxakSEjCNkXTJyXhkpt5iES5AzdROwdRP1i5gMniaRFZFKDbe1hqmpUbJBKaXoOEn/KErDYeSWw7jsHWR8YorBcVpFPXN1NWuLZmZqWhYWHaTS0rbJdCIpaqs3CvlRLl/xs77hIRA6jdn6LH7fYapNMdvnvURTctTpHL1TV1B5/DRno9y6vcSvfvM6n3wizC0/b88uP/v00z+PRT7+mI8//h2//fVP+fmHd3jnrSssraZoLQfIF/QE7SP4J/rIWkdZzgr8Tzlp00ib/1n2j1OOjDOd05KcGsatPYmQTaSE2knRScQwhE18Ep3oKE5NP0GHCKupB19QinNqCIevn0B0mNVNLyvCGCY/TsQ7yFzDxuK0ta3PFAgVM34VNSFdD8hZThs5V/VwaznNzeU8W/UYG7U4S7kwrbiXjXKEC40Yq2kXRZeSuZCRG80At+cDnKvbWJ+xsLZuZXPF3gb86rqfhKCtbBoIZsWorYcxeE9hjPS0d6W0NqzUWiqS8RFKITkVzxiVqJJmXU9z3kCppaK2oGN5yUl8chi/pospfTdW+WEChlPE7AOk/FLCytPYRo9hGDtBNDiBRci+vDIUE6d58cQjnB54ioPH7ud476N09D3BiGwvJkcXJuMJNGphPcVBxIo9jKqeR2o4gMJ+DIu/F6egY83ZaFR91IpuGmUHzaqNxUUva+cSXLvR5NLZMou1ENmSi2TFTKom9AiEZqmUcEVFpKgkkJEzGZdgDQ5iD4sw+/uxBAf/C0D3fY8HDnyfJ47+iGeOP8CBnsfoHd/DsHofE6YTuDwinMYhYm4FCzUPubSKXFpNJiEnnZATjwhzQROlmIVWaYqt+SyvnG/y9o0lXr6yyK2rC7x7RzB1muPiUoozNT/zSTvNpJ2sV4t9rBeffLjNZcw5VaTN4+0T0owQ/f+Zes/vtvIrTff+NffD3Om7Znqmu912u5wqqlSSSlmixJxzAAmCJAASGSBIIucMIpAAQTDnnCmKonIsSaVSVbnKodtuh3bbvs9d53jW6vpwRJH8QnFpn9/+7f2+z2voImqU4+7rwCSpxWfoJC7I4VzdpNzdjHiF+6IEs7IQm64cu6ECi7EUv78Rf6iRcETCaEJo1ZTkY31kfUr6zXXYIlICMSlBdzOpSAdTQvBqvpPp8XZ217Xcvu1maroPrfoSk3kVbkslqwsmjg7tHN8Ok0i3E4hVYPeUM7OmZXxOw8ikGv1IAFn4CJ0nxMTMMJs7Y3z9zX3+8mdhbyncM//Mn//zP/jtv/+Kpy/u8fNvH/Lm8wN2N0ZZmvGSHTWJKMuQS9BxqsVd6kJQsDPJcSmqscsrcfVVE/N2iD97xN9OxNuBVVdFv7wEj7kRS28lqvqr9FSeR153DZu6GV17Ab1tlwi5JSTjCryeZpLJXu49yfL8zTQrczZyETU7K2H2V/3MpQxMupXM+VRsp60sx83cnw/wdD3J4/W0uNPczkVYz4RZywoFamM16eD2ZICYtoWQql7c675YjnA8PsROTpicKsgvaji+GyQZ7SKS7iWU72MgLJi86+mQX2TIX4d/VMrYklCAeqIJKam0XHzRCiTA4TE546sGMdUss9pHdEpGZKyTeFJGXthxhxTMTlvIhzWMW3pIaFuJqZpw9NQwpGrG79GRyvgwDSnR65rpkt6k8OqP6Om8glZbgbT9GpK2AoasEjQ9JXTVn6e++iOaWk5zs/gdujUFKNTFBH09LAi8qI1x7u5MigCze1tjHC7GxRWfwLddXAuxuRxjNuMglRsiljOSzOuIjqnxCRSHWBehTB+BtBJ3TIY10IZ3uBNXpAOLt+W/CvTdy9/nVMGPOX3jJ5y5KUTVn6Ks8SIN7VeQdhfTp6zEamxlNGRgJGgg4RfsQxqSAQMj4QFmMz62F7Lc3Znl3t4k93bGub+T58n+DCd706yISEgXY5EBhp19eDRthPo6CGhl+LRdeLXdBLQ9uJSdqJuqcao6MbZXo28qZqillMH2Gvpbq7B0NOBVt+M2thJ0dBDxduJ3tGA1VjGoLsJhKMVjriJqbcXvacTmrSYQbyESaiMV6sI/0Izf3IpNU4+2pwSNuphovJnRdDv5ERnpUDNhTzlTExKOH9oZGZfgD9WJ64hEXC4yhybzXdx9NMzsholAuoZYspgkeZYAACAASURBVJXJOSupbD/xlBJfwoMtOsH06hZbx3tsHS3x9bcP+fOff8v/99c/8de//JHf/+4rXr7aZmMnyNSMnli4i2HhPhWSM5HtJ5s04B5oxTckZUheS39LGSZJqdjCBqxtpGMKkZEbT8tx2upZnbeJbZ/dVE/Y14nL3Eh/VwmOvhpc6gbSPjUaaTFGeRkWbS0RTxdmbRVuWyt7+3HuPphgeznEYmaAzx6NsTppxa2tw6eqYyFs4DDn5dFCgsPZCPtTYY7mhzlZHmFPUAVlgizEHcyFBkTj8q1xFxsxI8cTVu7N2DgYHWA21Cvuryfn9CzfcjG9bGZsVE0k2YPJWUW/q4JuzU0GA3WMLiqZ2TGKO9zZFQdHh1OszXmYne8ns6ZnbM9AcEpGn+MG8RkZ/lEhJayEAUcV2XkjY0sDTMwM4tc34umqxd/bgk/RSHJQyUzChdemwxO0EIjaSLk1eNRN9NVdoa/+OmWf/hhpzVWsA0K8oA73gBRzZxnt5WfxDzUjqz+DtPYcelklE3Er+wsj3Nuc5tnxCvf253lxb523j3d4fDDPwVaWldUI6yshVmY9+KMqAmktwXQvwbicQExOON2HP9VLeLSPYFIhWs6SIyoSgmMo+Z0p7qUb57hZepXismsUV1znetllrpZfoLLpKo3NN1H3tWDQSDGb5Bj1fQgG7wGdEffAACG7AHXysrc6wf29eY6WR9mdjrI+HmIsZCHuMWDRdGDubcNp6qFf2Yqpqwl5VQk9dWX0NFfTVFaIpLyUjopSZNWl2NWdqFuqUNYWoW0sw9ZTi0NeT8qiIGTowD/QjnOgBbtREJA3Yx+sIhxoIRppJhb+23ohEu/G4KjCYC9heLiFWKSVcED6t2wUtwRvQIggLyKZaSIaaiQd7GAm08nMZAdLq2oys22MzMnIrGgRoMl7d8JMTutYWpKzu28iFK3HH25mfsXAwW0vB0dhRnN63CE9dr+V7EyOjf15dm/N8NU3R3z98zv8+leP+eLNHe7tTrO74GFzvp+FaROTCyZGZlRkJvTMLdnICpycoJwBWzsuVxcDunp0XRUomgvQdxdjH6ghOawgMSrH4q7D5+qiX1VFItbN7r4Xm9Ce9VWiaruJuqWQfmkFvfVFaBtKMDWVMCQpxyavZVBVxfaGl7l8P5uzVsb8ck6Wo6JdLqCqYT6q4eFKnNvTEfayYdbHQmyOh9mejHB7PiGiPgWL10LIhKCQejgf4vGcnzs5G0eTFvbmzDy9G+bObR+bezbS+W4Skyoyc2r2H/hYObQQzUvxpSUodTcw+erxJaRMH1qJT3YTsFQxFVcym6ohFrzKYH8ZI+NKxheNZBb0jM5pSc+rxaCjhVsO5nac4uQ5F5PT31WEu7eRUF+rqCrKOnVMRO3kx0JMLI+SXUiRHbaTT2o5XLMzEZHjVDSI/9/MPfUEbXJGA2px3xk3yfD0VKCuuYy6oZRhh5G1iQj3d3O8OJrjszuLvH64zpOjeV7eWxPxn/f3Z1mdCjIa05LLGLC52xgMdDMU7sMaVohpA/64DK/grBruwRXpxBOUEor14PILU2XJf52gF66doeDmJUqLCyguvs71m1coqiyksrmUDrkUhVqLxjiExjBEl1xLZ5ea9vZeNCoTFoMZj9lEyu9kNGhlNGjEY2zHIKunt7mGrqZqKq6do77kChatDHlLOfXFF6m5dp7yK+eovHGR4ktn6WqopL28iL6mSvymXjSNFfRLarH3tGCUlGLvqcXb10zU3Inb0IbN1IpZWYbHXI+9v1oUeAeH24iOCm5/CU5HPTZ7HUZzMf5oA15/HS5LLSFnM8FoB85hCf3uSkamOxkWSHveGubntcwu6tnYc5ETYhmmu7GlqxhbV7C8Z2NqziwyiASaQjDWiD8oY3HZy93HI2weuFlcs+L0tOFwtTM2Lqw3rCLu8c79UR49HWdhycXKWoitpYAoT9xe6Rf9lclRJZkpFbGYnOSohtyc4LBXojU30KsoQd1ZiMPUhMVYL96Jhmx1CBkp08smhtw16JUVhGwd7O+42b3tZDgtw+trx6ipwtbfhFFRjqGlDKuslkR/l9g2Twc0rGQt5IfVpD09JG0yUeM67lCzk7FxdyHIyXyYvbyfw+mYuMMUCnQrH2ErF2RrzM9yws5SZICDjE10mzyaDbCXHmQzqmcxqmYq3svj+1mePB3n+GGC+XUDo3NyJje0nLyOsnbPzuSOkeh0D5Lu05h8TdhDjcSnVWzcNrM0Xsxa+iyfPSpgJPxT6m6+g66vlEFbFeF0D5GMgmCmi/S8juldC+lJGftbVtF9tTKlJ+poJW4W5H7donIo7VUzNmYjlB1ieM5DaETP7h0HX34VY3/FiK+vGYe0lcGOWlJOJVm/mqmwUVSBDeskWNor8Oq6WZuIc7Q+xuOjaXHbIExsH+xNia6pF3dXeHGyxt2tCWZSFiaTBtKRXgI+Ga6QDIOrDZNHQb9XiTXcgzMqwR5qx+qT4AnLcAU7sAbacX13zXKz7AIVVQU0N1Yha2+lo62dttZ22ju7kWss6KxxrMEx2uX9dEgUtNS2UVvXTnVtK63NHdQWlyAtL8fU3UQ6osFibKSx7ApVVwpoLC2jqayUruY6wu5+FO2V4vcqLp6lsfga8pZquutKGOpuYaizGb9GuHP2EtJ0EVJ14FM0iz6+fkk5yorLaJsKUTQW0N9bj6G3AqOiBIehBquxEpurFp2lCF+wnl7NVfr0NzBYyui3ldJvK8MqRLEHGjDYS1ENlWAwVeKKCr+MBjILPWyfhDl6Msbirpfcqpf4tPC2K2bjSMPGvp7lDRPrexHcQviNWyLS2Tc2wmxuu1nbtLC+aSGZFGSAMjyuCgIBweDdy/qOhfU9K+v7Dg5OIjx+lmJlUy8ymeKRLjzWFsYSveRiShaX7UwsW4iNq7F6mjCpKxjsrcBrb8brbyWa6hG9tkO2alK5boYc5bjMzaTDSu4+iLB1aMHjq8c6WEfI0UnCKycurJe6KgkbW0WB/lLCxFHewWbGTNreQUQnwd3dKBIaTuZCPNtOcm85xlbWz24+xuF0kp2JMLv5kFiYu/kg62kH++Me7s+FeLkS5tGsl/20hRlPL8tREyvJAWbDZp7dWePeyTK7hyPs33cxuthFarZLDN69/zLG5u1Blvc0+BJFOIYlpCYk6B213Hls5RdvG/nVl3Xsb10k4r9CW8t7hGM9IvWhVvoJ8ZyKUKSDZETG+LCc4OBNRiw3WY6UcHurgcl4CWF1M25TNZMpDfkRDYFwB4OBZoYSbeg8Rdx7FeCXv86ztThE2NiBrbMJp6KFlXEH43E9MyOD5EImJr1G8h4DGxNBHt6a5tm9Jb54vsWrk2Ue78/y/PYST4+WeXq8ytPjFW6vpBjzqYgOSvAaGoi5BBaxHF+gG5OzA51TWLFIsQeUuP0yPL4O7AIxI9jJkKeFAX/bf52gGl0fQ7YhrDYbZvMQKpWeHrmGJqmS1i49ta0qpMpBmjr7uFlQwuXT57hw4TJnP73A+U/PcvHj9zn/4ftUXz+L09AgpgNXl3xK1eXrqKXNKOuq6KkWQF4q+jprUTaWomutwalsx6Vox97ZQEIvY9ggGGu1xHSdWNvLRYmXs7cRTX0hkhuXKT39Lu2VZ5E2XaS59hIDghyvu5D+npuY5TdwmSsIe5twR2qx+cvxDTdgDdSgs5bT76/FP9aKP1RFOqpgZtxNJCq0SQNkFyw8eDnJ3RcTbN5JMLpkITquIzNnwRVtIz/XydJGLytrJqbnrdidVwiHC5mflTO30MnCUhubGwpWN/Uks514Q/W4vCX4/LWkhBM91cby5gDrW4NMT/exuKEnNyYj6mtkIt0r3p8jrmbyI53MzWpJpLrxBYQrRYN4IoeGZdjNzahaitC0lWJRNWHQVxFJSZle1ZDIKBgd7WNvx8Xejo3+vgJCA63iPtarrhN3hQFVE7MhAxN+DVmXnL0JN3PBXnzKShEHcmvUzWfLMU6WYhzOxjmYibOTj7I/Ocz2WJS1pJ/VERd7Ez420hbuzXp5vhzk5WqYk7zzb97YISmpgQ4m/DpW00NEBluYyumZXjIx4C9j5djMyEwXK0cm9h75ePo6z/OXVr7+eRtPHxRze6+Ch090jC93MTUrJeEvIxerY35RxvbdATLLCuZ3B0mM95AX08R0ImYzHZXx4KiTX38j4c2jm9zbOsvO7KcsTtUwNaNi8lAt5p4m5jsYTjUSTtZjjRYjMfwDwzM3ODgeIBPRkHGoSPV34OqqFddTIUcrIxE5JlkdbqPgN7axv5Lm7vY4T/anxef5/gxfPtvh2d11nj/Y5N7eFPuLCVZzQXIuQXutZdShIObuIuSR4nELL/dmjNZaTE4JZq+cYNpIbFhLyt+Dy1iLxdLIgP870LBYJEQ8GiHo9+FyONGoVDQ3NHHtehEXzt/k/XfP8f67Z/nwg0/46Y9+xs/eeZd3f3qK06fO88733+HDd97hwx++Q9HZ9/AY6wl6JHS3Ce1qA0N9UkySeoySOrzWPtzmHpwqCQEB2zHQLYqVQ8Z2woLeUdXOgLQeU0sJxoZCFGUX6Sq5QuO1s1ReOEfRhTP0tBcjbblCU9UldD0V2PWNeE1NDCgLcRjL8DprGLIKbW0NjmApoZEmnNEGBjwVjM/rOLk/wr0Ha2zuLjK3mcSTbGfjKMqzVzt89ct73PtshqQQaT7eJwbahNMawsk2ookGsrke+s3FKHs/ZtBykcxYHZlsHdOzLcwvCW1tK3ZHIZFoA/5AFeFgA/FYK8FIk1ioyysmpiaUzOaVIvUh6mokG+kibGsmNNTAZEzGSFhKLNSJdageh7WVkbyRWFaFrb8BfXsx7t5WtI2l2HRNpBJyJqd7cXtaCPo6OdzxcbTrw9vfQEDfRkjXgV1ej0tZR1TXzlzIyFK8n5VhM+vpIVZiWm7NeLm3kefeQpKTmRBHS0kO59PszyTYyoVFxs92LsDueIDdrJNbebd4at6f8YuFeTA6xFJIL65UBHreUsoqts7eoUYCIQnBeAcDnkoGvKWkJqQs7dtYO7GycKRjYc/Axn4f9x8ruLtbyOePynj1pJnFeQU2Yw2W3iLC9mYyuR52HrhYujPA3IGJkUUliVnhJO5h65aPvT07W+sS7hxWcGu/jPzUVYazJbiCpfjjLYxsaZk9MhIdb2JxS0FmuhHlwM8ol/93hhKXmFzpIZPsJuuVM+VXk3HJifraSaZasFtuMiSvJOHuY3cpzu2NMXZXcmxtTrG4Psndu6s8Fu6dDzZ4eDDLw4NptufjjHj1jLg1pN29pIO9RAPd+MOdBBI9+IZ7cAoQhKCUQU87llCfeJJGQ0r8bgmeQIcIwRaO0P9L+MPvEKZbduxmM8rODjqa6qgsvMGpd0/xw3/8Mf/r//lH/v6//W9++E8/5Af/+D2+97/+iXf+4R1++k8/5tQP3+Xsj37K+Xc/oO7aOfymJnyOJtyDEvwGBTGbluEBFT5NJ36LgpRfT7hfxohTyXrOzMKoDo+hHo+ug4GeFlQtNShqipEUXabywicUnPqQgo8+pOTidTF1quDaaWrLLtFWVYS8qRS7qgW3rgmHvpJkuINUQkYk1IQvUEV6vBNPtBF3TMLMipupZS9bd9Ns3cmzepBnJG8hOaFmdMbEk5dLPH6+zLM3s8xtD4pfW9yMcetkkmRajs9bznCsju6u92lr/xiHpxyL4zxBIYDWXojHV4HXWYZ7qIior4ZoqJ5cvpe5BROJpIxouE20yXnN5WxNGRiLdBC2NxFztWHvKydkqicXbMNlKsOqr2JIW4tV1ygGGLmdMnz9zaTsMnx99egbCnH2NDJsb2cypcBlbsKiqWUspOBkO4JDVc+gVNj91eNWd5Cw9bE8PCTCyQT/6npCwESaebqX49u3d3n+4h47S+NsT4ZE9daO6DqJsp7xsZv3szXmZCEmmKn93Bl3c5R1iL7N3FAnCX0LOaeSJ/sTHC4kyUfMJD0y9LoSCqt/LNoQiyreobH+FFFvO/t3gqzsO8gt9LFzbGFjv58HTwLMT7SzPy/neF7F1qyRpEuKR9PIaETB8qaV+f0hpg5MjG1qSS314kg2MTqnIz4iQ9hPBzxVmIyX0GjPEIhWY7JexzB4g9aOjzCE6phcNjCSayeUqcMVLULd/z7KgfcYX+3l5EWYuVUda6se0Qk1P6Zh65aZ1SOhqC6SDTaxs+bh81crPHm0zuhsFudUHvPcLPHDLeaPt7l1vMbJzgwPd6ZYyvgIDHYR9yqJBpVE4woCURnOQAuOQAuBYTm+WA8hgXofbkbtkjEU0eCKKLB72xj0NuGMfcew3dNUR2PxTcouX6Ti2jUKz1/k8pmzvP+Td/nhP32fn/3gR3z4w5/x6QdnuHLqNEWfnqX0/DkKT5+i9splWm7epLOkCHl1MV6DhEy4E1d/A3aNsJsaYGHCQcLdQ17g8kTsjMUcLGWdbC0NMpNT4RmQMChvFqe60spy6guuUnz+DDfOfUzB2dOc/+gTLpw6x6XTZ7lx8WM6mq6j7y1D0VKKqqUSv74LV289mYCCxUkrO+sJxmcDZKasZLJh9o7nOLw7w61702zdSTO9HsMzLGN9L83qTpalXT8HD7w8fzvGwQMP+ZVOcosmhmd1uIc7GE62ks21EB+tIpqspkd+lrLS/41S8QEmw0V0yit0NnyCqbsAg/QKqpazqDrOYjWVkAgJ98BOpuJq5jM6ptNKctEOMoJ2WLgfDnUQMjQR7W/Go67AM1BHwNxEQN9IyCtjYsEiDoRi9hbGYkrU0hsoq66iby7Ba2gUQ5XmN8ysCMFGE2Zmw38bdgx1VYt3p1xkgLRbx1LYzPFMmN2Mi9XYIOtJCw+2czx+c5dbr9+wNj/Lcs7L/mSYg3yE/fEQe/mgOFxx9tSSdSq5k3exHjWSs8hYjfSLfsjV1AD3tlzs5qWMCQYFWxsOaTGlZ3/ChTP/jKKlEGNHCV5NPWFzG2F7KwF3HeMTnWxuG5ifULCa14k+3rW8ht2lQUazSjbX7axOGQm6mvD6uxjy1TE630Ug0oii9zIeXysBbxv2gVrUiusMmqqoq3sPed8VbP4aAslmXMEaVNqLJKbUJCalrB+ZefgiyuqWitWtLp595uTuAz1ffZXn598e8NmXM9y5a2F5Wcrui37uvNHz+KWOr98EePPcw6snEfaW3axOh1mcS7N7uMz41Aj+iVF86wsktxdZ3ZxkLGom5OvG6ZfgT/XgTfZgDwunZRPeYSmumGDJVIsRkEOuOrSOboYiWryCUD7YgtnbgiX0nQI99957nP7xTzj94x/x6fvviU/B2U9oKrpGZ3U5yuZ6JBVlyOqq6agqRVpZSGdVEeqmKlQNVWibauirK0PdXIbDVE88XE/M38RoSMPSqIX5fD9jiR482noxTerhwR6bC2mS8R5mpo30axvpaS6hraoAeXMN9YU3qbx8laJzZyk+/wmlV66IL4brZ05Tef0TcarpGqglNdxLaLCZjFtPKhpjanaSL758yG/+9QuOHx5y59E6L189Zvt4gfiUkZHZQea3IuTnwzx7dcTPf/GCB88OOXm8xvSym8kVHblFCRMrzawfqPDlGlF7ihhyFhMOluFwXBbf0Jcv/h2XLv4dko4PuHL176mr/BBZwwUUVR9jbr5Ab/mH9NWfY6innNiAhJWUka0JMysTOtKhVubTfcwntUwGNAS1bfh6GwhpmsS1gL23iqizjdlJPRMTvUzM6hibNYiWsPGsCoehDqe2GZe1lVionWxGyoMXIXa3rGyN9Ys0hkmXYATXkveo2ci4mA+bmQsa2c64OJoKcDjhZz1p5/5mlsev73D0+Ru2FufYnPRzMh/nYCLEXKgfj7yGhKEVQT+7HjezFjUyLii4BP9kysbBVJD7QsraXgcvTm6ynishaekkpm3HIa1CUX2FlE1OzqNk1CEj5+km7e5gLqtledbIwpyOiaySyUwfuWw3C1Mq8jm52PVMzWhYnjEyGu4hE1GTFpxJkR4i9jJchgIGlDfQd9xA3VpAW9U5DH0VGPqq0GqKcYXq2LnnJJLtEIOHFf1FBDINeFIlrOwbGF+Qkp1t5NELO5sHUl584eCrX6TZ2ulnZUPNyr6KvYdqnrxS8fUXgxyt67m36ebhTpTPjqd4dDDDszvL3NmaZGcpy8HePPNrk8TGE7hGAgyOuFAH+jCFpbiTUvwpGVZBvudtwZsUvNIC61lNIKnEGepEHzHSHzeKRekItmIPtmELf+cO+rN/+Snv/stPeO8HPxIL9fz773H6nR9Qf+kM8ppy+ppq6W2uxazoQF5fiaSkAGVdBZqmWhwKGf2SZgaljfT31JCId+Py3GQyL2Vt2kwy2Ek01o3JVEPllfcwy5qYH4uwvhxhZc3K+KSWXnkV+t4mYkEVI3Ed9SVXqb1eQMONIqqvnOfGJx9w9aOfiR9Lz7+PtOoSc5khXrxMi/mU4eEUmtA64dk9Xn3znD/+6d/47O1zDk8WOLm7w8bJFJ6JDmJTA6Tzfh4/X+dXv3rLi9e3efp8iZWVJJkxO3MrGlJjlbgCF1jbkxAeLaO69nu0Vv6YhpJ/xmW7SXeL0En8Ny6e/3vKqn/GjYr3uXb1p7SWn6W/6SLejmuEukvoLf8UV3ctuzkHe/kh1sb1TIwocQxVMZNSsTI2QHhAUEp1MOZSkRjqYkBaTn9LAb6BenK5Pu4deFidNpCd0hKfEDJClSQEqaVDxkhazuysWgz7vXXHxsMjHxPODgK9NYRUgv+xnqi2XSQH7Ix6OZqJcDgdYj42yLTfwGzQxO3lBE8/P+bkizec7KxyazHM/YUY4241XSWnGB3sYHfEyq2MXWTWZgYFxKSOnXEPKauClFVJ0iphJV/I08MSRjwFeIyNxAc7SJm7CGgaRbWXd7CeYW8Ho8FO/KZahh1trE9bmcwIpgIZqxs2phf6cDnKaG74KUZLBXZLIxGbVBRaOFUVzMY15ALNLOdv8PnTTh4edhI0X6Kv9hTy6nMYpcVEBfiXo4tIoJHdg0GCkRZU2lLRfeXP1qO0nMLkvcKA/zod6h+jGvqY8Hgdh4+FCbvglZURSzeQyLewuSvj9k47Tw/1bM64eLiX5cnBFK8ebvD64Q6fnazz8niVx8dr7C0keft0hZWFEImMFcWgHOmIH1POxui6i2hWKYoRBDi1b7ibxLiWYKoXf9qIY9iMJePCGNIxJOjbQxIGhYSE0Hekfuc++oTT735AwbnzlFy8RNn5CzQV3qS5sIDrH/6Emx+/z41T71N79RImWRvBAfXfiraxBkVdJerWemx6GWGLlGi0nV7DRYLuGja37WzuGshPCP7MZgrOfQ9tZwX9ylrcjlrWN4wc7g/Tr+lmZtJKONxGXdVpbp47w41TH1L0yYcUnjnNjY/fp7mkQBQ8TGcH+ezJAr/+5UNev9kjMLpE7dAW3e4wjrFxXn/1mF/925csbM5w++4ev/3t1yzsjNAzWCqO12dWImwepFhcdXB0HGdjIUAsoqR/qJjtVTXjw5XkEmWsbdTicV+jovCfUbZ/SnftR2gaz6OpP8OVd/87H3zv/+bDH/w3rn/0fSTFn+CUV5EZamfOqxDpczMeDdvD/RxmBrk94WAnJ0CsFXg0lcR0tYQGhOFWg8juSZnaSVtkDMpLMUtLGeyoxNZZhadHkPVVYTXVsLhhZ3baRNzeImpMR0NdJN1t5LydLA6rWcsYGXVKmPKomfbpmPDoWEnYOZ5PcjgTYznpZDYyxFxkkPnwAFNeHTszAV5/ccL9t19wdLgqrkYCqlocXTWixev2uJ3HS36RarCVD3B/LcCztSgznj686haG2mtwyutFvfJIXkF2Sk3A185QXzUDPSXi/TqX6mM00UsyrGBAXS6ukrKRbuazehFrkgzJSA93M76kwumspK/rMn6PFJu2EXtPHW5dDXFHC2PRZu7td/D739Tzn3+o4Pe/reZg/SbZUDNeXTXqmiuiCMOiqWHQUkky0oG8+SySmtN0aC7gEtA7IxJWblnE60w004w9Wcboejtr90w8e5Pi7ZcLnByHiIbKCfgr0Gmu47Q0sjkfE++Xd3fnubU+zZPba7x9us/nD3f+dopOxziciTIR1RP2yjBbGmhSldHoUSJLutBngpiSQ9gyg1hSBnwTdmyjwuc2zCk79mEVZp8ER6wbT0KB2duK9rvIk+JL57l2+hRF589RdPYc5RcvUXrhAiWXznPl1Adc/fhDLrz/M/Fj5dXL1N24zrWP3uPGJ6cou3iejupKumrLRPpffrab7HIT83PNHN/rZ/tQw+RcJ5PTPfR0XcLnaSTgr2dipov5ZRWb2y5CQSVutxRJ62Uunv4J1z8+S33BNbrry3Gb9Cznczw83uXN61t8/tUyb36xzre/ucfrN/sEU2v0Rh8wkBzBlIwSybrJzrvYu5fn7qsdsqvD+DM9OIIVzM0Yef5olZ3NYTIjCrKZbobjXYxPy3EFCvCYC3Bor+IaukLAfZ5ksJy2yu+zMtmDtv1jOkrfRV17lsKP/4ErH3yPT37091Rc/AhDRzUmSTGjQ1JxUX8wMshmzMRS4G8xgNuJAaYdcqbs3eSGpMQHJIwn9ORSJsZDKpy9VSKjJh3TEnZ1YVFXYVGUEDbWk7bJSLp7yI5oCDubRXG/RVvDVFzHqEVKRFVPQtcitqFboxbuLwS4vxTm4VpcHO6sjdiYjw0xE7EyH7OyNGxjY8QlEh+EOMJXr+/w4M0XxIIuEsZWply97Kfd3Jvz8fZ+lld3lsQT4+ef7zM/rGPc2YOwugkINAJVMyFDO4NDdZjttQw4qwkEpQxparD31eLTNDDuVREytRIelBBxdpIc7mRlVsdyXs3MWC/DiXam1owsHRhwe6tx2Rrw+WQkAnJW8v2sbfYT8NWwuyHll1+28btflfD65CxHsxdZTDUxFpGJu0Z3stCTUwAAIABJREFUVxV2eTVRTzcBfztzORMuUw3WwVqyi/0cPAxy/NTNo8987N0aYnKuj0RemNTrWdkzEh9rY+uWh9yMgki8jtSwksXJICc7ee7t5nh2sspL4eR8uM3nz/bFR/j7m6c7HC6PkI/1E/bJsHrq0TnKUVgKUXob6I/2offraXP20uZXI4/105ewoI2bsQyb8Kf1+GMK3MEufDE5obQKS6Adk/s7Wty665eouPSpOPy5ceYTSs9foujTC9SVlNJYVkLVjesIRXz23Z/y6Xvvcu3UR3z8zg8485Mfc+PcGW6eO0d9wSVcmgaGU00MBS8TDheQGatlZV/O9m0t+flO/LFq8rMdbB+pGVtsZnyxm9x8L95oI/HRXmTtRTSXF6HpkJFPhPnsyQHffv2GP/zuVyIk6z///Ad+/fsXPP5ilZffbvHq1TGx7DBSewZzZBl1MEl81obR187YupH88QDW2VZGtrsIpSvJZZQixPpkN43fWoPHUkrM08xwrIqZ2Sai3lrctjLimRrUvWew6K+Q9JaxOdtB0HKDtuIfUvPp91HWXqPm6kfUXDtDw43zKBtLGBNOpFEr++OD3J61cSs7QN4iI9LbwLC2FZ+8mkBfHRP+PoYD7UzPGJmaMTGkKcM72MTqooed22kS8T5CHgljyT6S3g5xZ5lz95LwdJMJKInbOxlPm5hKG5kb6WcqqhFpEVsZG882UjzbTHOyGGEpYSHnVjNi62UmPMB8zCaGDO3lfNyaCjLh6mMu0c/rl0fcf/FMpNCthfXsZew8WIjx9t4Uv/n2mF989YrPnh1wfDdONtYrivHTUQ3RmJpBbS1mWRm9bdfpkV5H2nERvbaEqKcLv6FZ9NYuCVrcjIFMulfc1cajrej1V9D3X0NpvERqsov121bGF+V0dp1DrS4hmOghP6VmcVnF/Vcu5td6WZpv5v5+BS9OCni4d4MJXznJwXbGvc3MBOSiWihj7Sbr72N50kourmYsqcIpfP9gkCdfJ3jxRYjZ2S5Gkx1kUr1kBYvkmJLN7SG8Qr5Mohu3V0J2RCsmnz04mObpnSVePdngy5eHfP7sgM9fHPHoZINXT/d5+/KAr55sc7CQYNirxGipRGEvZijdgtZdgysrwyPQEUcVWGLdWIdVWII9OMJSnKE2nJEO8U4aH9GQSGvwh+X44wqckW4c0e8wiao//ZTSc2e5efYsV0+f5trHZ7h++hyfnjrFufd+ys1zn1B7s4DrZ85Sfv488qoqOirLKL9ynmsfv0f5hbMYBb2ssQ21VPAkluP0FmINnmd6p53p3Xb8o2UYrdcYn2xm66Cb9KyAgqzCE+4gGJOQn9Kxshrlwb09fv3rb/j3P/yc//zLr/jPv/yJP//lT6I9SwAyCyfni28WePbNAs+f3yGc8mLwOtH7xojN55ncTnL74TqudCcjOz2ktyREJhuIZBpxOatFB36kvxGX6iY9dadJeRqZH5MRD1cwPt7E5HQjS0sSnKYbLOWVzI9I8BuvIa99n/Jz/yDiOgY7KtA3FeBU1mJRNiJoNycDBnYEMsScloVFNespJWF1PX55PXGVBLu0krC1ncxIH+6whOyMjrVdB9lxJamkEIarZ2qpn5StlaRFgs/SStohZWPYwFbKzHbexWbeQ9jciU/bSCbQzd6al5fPc9w/Sorxe8czcZbSTmaiQ8zFhliI/+3EXEs52Ug7Oci5xOfBQoRpt4KdnIMvn23w9NEaD1biHA4bebSR5JefH/Cbf33C51/eYX1lhJBXSSAkDFZ6yc3oWFnz4fd0k4zIyUR6MHcWommrpFdSjFFxg0xYwWxMy8bEAJs7dkZmeohl2nA5ymlqep/Sih9y/ur/pEd9mZGJLjZ2+0nEGrEM1DAw0MDSipmJcSHlW8b8uo7lfRVTOSlZTyUvHsjYmK3Ebb6OVnlVNAWkzd1M+gX8pUq0ISY9PfgFPlS4k3C8g4NXATbv2xjJSdHKL9KvLMFtaGE60S/a9ZbyevHfkYvrmYiZOJiP8+Bglkd3Vnl4vMrbF4d88/IuX7++z9MHh3z5xUNeC3S+o3ke7E0yn7bgd7Sic1TRM1SC1lmNxlZOn70cY6ABR1JKKNNDIttHYlRFcLgHT7wLS7ANs68JT1Ih7kT9w0r8MTmeuBxn/DsFWipMR899QvFH71Fx9hRl5z6m/MJpqq6e58qHP6Pk0zPcPP0BFZ+eRlFVLA6EhMFRxaUz3Dj9I9z6Vo5vG3j0dID0eAN662UGvVcJZSuIzVdiDl7m6ImZicVGtm/1sLIrJTZeTCAtxRJQMDzpJ7cyw9LhIfffvOXtv/2aX/3Hz/nDX77lL3/9D/7617/wJ+H0/OPn7D/KsP0wysM383z+9hnp7Cg2t49ULsfk0hjbtybxe5UszTtZXbAwmuxGo7kiwqcHBm7gHyxnVAgx8qnw6coYDbcSDVSJL46R8Qo2diU8eqpicrqBlXmBol5PqL+KzrJPUFRdIW/rY9rRy87wALdyTpKDnQQ1rYwO9TAbUrA1oWc+0U1QVc6wvgV/Vw1JAfWobWU8LAyJavF5W5mY1PLgUZS9Q6doTI7EpaRzKmbm+pmeMuGzN5NyyFiM6bm77Gc5rmElqmFLIFQEdOzknKxlh9ib9Yjp2cujHhaGBRufm6WEm41RL9ujHvbGPBxPBTmeibCVtrAUMTLnV7OdHOTebJjPjyb4/G6Wl8c5vn66xttna9zeFWLxXEyvORnN9jJorqZbXkh2XMf0ppnxRR3qjhvM5pScHJuwKi8jr7yMubOKiKONW9t+5nL9ZAW+T7Sd6EgXLm+D2BlE/R0MGCro7b5GR9tpJNL3mF1Wkk93kwr2kAz3MiEooyJSIk4Jhr5CairfJWhrIWWVMOJtJuNvwdp3XWRLGSUFWDpLaC79iHCok4lxAxOjOlEtNpk3kc0ZaG45I0aEBG1NRKwtePTNoqd4PmBgLqBmNqhmNqJjbcTKk51RXt+d582TLb59e8xXnx/x8GiZl/dX+erlAb/+9iEPTza5e7jEk5Nl7mznxPZWUAlpbRXoheK0lKN3VmHw1DIYbcEcasaXlhEfVxEaURLNqbEG2xgKtolF6ojLMAvoWV8bm8LwLKklnv4OUaHm2iWaCi7TWViAproEbW0p6uoidDWFyAqvoKwqQVVXhqq2iMGOapQ1N5GUF1L86RkKTv2M5htn8Q7Win7KmcVu5rcVRKcqGYpfJTRdhGe0gq0TI0/e9LN90sXsZg+ZGZ24sB0KyhhZmWD26A4rdz9j99HnvPj2F/zyj9/we+EE/avA7vkP/v0/vuX5V4fsPxpn78Ekd55tsLA+xtzqCFOLAXbvRbn9LMzsho5RwQERN7KQMrA4bGQirmY01s1Cro+xUIM48h+xKxgNNTA21s6Q9TrmgfPMr0nY2u9kebWFrfUe1ueUTIQ7xVYq0Fcv4jhn/DrmfTqWAlpuZR3sZiwsB3VMCtGCHil5ZzMxXTl+AT+iqSOgqCLW24Crs4QRt4z5MSPLi/3kRrvIZWQi0lII+d3f9JEbVZFM9bCyamVvw8f2vJulkUExGTtuaGbGr+JoNsDdlSQnSwluzYRYSVnFk3Ix7mB52MdK0staysPOmI8702ExIuEw7ybnVuGSV+JT1LIuKImiRvayNt7emeCLe7O8ebTF158f8erZLAmfDJulnkhGjslchkErIG7KCAU7WTjoZ2ZLT9QnY36yl7sPjIRdhbgMdfQrqxmJKZifNpAMd9OvLMWsKcVhbWBkVCu2cTPjZrJxFW2VH1J25R2KCn6M2SIAsyUkot2k0wpmZ3QoJBf49Gf/k4//5X9w6cPvI6u+jK27HJ+xCY9a2B5U4DXW4zYJK7qLaPoqCE90E8pKkXWeRassYlDfiMPUQdWld1HUXRNNF35NC0mLgoyjT7xvrw8LLzw9kx4tBxMB8ff65GiGh4dzfPXqFr/46j6vnuxzd2eCL19u8fXrbd5+tsed/UmO90bZXY2T8CsZGqhBa63A6K3D7GvA5KnBmxLCfOUE0l04/M34El2Esn3iXnQo2Ior1oUj0slgoA2Dr4l+V4Novp9IqIl/N92svegmPRVl9FaW0V14CUXJFaxt1dgkdTg6GxmS1KFtKKWvrki02xja65DWlVBffIWaG+eQFF/ArmvAPViGvvc6I9luQuMlDAxfZXythZU7HhaPfLz42sPtF2ry251EcwPkZweY3wmS3dhk5vYuaw+fsP/sC1588y2/+t2/8oe//IE//vWP/P7Pv+MXv/2Mk+dzfPZ2h+OHS9x5NMfdJyvsP5pk+VGU3LGR/G0lyaUGEskWJpK9jI/1MJPQEbN0iFF5uZAMr6GEIXkdfc2VGOXXsBtLidmaiQ5U8eyZk50DNRvrGp4dmzleNbEQ62UppGMnOchueoi5oIEZv56VqJnt9BAbMTVT7g7iAzVMJ7pYGO8l5m4UA2wHJEXYJOV4u6rpb7yOTV7GxLAW30CjmJc57GkiNSxje8XOs9spdhfsTA73sTIxwJPbIzw8SjOfHmQt4WB/IihCuB+sjXAwE2Yj42E17WRtxMXisI3VtEv82l7ex8FkgKPpIHdnw6wlhtDVX6fpygeENK1spiziyb+fsfJoPcUvXt3i128esjE7yuNbed48zog/jy/YSnJSRVvLaTqbLtCvbsDUW4HNWsnOsYvVPQtLG30c39WL0YzZca14pwt6W0Xpol1ZJU56E3YF3sFWXNY2ojEFHkMbUbOEtps/5cK//L+UnntPbI0D7lYR7xlNSYklOpF3FNBUdoHawvN0lF+jp6JAtMt1lV8QpY7K6ptopGVkk0bs1g4unv8e5lgDBmcF5079HTcv/wh5cxFDHY30Nxaiq7+JrPQqMbMAvFYyMtAlhlYthE1MBfvZzAc5Ws7w4GCGB4dz3N2bEwvz6zcP+ParJ7x+esQv3x7x7asNvni8xt2DHAtzVuanhwiFpbhCbbgTUqxJCQNCXGa4gchoN9lZPelxwfsq7HcFa5kMb7Ib9/DfJra+pPJvIgZ/C7Zwu2jc9qXkuOLfESpIim6gbaxDVVNBX/kNDHXF6GuL6W0oQ15TRFdFAfLqQuTVRajqy+ipuEFX2U3kVYX01t3E3ldDaFAQJ1SJBINEXo1rtArHSAPxmWZC0ypi02pWDhUEx2+gC3yKNV1MbrmR8WUji8dj3Hk7wr0vbvPo67d8+a+/4jd/+A1//uvv+NNffs0f/vQLvvjmNgf3khycJImPqsS2af3IwOTtXuY+N5F9Iid12MTOcx3b+0bmF9Us3dGIuEmnpwlfsgO/S4JP14BWWU6HohSVtgqtrIioUYJHVcbkhIyT58P84t8P+bd/neJwdZADASsZ1rIeNrAW7Wct3M/BjJPFcT3ZRBdjcZkY1BSPtpAaFsQDdUxP9pLP92KQF9LfXohHVk5QWcNEqJdHd5I8OM6wmh9kdVzP5pKV1RkLI05hx6gmqmsibmwjZmpn3KPmzmKMJ1tjPNoYZWfcz/qIi/WUk820g60Rp/jsZNwc5P3/pyhD3Br3MunW0FV0jpL3/xlnVz37WRerYQ2rUTVH0y5e3Z/ly+d7fP7wgM3JDPFBNcsjg9zb8ZHL9uCNtKA1lHHjk3+mp+ISg931aBuvYpHXkwz0sbdr4+jOIAubcsYWe9h/GmD/mZvsTAcmZSHWrnr0TWVY1c2MRPUYeiuJChPqrkbs8lrCA23Yla0MdTagrr+Ouascs6ISg6ICn0NKxK9Cp6xFIynDp5GI0X6e7maG2qoZaK7D0FBDX20hxs4KHP3t1FVfwDvajW6gjNqij+lqLKKn+jrmxiIsbeXYO2sYdWhxypsI9gkJct1i0JUQ8DuXdHK4NsaD4yU+e7zBm6fbvH6yw8vH+3z1+h7ffPmE1w8OuCOkbu+Mih5QIYxLAJeNzfQSSLWJnlbbcBOmSB2WZBuBUSmuYQnhbA9CPaQmtCTHeomkuvBE/g85ISYTC9XsaxFPUXtUii3SgcnTiDX8HT9o3eVLNBRcpfHGFWoufEzb9fP0lFxHUVWIvPImfbUltBddRlpyDVV9ufgG09ZW4ujpJCpMziKD7KyFmJpTMDojYeFAz9iGjNxmF5u31dx+bmXtpI+t+12Yo+foj10lkK9g48jI7GqM9FSI/UdjPHx5zOuvn/Ds9T53H62wvZ/ji293efnNBvuPkqzfcTO5NkRyUkks18zEloTcfhuTD2WkDpqwjxUQn69hbldJdEzYc1XgSTUyFKxBprmKtPkyOkkhLkcro0uDeCZ6GXQ3inY1h7qMrcMgy0cJdu5Mcf9+jGysmxFnt5jXshwxsJkeYHPCxvqyhalFHSNTCpY2TNw5CeD3NDAcbGF0WML8nIbNAxvDsW50shuYW24QUDTg7q0hYpNw93CYxw9HmBMGQ2k1cWEh31tPVC8R4wjWElZuC+3pbJzj2Ri356IcTglx717Wkw620k52Mx4Ocx5uT3jFNvZ40it+nnf3oqq+QvEH30dy8wJZ9wDH81keLiW5O5fg0c44rx8vcO/hGAtTDrIeHV61VOyMlHU3sClrsRmqMKmF9rSO7prryIov0Xr1DI3XzqBrr0daVyBSIKbndWSmFIzMycnvaNl+5mBmS43P28xgXwMD3bU41DXo2opRN5cQs8oJ6mQsZW3c3omImTSW7hq0TTeRNxTS11CG3yxn9v9n6r2e27zSfN0/49ydu72nzuzJ0zMd3cFtux1lSVaWKOacQICZSCQAEgRAEDlnAiBAgDnnnEVRIpWDFSy7Lcd22+0JtU89p77Pu477AiVSpVAs4P3WWu/6vc8zbsdurUPVnEu3ogJdXQH2pgosshIsjeX0NJbQ21KOvjKH7ro8TOoKnM4WnF4ZPfpKLDpBNdJId0chHdWXUJdepL30Cj0NFZjqy7A2leNRVBM3NjHi17MxGREV9cKVyrPbC3zyYJHndxd4enuZ53c3+OqPxzy5u83d/VmRMnlzbZCplFl0oA5MqAgmJYRTElyxSnqj1bizTSQmO4gOq0iMqMlO6EiklUSTreLkUaRfYOu2iqOOAvJTeLnizdijjZj8EpHyZ//rJlH+iROUnD1Nde5FCk69Q8XZk7QUXEFZchltdSHN+RdoLc6hqTAHVXkButp8fJ1qVsezPH20yEfPjrj35Bq7t+Lc+sjC9G4dM9v17N3r5Ktv+/j8uzD3PrYyuFiL2vk2Mv3vSY42MLfvYvbaFO6Ui9nNEXb3lxkd8hAMN5Ic1JIY0TO8YGT7TpiVYyeLx3YS01oW9lysHBiJD9fiTBXgnyqlM/YB9kwOU9flxDZrCU830Ga8QHXLO9TK3+fd9/+Rs2/+lN6WMqKWBvr75cTnNbiidTh6ynF3VXBwnCExZiWY0FNd/g7yukt0N5djl1cxE+xkPW1kOqXjxkEUp7+G8EAD0ysd9Mfr6VXlErfWMeBrJBluEEkLq+t2kR3UWXuJUHsDAZWM5qvv0Gdo5sFxhkdPB5id0qOX52JVVrLQbxPPQPfXs1ybiLCWcrOd9bI/GmBvxM/GgIvVpF0szv3hADcmQhxO+NgbcrLeb8NYm8eb//4TTv3iX9BUXGV7MsXLZ/f48xef8umzu3z18Uc8uXOTmckQ02vdInl+KKbB2lVHSc47dCor6Wwrobn0LPqmImxaCfJqoWglFL37Cu+88mvqK66iVRbSrspB31WM29NAaqCDyRUjIytaDh8L6ohugsLFu1HCzKgJr0lGb6sEnwB9a61ma8rHk/ujXFv2EzRI8Pe0EPMIikIbHnOzCDKz2MuwGquxdNZjlteIoYigpgGfTkYiJKc/3opDX0FXax5d2lKimU6snTJxumnrmo+VB71MrHdi6aykpfCiuL01SMvoKMtBVXxeTEFFzQoWBr3iCNnecpaP7q7x5HCWx/sjPNgb4+72KPd3J3guSHfvrHJjY4L10T6uzydF/UXSKyObVTM6rBL7CdFYLb6YhMRYO+k5PZ5kI/1jGgZGNYSiwmRPE9FUG6PT3eLXoZSwgjbiT7USHlAQ6G/DHWvGLyTOYn+lHyw9d5bi82cpPH+K8itnaRALsZBOSRmmJgkdNWV0SCoImXWsT47y8uld/uO7L/jsi2c8/XSTP/3lQz75+gU3P1zj7scj7N6NMbTYxdJBL5s3HGwedTG0WsHmQw2WRCEqax72aB2+QSmejJrQsILsTBd6U6U4LZ8cbmZ8qYeZDY+4VTh40MejzwbYuGNjbM3C5JKL6XkHe7cjxMcVlMlfRd+Xw+TddmYedRDfbETjzKG48g0un/sVpXlv8N7v/4nXf/6/sGgkWDTltNSeIBKoJ+qpx6jOpb3pnHieGBky4HE3UlL6NvWSMyLbN2yQMR/uZiEodP10tFedQ6/KxxeuZXxVSVRwO6ryCRobCBpljCQ6yGbkBJx1JANyAsZ6zE0leJVVZK0tWDWVBI1SsmE1x7cHuH4zyfF1QXuY4XC2j8WknbmYhcW4jfWUi62sl50hL8JWdivr4fpYkOOpADfGPSzG9Nhbi7jwm3/l9b/7n1Sffg+3SiIOCz8+mufbb17wH//1Pd//53/w8cOPWBwcY2k6wOKOllCwFLOiiG5lGe1NBeiVJTj01WKCx9JSgar6Ej6DVHSdCHwjuewKl079iksnf0ll/vtISj6gvvw8JWffoLnxDH3DLex/6OX44wDJ4SZC0Ua6zUIip4L+gBFbWxma5gLqak6S6lNyc8FHuLOWkjO/x6gox2toEAMCo8sd6A05FF/4HZKC86jKcumuKRRTSz3KEnb3nNx85ODofpCZlV4ysybicz14A60EQy2sH7oZ3FMQn2rAqClAU52PQyGjvfwq3ZIigtpGRn0GZlNukYJwtDfF8f4MT47XeCq8bq7y7GiZu1vjHC6kuLU2wIPDGY42R1gdDTMeMzKb7SYdbSKaaKNvoJVgqgFfv1REh3pSLbjiTThjTdjCMhyCPSHRQjStEFfO/sF2vGEZgWQLoYyC5JiOYF8L4UgToUgDNuFqJv5XUb+WsmKk+UK07zztkjI6pRXopRUYZLW4OhTEPU7Wlpd4/OQxX339Ff8lMFz/9/d8/tVt/vjFOn/+7jaffXOX1cMIkXEpvkwziXE1c7taJla0DC62EBkrYnpbgitTQLs3l1bTGbTOy0SGqlm/0cHEUiOxoVoiQzIWdhxMrjjwxJvR2q+wc9vP/c9TjO92kZkz4w2raWvJETuNnkAFbbqTGAJXmDxqY/SmFFuqEJnqXRqbzyBvOic2rtrqTyOtOkG8T8vaVh/LaxH8fiXpqIJ0spVkug1HTyma1osoGs5jt5ej7biM3ynFb5aRFU3ZGiLqClytpeIFvTAY4PfVYOjIpVOag6b6Aj5dFesTNvp9MszyEqzySjztdSIuI9hRx5BdQcqlZCFp4aaQhd0f4uZmiuVxD8sDbhaE4oxbmIv1shA3s9pvZSfr5PqYj4NRYbX0sj/kZSNuwSIroOT9X1Nw4hWUpRcIaxpYCOnYSzo4nOrni88/5JuvvuIvX/2Fv3z1Lc/vvuT2/nWGM2a2rgl6xXLC3XU4dQ1om4uxdVZh0eZjUV3FLmwTHZV0dZ/D7ZEwPa+nb1BCU+N75J97lROv/jtleSfoai9BUX8JuewMzkAN2TUNK3dMjC514ArKxOCCy1QnwuKMLaWEojo8EQXxlIrVGQfB7npacs7RKytCV5eLXlkkAtGNmiK0ssvoaoow1hRhqM6luy6XHnkR49Nd3HoSYGVJh9tTTTDdzti6XfyQd7sqiQy2EUrJaGu/gKL2orh976orobXwPAZpKX5NE6N+MyvDYTanE+wsZNhdHOLprXU+e34omuVurIzw6LoAUZ/keKWfh/uzbEzHGYkbiflbRBRoKFJHMNyAPyrDHRW8Qi30jyhIZNuIplrxJ5uxhSXYghI8YSmReDMD2XYiCSE11Ig73oA31YJTKNa+JryRehF+ZnCWYAvX/khU6G6SoJNWYFPWEzaqSVg0TCfdTGfiGHuCGJyD7N79mA+/+Jqv/vMv/KcQHvh/BUHsM3auZXn5+S6f/ek+R49Hycw3MLTYyObNTu48MzG/rSc+Xo8rnsPqTgPx8QrqDCcoU/yWPNkvaLe/x/qtdhzRHNLTTSxe6+HeixH6J7oIZ1tp7z1Ddk7Oxh0r6Xk52t4KNNpKNIqr+O3lTIy10Sp/nY7uizgjxdjDOXTaz9M3WY8/K3TTChiaEjAkTaSTbaQE5eGIjvlVLyplHmuTPRzueLl9J4q5O4/uzjI6umoZm7LgcEox6yvpaLxM0tZG0tSCu6WYZHcj7rZyPOoqQnpBCFuNSZaPXVEu4kC35rwEeiX0tgiZ2jJReRDWNRA3tCBc0xytpHhybYyHW4NsjwbF+N1szPL/Z2Xn4xaWExZWEr0ivf1g1MONyQA7g25mQkYinQ1Un3yVmtNv0FmTR9alZWvYxvUpG7eXfNydj/HHu+t8+PiQm9f2uL19jW//+JJvv/qOo9sHeINKxoe1DEaVxJ1tYsDEoCnFbCplYlKHz11Bd1cRg9MKhhebGVnWs37bRnqhEU+kEn1HEe0N+Wgb88j94OdUV7wtvh9Odx3ZcS3Ty914I7W4PDJ61BV0SUrR15aiLL+MUdNEOmVnYtyLVlGMovYqXXWleHQSJPnvUV9+lpBNgV1XiaEhhx5JIR3Fl6k+/QaNBafwmOtxe6XERlsZXdGLBH93bw2ZaSXOUAl9zgLC9hxM2isoSk4jr8xBW1WAXSFBX1eCQyklYlQz1+9mcyLKjmDA3hzjydESh+sTvHi4w+fProsFKXCHnj9c49bmMEdrY2zNxvHbGjEbiwiEpLj8NViclThDdViDwoOimb5sC/1DCgbHdaKMyh+rx+GvxuapxBeQEBD8q+EGvNF6PH3ChEsVRmcZnb2FGBxlGN2VmISIoKfmxwLt721ntt/F/vIIT+7usrM6T388iaoVsK0JAAAgAElEQVTLy9WWUap188xuPuLms5c8+9Nf+Pr7/xKvQL75/jmPn2/x8su7fPzZHe4/nef20yBbN+XcedTJRx+5ufVwkMRgG9MLTfzpGx/R4QKare+h8pxA4ThFb/wSrv5LdDkvMjSr4fbTLONLFkLpNuLDAtC3goGZNrqclyhveA1XpFUcdB2eUbO73c31G3om5pvIK/gVl07/hOriV0iOlTB/r5W5D9W4R0o4d/Ff6FLmsrfuJjXUjNVTTDAopbXqA9wthcz2qVmZ0NHV+gFeZyOjCzH8UTkBXzN2fQV+bSWDdrkYIJ/16zmaDrIzZGcxbmR9wMlKv535aA+jHi3DHi0jPh2jgS7Gve3MRwRtnprFhIV7awP88XiW+5uDbI8FmROUCCHBN2IQf53vs7PQZ2Wpr5e1pI29QRc3xr3cmPRyfdyPS1lN4buvcPqVf8GlqmEj5eT6oI97C2H25iwcH7h5dCvFk8czLC0l8bg7sVnaSMV7efnoHi8ePGBzaZpkxEDUqSLl1pCwKbCqirB15uFxFrN1YCU11Ig/2sTUhp67L/tYPgyyct2FO1yGVPo61UV/wKOX0C3No+7iO/zh5//Eu2/9C6q2qyIixOGQ4Ak0YTZVY9GU4VBW4lU34NOoOVzf5pNnTzk82GZitJ940Iyxo1Y02IWDzfgsLVhUEiwttVjqy3E0lKKv/OGKz2dtYGJOz+iSgdCgHF+iEW9YIOK3MD9eybDiNTakP2cl/x+I5L1Od/EV1MWX6ZWW011TRGdtEZ6ORqb73WxMxLi9muHmcoa7W2N8cneVh9fneHwkqOq3eHRtiQcCKeHBBo+OV9hbGGAm4xSzviF/Ay6hueipFRlJzoAMqzCInWwmNaxmaExLeqSdpBC+SMnpTyvEQYLUoBp/sJ5QtAlvSCa6jZSaiyJ6tMtejN5RjiPaiisuAMUUPxbo84e3+ObzT/jkxS280SytvfNUdU9Qqh4nRz5KtWaCobkHHHz4OQ8/+5I//vljvvx2n8+/nOf5x4t8/e0zvv7uEz7+Yo8HnySY225neL6B8cUmnj0f4smzCDduC8AtIcZ0kcxsGfHJq+wfdbC41UZH77uE4gIoysPWLS89jmpGplXMLnUQ7lOyuRdkftNGl70AT1TAYXYyvNfLzgMPc9tKxufqKSj8KefO/CsV5b8lPpDP5l05c8cNBLJFnDn1D1x899+QFryJsvZ9VLUn0cguUXb+dRT57xFQFTAZbhLvQqOWWpydVSwOdDIb6yLVK2fUqRUJ63MhLZsDdrYzDhb7BDCWic1hG9tTXjZm/KKBeiHeI658m/028Z50JWESM7r31/o5FpAZUxFRJDQTs4hFmXEKjCAt09FelpNeVvts7GWcHI55OZzws521E9FKyHnj51x+45foJIVkHGoEq9jNSQf3Rj1sZy08uzPCx88nObwbYnLeTjJlY2Q0hkpRT+6F93AbFfTIG8l4OhkJKkR9hlspIy5Q/K0NjKbbCQRrGR8UzHKtDA13kOhvZWHJwvyShexoB5MTnSQDLcStLQzZ2kU3prBtv/T2LyjNeRNlozA3q6AvKWd0poelDQ+ppBRbZy5DXiNr2VkOl+7x58//zNdffMZnn37O/tYmEa8ZY1c5oaiCqKOZHmUFPRoJ2oo8VEU5NF69yNlXf0bu6d+K2+lIfwvD6wb6hzqYX/MxMtnOmv4tblX8I5tX/pYndf/EXu2vsJR8gFNVja2uAF3FVTTSUsaSPrZn0lxfGube3hz3tye4tTbM05sLPNib4eGNFR7e3uLhrW0e39nm7o0lbuyMIQwWBM31IuBNkIGFw41Eog14g1Kifa1EQs0kQ3KGYoLsV040Uo/dXYk9IBHHzWIDKkKJVoLCwLavAqe7FLenAoOpAIurShwxswal+FJKut219Pj+6gz63//9nUg7f/nVc9TmBIXtC1zqmCdXtcAl+QTl7RNkZh6wc+8TDp6+5PEXn4jsnsM7AZFWd/fJFM8+Peb+szV2bvWRGNFiC9ZiDZYwPdPOrTt2Nnbb6cuWExy4yuJhI47kKebWpMxvteGK5zMpAKEWdKQGVAS9zQjGLUHH3qOtYnczytGtAZY2/fSn1Pj7mkkuGpm+6WXxuJfN4x6s9mIunPpHFI3vMjhUxtighKi7GJXsPUqv/IaqvD9QmfN7WstOoqu9REfVJZpLzhLWykgapMzFFEyHm5kJK5jr62RO0NWHdQgX2cN29Q+uT4ecrFUpWrGFVXHc28F6upfdCS8TkW7mEz2sD1jZHXRwc1xY2WI8Wk1yazbM7qiXnREvG4MeZiK9TAZNTASMZB0axnzdosR3NWUX/+7ekAOhsBPmFlqLzlB28jVa887glFex0G9kZ8bM7qqJrUkTD9dSfPFig+cv57j9NMXYko31/SE2tub46os/0qMzoaxrJOHuIeMyiNJgId4mNL76rK0MutWMOBWMx3RkwmriZhnzYxb21qLMZCzMZC2MZw1i0D0SkBJz1RPvbRWB0EMuHRF9M4ZGga5YzNKSi+UtF9fvRsTXwVGAhTkNI4k2JuK93N/Z4sOjO7z88GO+ePKSr55/wtbyDENDTsZXjYwu9DAtJL/iOqZXrXh8lZg6SmivuUBb4QcUvvdr3v3tP9IgOUuHsQBHpJXNm2mu3fAzJvsVtxr+hcPqf+CB/CfctZ/FryggYGnBLi/Hqa5lMNjD+kQfN5ZS3FkTVs5xjpYGOFpMc39ngk8fbvPi4T6fPLvJw9ub3L+5zP7KEBuzcVGp4TNL6DWVEUu0EeprJBSvF8HoIu412SSqNEPBBqJRoUEmxeGtwOqtIiBgUJMtOCJ1eGIybJ4Seu0FGCx5dJrzxfOpIySjx1+LLVKPU4j+/TVZ/r//9/ei3EcoULkhSk7rFGcVs5xvW+L9+lGKFGNkZ++zffsjth684ODJE+4+X+bh8xTH99xsHlgYXjQyu+/Em25BaayktasEVU8uVnsB04tq9o4s6HrP4U5cZWJHSm/8AnrHSdzxQryZKmyBYpSt59E1F2FRlWKQ5YqqOk3VVbxGCeNCtnNAR1+ghUCgAU9/G+l1G7O3HKwc29DqcjEqCumqu4BZfYmOmpN0VH5AS/57dEtzMSkKkdedRSPNwdRQIr7h8pJTBDtkZC2tZHpr2R3qYifTxZSrhUmvioVIF7NBHUlDg2jGyvTK6beqSVlUDAr+T6uK1UQvcyEjWYuazQEnQhD97kKYJ+txbs0EEe4nBdDWwURALNDFhJWZYA9zITOzwR6mfEaWYlY2B4QrFbv4ZwftSiQX3uKdf/8Hik7+gUSPmpujQQ7H7KyN6Vhf72ZtuZej7SAvHgzz9OUYOx/62X/m45Mv7/HtX77k++//g++/+y9u37zL4dYeS4NZJjxdjFmVJDqbSTqbGUorGUrKmQy1MxnqYjLczXxQz0J/lGf3b3Lr+g5720vsbUziNaswqisJWZQijdEgK8OurBVTWdb2GrxuKbNrJl58PcTKbjcjY3JRlbE6ZWAipmQ62sn6kIfpmJO5dILN2QmOr02Iftl0xMTh0xSbd8OsLvQQitSw92GYo4/iTK8a8YerScdbCNmknPjl3/De63/H1ZrXMUbruf5gmLlVK2H1m0zW/iuLrb/kwPoWa9HLjE9rGFvvYiCqZKLfwPp4gP3pKLcWE9xdTvJwPcPdpSTHiwluLqR4+XiHL18c8/L5ER9/uM2TOwtszsWYTrvoD6jICF7QlAJ/vAF7qBJboAxfUkpooInUeAfJITXRlEI8e4b6f7DHh5IC97YGd7qZ3lAtfiEwk6hDZ7mCwnABhSkHnTkfW6AOocHV7alC76qmw1z64xb32//+lv/87//ks68+RG30ktuY4VxzlrONw5yvy1LWOsjA5CF7N49Z29lkbmGWRCyAz6XG65UyPqMikhHiTk1Y7M1sXZti53CB/dsr3Hm8yu5xjN1bTpTGd8ku1jCzL8McOY8rXkKX/QLqrtOUFr5O0fk36GwoImptJdzbSK+8FIGHqy3PwSIvJ+RoYG7GxOR4FxazoHVoY2C1l/EDD7rOQvTSPBxNlVgVJYQ7JQzbFQw5FAz7VQx71Qw62xmwq8RmTqfsKjGbgvmomb1hF7N9GlYG9CzEdEw6VaL0VSjOaU8Ho3YVaUsbAw7h3NZCyqsWs5sLPiH218FqysStSR/3FmN8uJ7iznxUDBAIzZ2j6RC35qPcW4pzOBlgNdnLZtrOWtLCSryXzZSDg1G/2Kmd8GqpOv8mv/vH/8Gp3/w76oocJn2dbCRN7KYtrA+YmB7UMjDaSmaqk91pE7sLGpKzMkaWNBx9OMgnX97iy88/4c9ffC1auL/+7CVffvSCh7e32Vv2MRZRiB7UPnMDo/0atjc9ouZvPK5gMtxOytBMQNXI9sQYX37yks8/+ZoXj1+wMbtM1hPAqWjBpajGr6vFoqzArq8VIW0CQW9sUcfRUyc37oW5c2+Y20dxdpadZHytuBVl9NTk0lFXjNMsY02QNq0ILtc2elUFLK2Yub7nZWvNzvSGiYkdPcFMDeUlv0MieQNVxyns7iLMzkJcfRX4spXE55RMbvcSSkix6i+hq34VteQ3xCNlBBwFxIMNrK74uLaU4Mn+GF88WeaLjwU9wxj35sPcnApxbyHCk+0U18ZcbI95eHgwwtNb8zw4WuSTJ0s8PsqStMsJ9Uqx26sweUtwhCoxe0twJurpdZUQz7SRGJRj91XRP6xicELL8IiaqBBGCMtEOLWvv4EeX6lIOHSHqrF4S8V/yxAoo8dfjT0kpItaMDgr0PYWozLm/1ign333Dd989z0vXt5H1e0iRxLjnKyPy9IUhXVh6tu8BMMDuFwO2lVK6irrKLlSgEJWwfSklakZFZmsnGRcxf52hhfPD3j56V0+fXmPl3+8wcMnIxw/9LN108CdF2bWjhuY22pk59jC6r4Zq6uQquKT6BQSOpXVoo1LUXWBjtocOuryMTVX0C0twKupwdNZjUFeTH3FeXRyAauoZGDGjF5XjFlRjk1Rg1dVTdajYCSsZKKvg6V+I+upXlHmszPiZH3EwsxAF4vjZjYnLKwPCZpEPXFzPQFdLWG9THyNONRMujqYdAqmLh2DjjYmIjqGUyZmht1MR4UtrY0bk35uTvi5MRnk+kSA3WEvwtyl8P2d+dgPwqGlOAdjPtZTVnYGfOwKkqmMneWkWUy0NOef5tQr/8o7P/t7rr71axzyKlaiRjb6DBwOOcVAwo2VEBOjnQxMqhkd72K6T00m1sTWHQ9Dcy1kV1vZvpVkUxgwvrfJ7UezbOzH2dpJsDTnZnfTxt6mkZFkHf2+OoYDDdzZ8TKabGNlxsz0QCfzfTrRoBYzqDlcXuR4fZ/18WU2J5eI6XtxtbTSIy3B3JKHSZVPLNpKel7J3J6OpYN25re6ePbRdV48e8Sdo1VuHMRZnu2iueotij94DaXiAhkBFLZpJt7fwGCqTeQZp6a02HvLcGqL8Fir8fhqCQdl6GquIit+H6X8MpZQBeG5eiKLAkqzlcyqkoEpFV5PDY6ucozNuehacoi4Ggjqq+m3tjCdsjGesHOwkubrF9t8/XyN5zdHuT4b5sHuJMfLae6upHl2bYIHW+M8vj7D8dYYt/dmeHZ3ir1lF/2+NkLeemz+Grr9FXiTDQQzzXgGGnD4y/FFawnGpQT6pPiiElLDSgKRetxRKc6YDGdM6NjWi/ebtkAVPe4ybMFqjK4S8WuTqwK9rQxXtBGzpwaTq4pOS/GPBfrsy6/545d/5sOPbqHusnOlys2FWhdFEgdKrY+W5k4Kcss5e7aI0ydzuXTqIiU554h4FTy4m+HmYYCHj4YZGzXhtshIR7QMRDXMjZtZmnawvtrN4ZGJpy8FcnsXhx9q+OgzN3/8Ks3cqo5QXEoiZsBkVFJaeoGii2/RXpdHV2MJ3coaFFV5dEkKsdYXEetuRF53hfqmPCQFJ5G3XiUcbcfRXYtDUy0q6qNWOWG/cA6QieKk8YTwwdOznjaxN2XjYNXF9kov66smbh+4WR7tZDbeRdwsx6oQxL5NzEa6mPILRAQNC8FuRoWOZ28rc0JgfsjJ0cYg91cHOZqLsZa2/p8rESdbg14OpmJsDwfZG/aIW957ywluzUXYHxaCBnZ2B9ziWXNn1Iam+jwnfvp3/Pb/+R+898t/xqGso79HQba3jfU+IzPeDo5nw7x8MMej28MsL9qYXTIyme4m624SubhCY27zhgHfRAXTR10c3IuytOpifrcXX7aWxEgrfnu9uPu4ecfCwZGSwUwFE+lmloc0REyVDPmUTCf1LI+aCfZUYVUV4xZSO7ZudJIaDI0NGCurMVaXoam6glmTTzQhZWJNi2e0gv5pOTvHBhaW3Hz7zdd89+V3fPnx52yvZDnYD5IeqMdmK2btQMmDj+0c3LKxsmHG46/E5iwivalkcr0TT6AKs6UYq6GE5pL3kJfkoKy/RIv6FLG5FgwDRViGy4nONZGYbmJsVk27/Awq2UWUpZfQy4pwt9cSbZfQp2tgJGxmKGJlfT7Jg8MpPtqZ4NZ8nL3FPm5fm+fRjTkeXZvi8cEMTw4XeXK8zP3rC+wJ7NsZP/MzJiKxFkLxJhx9MvTCNjWjIDosxz/UQP+QinCiGWegllCiidhAG4F4I1afBH+6GZsw5xqswhGqw+4Tkkb1mNzlOCNS3ME6LNZSjNYyjLYyLMKDxi8Vbd9mZ/WPBfro5Zc8/fxT7jy+Q3ePlSqJivIaNYWFEl576wq/fv0ir791ifNnc6jIy6WjqRJTZz0aVSltdWcZ7Wvn/vEgaythlE059HbVoBFWuZoLtDeeJeqtZ3nBzPZOL9nRWp5/GuTeMw+zq3L6hmqRqt/DG2xC3pbHO2/9lAtn3kLdJiUS6kGhKhBNZ+aGCjrq8qivPktN7SkKK97k/MWfom2+Sr+7A7uxCYdeStTegttdTzjYQizQzFCfmrmBLrZHe1lJdbMiuEMyFpbSBub7NawNGlke6GY100Nfj4yU8NSN6JmK6EkYpcwGNewOulhNuVgbDHJ/d5oHe1MczvWznhGSPD3MRwzM9/WwlOhlNWVlfUAIsgsNHzeH4wFuz0Y4ng5zbcSLMIM45eugW3KVEz/7e2Q5Z9BU5WBpKWbYpWUtaWYhKOjahSaUhhvLST68Nc3hToLZyW6GMk1srnSSDDUwOihnY7OLsWkF2zd72L+vZ2qvjeGpJgZScrw+GT5bNWNhOUPOBhbnu0hlqxgYKKUvWczwoGBDl2JXF2FtLybilzExr2FwVsn0ponN4wCDEyak1efI/+BNeuoqsDULkzh1JGNtxAZl4jD89IacpX01goPmxdOnfPflX/j+67/w3aff8WTjKbuL48wsG1ncVfPgUwuPPw2ye8OLO1CKy1uEzVFEYkxGer6NxdtGZo8FykYZTTUf0FR5Do0hF70vn8r216iQv8nlql9ji1eTXW5jaLGF0Rk1QV+jmB/ubi8SPxM98mI82jomo2bWJqPszibZnkpyY2WY451J7h0u8vBwmZdP93h8a4lbO+Pc3hzlzvYkh5uTrM70iYGOuGBhG1RjCUnF8TFHTGh+VuCKSgkkWkkk5QxkO+jPtosjZQJWM5pV4os2o/dV0RuRYXRW0CXccXrKsfoq8ETqCCWaifa30dcvJ5KQE+xrxR9pwh9pxB2sFzm6QoWK4OqDO4eMTE/TZbJzJaeCD07n8uYbZ3nzD5d45+3LnDmdQ01ZJTWFV2mqyKO1Kg+VrBClkNNUVBI3NJF1q9iYc7O86GNvdwqfvYum8tO0114i5mxB13aZbFrO4EgTc8tqDm70Eu+rIZZupk55iTfe+glv/vbnXD5zkrLyItSaJjo1MhR1V8XCVEtzKbn6BmphNrGnhMbOHOrVebR3luG2NJMJa5gYNjA4JKgTtEykDCykTCwmu5lL61mb6WFuRMtSppvVfjMLEYO4SgoRPmEmUPCJjHrbEQzSaxkr+4M2drJ2dkb93FzKcHd7nOP1Ea7PJNgaDiJQCpaTdpYSVtHuJTg8F6NGVpMW9oc9bGdcbGecYlHenApyNBUSk0DLCTOSqye5+Pt/p6s6l1GHluWwnl1hdc9YuDbiZrmvh+WklXsbA9zeyLI+6WVltot0pgqr6wyxZDnBeCWZMRlbu3omxtpZnOpmMtvCWErFfL+OiWA743EdY0EVQ9YGBhwSppbqyc7V0peWkEw3sLCgZ3aqk0S8gcmFLtZu2Bnb1RIelzC5rWN2z8y956MMDprRtVZjk5YRMcqYHNISidUyONxCdqSZ6TUF20ddZAY1DMXCjIZD7EyNc29zl2vjG9zZ2OfuzRm2jmzcfe7n2ecZ1vecZIda6VZfol1yEZXiHOllNSPX2/EPlhBOVuKOVONPtTAwp8A/UEFFw+tU177J5ZxfcbX4FUzeArKTcpy2MnydUrFPIYTv/fp67KpqQqYWJhMWphMOllJeVgdCXJse4OHBAg8Pl3h6Y4Unx6t89HCDj+6vcrCcYWMiwvygh6F+E/1JDbG0mkhaSAYpxbRPuL9RxIIKjaLUiIbx0W6mJ3uYmTIzNtpNLCZcsbQSD7WIRan3CFvaavFsaQnW4Oqrwx2Xine44bSCsJC/jTQQjLeKD9RQRFCHNOAON/y4gkplcs5fKOf1N67wu9+c5sQfTnHlzHlyz1yk+OIlis+fofzCKVpK82gsukxD4QXaKq6ikxbTXpVHp6QQQ2sJ67NObuzFxfGcmckMLU2XxMkDfaNwEV6Duu0y/alWdN0f4PEV0tFxFptHwmvv/pRf/Own/P4XP+ONX/yUiyffoL5cmPcrE4FcHY0F5F14lYK81wmk1Fj7WzCnmjFG6tBYy8lk9FxfC7Cz6SE13E7Up2RKGA8Ld7MuTh2oSGflzC3oWBzqZjluZCFgZNLXTdaqod+kYMTRIV6nTPt1LMWMHE4EuD4dF4vy7vYEO1N9rA95xejdatLKWr+d9bSLxT4ri1Ezi2EjG0krO2kHOxknOwNOdrMuro/5OZ4Ji+NeR9NhdofchHvVBDsbWYyYRUL7tayV+wsBHi/6ubMU59HuKDuTUdYH3UyHTcQtjSxMtXBw3IE3fo4e7wXk+nN4ouXMzrazkDGwHDcw4WxlIdLJRszAggAsi+qIddcSVJeT8DcysSMjtVJFaqSZqUkN84taFte7WNjVs3ffzfwNE+llJdk1JZEpGZ2+HGa2LNx6OMzt2+MMeuUE7aUsrGmIZapx9RRhFqTB3hqW9tR0GE7x6s/+hrO/egVlSQmZkBW7sYG54RAJnw5XqJzdG2Y2r/cwtdbO/LoKveaCeN1Vdu41PKlqRq6rcPoKxM/H6HIbsZEq1g9NLG8aMJmuYLHloVJ8QL30XUz2PCbmdcSCjSRFG7ucYVs7qR4FUaOcqYSL3fmsGOdbG4lwfTbN9cUhHh8t8+LeNs+ur/DoxhJ3rs3w6HiBveUBpgZsJANK/L4mEccTH1aLjZ+4UKxxNenhduy+UgbGFSRH5aIEeXS0m4mJHjICWyimJOAW7kurRbqCPlAjYk0cQhEOtIlzosKARrC/mZBgQehvEyOBvmgTDkc1TnstToGfG2/+sUB//8ZFfvfqaX7/m7d469evceXkKZEcL83PE1lFpWc/oPbyeRryLqOqLsSoqMJrbsOhb6JDVoSmpgChCLtlhVhaytlbSHBtO0vA30Eq2EIy1MpI1kyvMLUQk9OXrCE11oo1XESD+jynL77N7377G17/5a858Zvfcv7N39JWdVncSg0Fu3B1SdBKCzCoKklMd+KfURKd78KWrEerKiJhU7Gz6BK3s26ByN4lY9SjIetUEne1ilhNf6xJ5NMIhPZ0Tz3h9iqSllbRdeJWSvAqqhh1a8UQwY2VLHf2p0QJsQCEWkp5WO4TOq9OlvodLCVsbKTdbKTcrMbtbAqpnwEBFOZmJyNQFuzsDgv5WS/C6ilcvdxfiosNIyF8sJm2sd1vZTcl0Bg0PNqK86cns3zzofBUn+X2xiizcTsryR6Rvhc1NrCxqOPxCxM7t5rxJwoweIrFeUO/t5YxZzPTLiWjTgUjljaczSV0S3Kxt5UT7qrFoysmkmhkeLeJkR0pI3MN9PULjY0q+rK17N9x8OSrDMcfxxld62JyV87MvoaF6ybGd9sZ29Eyf+BkfKmb+fUulm8aiS23odVdQVNxDkdvLXPXu9F7r/Dma3/D3//f/xe1hedZXg8xs23EGyun15ZL/7CU5x+F+eTTAM8+dXJwbCAcrKCnswRfZw2pcRnx2VoctlJGxtTM7WgZXpTSP1HL1paJqUwb/ck6TKZ8lE3naJO+h9tUzmCkg4RD+Pm7mPYbGXN3Muo3sjqZ5O7NNTYWx9lbHmN3Ls2dzTEeHy6Iofh7O7PiSnrnYI5rq8PszKVIxw2ipzMQbSaQaaNvXMnoiJLJOTPzO14GpvVMzRpZ2XbSP6shmG5kZK6L5S0ny2tO4n1teLx1Yg5AEG+ZvULDpwhnREagX3jvhLikVMwte4RzqasCR6Aaq6+GYFxBl6mU7p5iuox5PxZo7vkPkJQVUHrlDCa1lIBZRciqRlVfQlPFVdoq8mgruUpnbTmmpmo668vpqCqgq7oYdVEOHaXCUPclWksu0FR0GoeumoFoB4MpHfrOcqrL36U493d4bS1srbvY2TOyec1IarSWqXk9vZYWXv/Dr3j97VfEYj175feUlL2NrPJ9hMn8zsZcDM2lOLob6RvXEphVkVrrweSTopBdwaUuZyypIh1VYpCXoSy9LA5ixwSCgk+C4NPU9hQidMu8nlaCFgWeDhmpnjYC7Q24lfUMuAzszvZzuJLl2mKa/bnk/1nFfKykfhiMXkvZWE5ZWRUKbNDFZsrO9oCTHeG8mbayO+AQqXjCNlW4uhFWTGH1FK5d7i70iV8fjvvZzTpZ7utmyq9ibdDOF0+3+fPntzlYncEXpCEAACAASURBVORgOs7OgI3FkJY+nQRncyH9vU3MpjrYXmln95qK1LCE9ForfcP1xJwyWgtOcvnVf6PqzFuY6ovFa6nGyyfwaeoIdFdhUF5mdKKd8c0WEhPlxOIVjM1qRCnRYFpJKtPM/h0Pt/8YY+agU9zetnWfxegrJjUnY2JTy/WHAywtWhgcVjI8J4zp1WDsLETXdJnkoIql2714MxIaWs+h7ChGrsnH5KvAFCukVX+Sjp4LJJZayM7Us7gu5/Coi4eP7RzdtDGSaSFqqyScqaK55w/YnDnEMw2MrnawcaeTyZ125lf0pEP1RH0SYvFm+ofVzK2aGR5rZ6BfTjKmEGOLqV4Fw64OpqJmNqcSrE6lubYyxt7iINtz/TwQZLsPd/ji5R0e397hya11bm2Mit3cjSG3iHIxuMvxZxXMbzpZW7Qym9YQDDQxMGZi5zDDjb0s0aCC7EQ34biUpOAoFR4eKTluVzW9vSV4/TJxqxofUIrnTXdIgiNQI6JJhS6uPSRIvaS4Y1LxXNrrqvhBK+msxWyvQGPI+bFA2+VVdKorCdqbGQgoWBu3MRHXY+mWIJdcQV1TgLG+CkebjK66clQCVUEozLJ8NOWFovZBWXIRae771OWdpOLSG9SXvYfdVIms/ioFRW+i0RbjdEhZXDJw666DuSVhaLWYjT0Lyxt95FWdpVqVS53uKm22UtrtpXTbKrCYKlDXX6KrsZCApZX4mIbovIbYXCe5le/R3niF1TE9Q/1tLC8YMGkLxal/U3sxmUEl8cEGbM4yjL0lhJIqBoYc9Pc5cHXJSRpayVrVjPq6WUz72J6Msz4YYGvIz/ZoiM2hgNgIEsa8NrMuNgbsrKatrKeF86mDvSEX10Y8XBt0sZexs5f94Xth5by/1PdDYc7HuLfQJ3Zxj+aD4ojV2pSJkbic+eEevv70Bh89PORgdYEBRzdTYTMJQxNDllYWg10sBLsYd2kYEH52exUby10o1e8TH2/AaS/B0lzCB7/4Z0788l8pOPkHlMXncbdW0SPJwyy7ildbynBMgGk1MTRTh819mfLiX5Me0TE83E3C3YK1q4hQoIaRWTWZuTZcsTrGlruZ2e5kYVuIW1Zit5QjyX+bjrarImPIZ68mHWhiuE/OwpqBuUMDOvdlOi2FXCn/DUX1b9BiOIsxkIuk5TVa298jNFLDxK5KJDx6ohfZ2FezuqvBGy2iU3GGNvUpdL0X6Wg/gbb7PBMbOq49tzJzo5Ola2aePRtiJN3O3IKNgUk9iRE5Y/Ma5pb0ImV/MKhiIWliIWHk+kyUTaE5tJjh8cGsaMG+szfFswebfPbpHb7+5ikvnt3mwfU1bi5k2RvxcHPRQ0IkGpThSNYzMqZjIdPNYlzPcFhLyC5nashLwqsjHdOSHtaQSLQSiwqxv2aMhkIRsOZxSQkLjUqfQBZsFNGfwsiZcBY1OsoweyvpshWidxRj9lVi8VejtxVj99cR7GvD7avD5an6sUD12jqsploGYi1M9ysY9TeyPWVD25yHouqyCAxrLy2kvayAloJLtBZepr08H111MdrKQnqkFXSVX0V66RQ5777O1Xd+JwKhTpz4W+pK38Dvrcfhk6Iz5YnNiGSqlmvXuhmdUTG10M7mdhCdTUqztRBNsBpTfyOuISWBIRXJkQ6M2jKUNedpl11gcKaH1LKJ3n4Zr/zhn+ioP8PNfQtNkhNMZFpx2suwd1VhV1Zh1ZbgdVfhMUuwtJfhMcmI+/TMD0eZTnrZyPpYS7tZTjqYi/aK85firwk7W8N+dkYCbGa9Yspna0DY0jrZ6LexmbKJHVph/EsIGewPecSggdAIursQ5dFqnIcrMe4vRni8nODJSj+3lyKsjBhYnzcxNqrB42tgdX2Qrz7/iPlMnzjDaWssw6eowSevJqSuYSlsYMrVwVBvC/bmfEyNV4nY6jj5+v9E23oFQ2sBRlkJivwLaEpzMEqL6Ky8Kg5uqwo+wNZQiF8lmM6uEo/WMj6loKHmLaqvvINWXirCrkKdNThaC9FWnUNXfxm9slCkuidjTYzOtWIVIMyy0zgUhZx9/Sdcfv9XmLXVdLfli13vUU8LM+k2JpdaSU/X4ArmUtd6kvyy19AZrooIUof9Mi7nFTr1pxlfa2NmRzh35RBI5hFOVeCNlNOtz6Gj6TyqyrM0l56gQ3WeiQUNa4d6xjcVpBebuPNhhJlBDW5LFYOTBkzuMnqcRQwNKrF35TMTa2c93cOmoKsY8XFvPcOTwyke702IRSowbF88usY3Xzzm26+f8fmn97h/vMH+fIatYTe3DqKs7rvon9biSzXQN9DG2FA3k/3GH0DhfjW2zmrMhmocrjpiaTlOVxWZjJrJSRN9UTnJiJKYV85AuJuwowW/QxhJa8QuWN+FIHyfXGwY6e0lGOwlmJ2VmN2VOIISfDHh/1TSl1YQ6vsrN0td0UV0LcXYdGUMRVUiBdzZUYeuvoKG3DM05Z4VqQptpQU0511AWXCO3sYKZpJ29mb6iFmUaCWX6WotoeD8O5x//WfIq84jKX+bnFO/JBZQkh3Q0p9RMjrZzdKKjY21HpbXdUQi1awud7F7FCA4psU7qcEzosYakdFjKyXilaFpKURbl4upIY+BrJ7oVCdNvVc58d7P8bUXcX3ZSTJcT8gmeDybMBoLsSlrcCrq6FWW49W0Ypc34O5sZnU8Jvobdxf6mR1wMeLTMxMWdAg/vATez/54hOszMfbGQqylhYFpD8txG/PhHlbjvWyJVyguMYkiNpNGhRRRXDxvCivn47UkT9aTPFiMczwZ4PqInd1xO7c2Ynz+0SIfPVpnazXDhw/22JyZJKSV42srIdYhZdCsIGtWiSydhgtvoi05j6NJgI7lY2spR2DyVp1+lbx3XkVy8STa0hx0pRcxSfIx1xWiKhUojOdpF35PWkxzzmna8k4T6q0j5JXQLruIoboYa2MZAU0VXnkJ3QLxriqXhqunyX//VeSys0jqfkdn7zm6jSXIJZdpznufbmUeFmUhSXMj6sJT1F/8A70t+WT6GljdkZFMXeHKib/lnVf+joqrp9DI8uhqOYdC8hZyyZu4LSX0WK6SGpGSHq/9AdHa9QGKxtPEXVLsinz86nJ6hdB9r5SopwG94SwzSxpSg/W4eguJdFWStshJOtUMhTvoczZg1xSLlIwhm5LZoIH1rIe9yT6Ol4d4vDfDR8fLvLizxmdPrvHo5joPjzb408sHfP/nj7mxt8zmTJYpods708P+3Th795JYorUEBMnysJpEVgB1y/EFmvGH5OiEc6KjAq0ln1BaSW+gTuTYxrI6kgktTpNEnKcdDHeJRRoNt2LxVGAJCJ7aKnQ9pSi1+Sg1eZgslfgiDUSSLQRijfQPqkln1AwOa39cQSW5wtOzFHnVJYxtZRhaq1DXFtNeUyI6JjWVV9HVFKJvqBIbQkLsztgq3DPV4GmvwtFRSdgnRW8o4sKl33L5/Vdoq82hUy1M0JfiMsjw9dYwM9HD9Lwdp7eB/lAjN4SJlA0LC3PtLC5pSY1rsQYbsbukmAzl9HaW4+msImxT4jE24jNJiERaMTiruFD8a1rLLuNoKhRb7IGeSuIu4U5KjbY7D2eHFEebFJu6lnivivFgDytZP6tDfuaTDkb9BgbdXYz7DSwn7MxFzGwJ8K0hH9fGgqIFTGDKbqSdLMR6mPD+oPDbSgvRPJ84QC00gH44X8a4sxjjxrRPdJd8uJ4QY383Z0NcG3VwPO/maDPIwxtDPLkxxfF8htWshwGfBqdahllail1WglVaSEQtI9OjEMesbPWldFcXkvPaL3nzn/+W4tPv0ph7juK3f0X+27+n4O3f01mRJ7J5uqpy0dcKsciraCuuoCo5h7r8Ch/8+t84++rPkea9j0ldiKbuIkbhfa3Nw9ZQJBa1ua4YVfEFJJffpaHoLHW1b1Im+yWd7stoO4toLL5A/aXTWBX59Dbn4GrJQ134PuryCzSWnKKp6W1GxssIOK+gKjtDc/5Fai6eRFFyhZaC/4+p9/xuA73SPP+QPWc+7M7s7nTPmXZP2x087bbbU7arbJcruIISJWYQBIhIJIIBJEEQRM6BAAmAYM455yRSgcqiRKWSShWc3e6esPvlt+d91dt2nYMDikXxiCDue+/73Cd8SEPF+wQbyqgvfwv1lR+iUbxDulfL7Jqd6YUGSTQImktINVbi15+nTfEhrroS0k493pYSxrINzPe2MJtuQaDsAqXtF8h70slMwsFSj4vJWIvkGm/0h7m1VuTach93xXpsd5qzm8t8cbbP68dXef30Ol+/vMPr57f43dePePbgkL2lITJeC52OMsYmOtg4TErHD09PLeFBg+TRxgsm6WUrUspifRb8WS256TfFm+2zE0oayPU7mBn1MpvvoBgxyjSAfNpOJm0mkqjDFSjHHVbQGaiRxdnsvIInVkcwoaYzUEEkpaE40MjwiHC9b/9jgXbqa7BWnMdeLdz7SnDpK2nXldKiuURamvzqibdpadcrcJkUeFqUBLu0tNWLr71Im6mE3qIw4lVS3/IR8VA9/RmnzPFUXPoxtpqPMJe/Q29Uz/GNAir9u1Sd+w5Hq26e3M+yu+3h5GqQmbEGOhovkXaq8DZU0Ki5iLH05ySadCwMeFmc8tDlKqOu9m3KL3yfoqeFYsRFq75KvlkGkmY218NE0kZ8wjnO42B9PMvxYo6rM2k2hiLMZj1MJl2MRJxMJgWX1sv2QIzd4TjXJpOS7SM4s8LFQEjL9kcirOY9kkkkLDePJ1Ly3ikKU3BvH23kebzdz6OdAc52izzbL3J3pZudQS+312I8v93H3cM4V3di3D0sMpNw0ddhpM9VT6/LRNAiTKxq6VBeobXqIm5VGSN+B171FaKiQFVXqH73+/zjf/4PXPjxj7j0zvepff8tTBc/oq36Cl2qcvw6AdiV06Yqx6l6U6T20g9oqj4nv/4fvvHnfPDOd/C2ioO1Gre6kpS5jlyzTh4EPk0Zxk/epvyd72Iu+RCr/mNau84R76ulyXyOhsqLtNaW47Neok37IQ2Kn2KrfB975TkaKs5jrfuEjABG3FW49GVYyi/Iq1CXpoqCy0KPQ0O2RYXi7W9y/nt/xeX3/hs/feuv8AfLWZhvJRlSUHBp6FJ/QkvFz9B98gOaKs7jrqui16FlKeVmOd3JZLCR2ZiD8VATK/kAKzkhNhCCBoHedrBVDHE4FuPJ3gDXp8VBmuLOYp7nt1Z5/Xifr15c48sXN/mnX5/x6M4ev3l5g88fbLO3XKCrWYmj/iJel4Jkph5XRIFLdL0BM8GCHn9OT1e6Dn+PHn+vgVChnviAjf5ZNz39zbh81fhFjMhAK9MDTorRerIRA7mMTcbed7oqcHZV0B4Qwuxa/EkNHWEFTd5SOiM1+OJqwikt2byVXKGBoRHHHwu0qbIEj7FWClrbBTqrqyTYUEsmUE9vQkciWI3D8jFprwjGqZPtvrffTjKqYWc5yi9/sc7J7TxLmz5GJpvpDekQq4Fgk5om5UWaqi/QUvkpiZZaZvucLE/5qCv7EUerHdy+6uPxaS+//mKc7QUnoZYLTMesBG0VmKt+Lu0qko565vpFMG8/I0MuhvMtFML13Dua5vOnR0z3Z4nahd+qQYqy17ZSbM/3cH19jO25IuuDEbl2GQw1MhJtZTLZyWxGhN2G2eiLsNUfZUusTkajkiu7PxKWhSl+2aJQr8pHQrrmPVzr58Fqn1ybPNke4Mm2uG++WaEIptDOcJC1ARdPj/Kc3Utw7aiL9cVWNkbd9Dp1OJQXcBouEWlUyFFN2EF2CdcA1RXpotipqybaqKddeRmX6gpeTTld6jKc2nL0Je/RUPEJzuqLtFVcwF1zmXh9DT51GR3Kclprq3HWVeHR1mD69H2aSs9Rf/Ejqj78MTWXfo7PocQvJiRha6O8TNBQLcXQXr2ChvJzVL//I8p+/A9YVR/TX7Dh81zCXvMBrVWXaawqwaO7hN8mApZ/TEd9FZ2aChwV53CpymnXfES0pUb6B7nU1RKXcFRdorn8YwlYiTjEiKmUVGMVLlUF5itXiLo0DPSaiAUrCDsqSDo1eC01tKrKaFaU0C5+/royEjYV+fZ6JsOt8pqxJQKI8z72+kNsirS2rE/GLG4PiAM1zL3lDK+uj3J3uVfuqp/ffTPWPr13yBdPT/jNlw/54uwaT24uc31rhMk+r2QfVV38LmrFD/EEFXjiKmkmHR9upjOtx9Otw51U4Ulr8GX1hAQJftBGeqxReti6YrXoO87hDCmIxDTkClbS3QZCoVps9o9xuK7IsdidqKUzUSuLPZo3E88JEr1WjsmxXhOBuJpYSkc68ye2my21QrFeSWPlJdrVZWS6jFLyFWhS0WmvoNBtYHK8noKQ/Yxa6O5REQ2rycQ0DGb1XNtPMlFoYDBtIhfWybSueFMtAbNSjiou1SXEI9GkJiXSuKJWxrvt7My1c227k/s3Y3z1dIRTkXFZqGc6YSPZpJZvyi6Tiv6IkztXZ9lc7mF7I0Oh28zJfppnZ5NSKL01kWc4JpLCPByv9bK/3MP+dJaVYpTZrJ+JhJMBfyODwWYmEh1MJV0sZD0sZDxS9rXZF2KrX/BpAzIeXug5BRtIkAzeWFtm5H1TFKZYl4i95pPtQTneCjXE/ZVebs2lOZwIcXutn5cP1nj8YEJ65sxNNFKMmRBRfbUfvIPik5+S6FTjajjPQMxMpllP1lGPx1hFp66c/kALA8FWghYVnZpSPJoKopY6fPVKOjRlNJZ/QsBQQ2v5edk9w+Za3HUVuOoqcWkUdGkUOKou8/Hff5Nz//i3XPrR97ArymhRiVVVNV1GMW28SQrwGFQ466plQdR+/BM++oe/4eIP/5Effecv8LYr8LeW4LFVS8uSpvKPKDYo6LUrKXnr7/jht/4SzYWP8eqriIpcHoeOqENDS82nuJRleDU1EkB0qsrw6KroqC2hs+4yLuUFWisu4Kwpx6W9TKJDSSGqJ+5TMdDtoLvLxkDQyaCvlaWsn+mYU6LtfS4zQ54GVnt9LHV3spnzsZ7zsZAW1MkuJmLtLGY8rOcC7A6EOdse5vmNGV4/XOPz53f5w+9e8urpHb54Lh63+OqzW5zeXOf61iiDmVa6w3oZSdHaeh5L889pi1Zhcn6KM1JFo+8K4aKJQM5AvGilI1pDoNeIr1dPmwB6cnoCeSPurA5vSocvJkgKtXiSKjqC1TS6S+hKqnHHVXiSdXSm6wj3W+TfSfYLPoCJQFYvCzUsDKy79QiXBvGfpPpZlQpa61S0KivwGSuYzopLuI5wSzWB5mry6Trmloys7dlJ5SrwB8twWEuwqn9Ct6+cTFBBxFaOX19KR+1Fwg1KujtNOGov0dump7tFI/Muh0JNjMVbiTRVMZI0sb/cxdqUlY1pGzc3fNzejXJ7N858oYWeTgNuYzUpl518uB2/XY2nvoK0q47tBS9PH/ezsxMh49MxEnKyMtrLxnSWjdHEmzE25qTYaSPTqpfO4SPRdobDbeTdFnIuE8OBRoS8aynjkYyezUJAyr+EheXthW7pNXt9KiHJBUKRIgpTAEFir3lvtZfbKynurKe4OutjtdDKeqGTlw+W+O2XJ7x6fsTCdIzJXCMT3c3SLLlDVY2YVMQBmA/oGenTMzlkJtuhJtdlIdKqJue2yQ4fb9bSpa+kQ1VByCxQVj09Ththq4Zki4lYo5GW0nN4NQq8RiVN1RexlX1Cl7aaoL4WR/VljFc+puZjkWlaRbzZRM7dRNSux19fS6BeRdZplc9iVdZQdo66T37G97/xH/mr//B/8K3/9Geoy34u/YKToTpSPh0eTQn+uhJcNef55Dvf5G//01/w6dtv0eMzMV40EHaVE3cpaVF+RGdtBc1lpZivXKClppxQg+6NM7zmCuXvvy07utdSh+HC+7RUnqO18mNCTZUUgg0UvDbW+6JyrF1MdLDS42U562Ep04U4SMXHq1lRnH7W834WM13ydzkYaJIH7mYxwu5QgrP9Sa4t5fnybJN/+uVz/uV3L/nN14949fQaLx7t8uLBFk9urTI/HGKi0EYmqpNG1Im4lmC6jpZIOYl+Pf5kJfqWdyjOtzO+6pMdz+mvojVQiS+rk52wq1tLuGjFk63HkzYS6rXSIUbYlIZQ0UpLREFLTEFHvJa2YJXszIE+E/GhBpKDjeQm2kgNNEgHwO4hu5SdCTDp3wq0o15PV72ORFM9uS4DW5MulsaamBl2EPfXkutRsrFj5fi2i4C3BIfhEm36K8RdVRxtB2izf0jl+9/HXn6RhtJz+AwKep0myeg4Gksx6m+ku0nNVLydnKte7u4SbSom++zMDlsZzKhYHGxkfbKLrz5b4vTWIOP5FjyWCvr9Tno8DrosKtyWKmYGneyt+7hzM8rGWpy1iSSbY3kWh7LM54JMRdsoeO1kWo2k7Br63FZpJzIcaSXdZqS7zUB3q47RULPM5BC/dMEG2h+OcnP6jQm0lI8tZHi4lpf3zNN1wQQS7gj9PN8REfFhlgedLIy0MVywMjfWzJ2jAr95eZP7e3NsjSUYibaQdWjJtGiI2lUEzTUkGjT4tZUkG+pYnXNy52Gc8UEb/T1W+tIWwg015Dw6ok2VdNRdwq0WHVGJ36jCa1DSqa0iZFGTajER0dcS1CoI1aslOJRqrmc80slapot+t4VAfRUeo4JCVxOjQae8146FnYzFO1kZSuFr0NKqqcBW8QmNpZ+gfv/H/PSvv8U3/88/4zt/8Z8wKs4T9ZezcdhMIaeS5mRuk0LGL5S/+wN+/P1/wKy9RCam4smrOLOzwhHwU1pVl+T6zaEqp0Wt4Nxb3+HiD/8b73777/jJX/8VP/n2t/jJf/0rqj78CabLH+OoPE/CpsanO4/fLIQRFaTbzQy67Qx1mJmKtMkOKX5PG4WgLNitvjDb/RHW8wE2iiHW+4LMZbvYFWbeIkl8pY+z6zPc2x7h1soAz29u8OXZIV++vM5nTw54fLImbU7urPZwYzXJ7lKIkYKd2VG3dBQMdtcRH7FQmGwkmVGjM79NrfVdvGkN3QM2UkWb7ITOmJLOrB5PVuAvFtKDbUQLzXSPOAlkTcTETnPEgatbj7/fhjujoy2iIFAw4csbifRZiAuC/EAD8Vw9PiE1S9fhitXQGqz4Y4EORgOMJvySTTOe7qQQtJL1Goi66wl6KpmcNDM2rsXnOk+L4WMaKi7RWqEg2VrN3poLk+FnGMs+xF5xQd6lQlYl3W06plNO9opibAyylvPQ57YQsr7J7BBi7EhLNWlnDT0uJUvZFlYHPHz2eJ6Xz8Y53hc6vlb6umzkOi2sDIbYWczw8myZW1cHuLmX5+bxDNe2RpgvBBiOOBgMNslRNtVuIu3Q099pZS7pYjnnoV+whjpMpFt1jIUF4tchSfJXxwQwJPaZYqRN82A1hyjIR2t5Hq7k2Ch0cjKb5OmW6KB93FoUes8oJ4tpHl8f5+XTDfa3+9hZ6WE07aTgNhGzVBOuryJkqGLQ00SwXkFnXal0N3cJ9/RWC5P5NnbX/eTSGqI+BQPpBkaCNh5f7ea+cAFIleEzVeKqEyNsFQF9pTxYBKgUtGnINNcTEL7FWgV+o3BMryVo1dLt0NHrrCffYcGrq5CG2cPeJka9NukGOJro4M7BNPPFJNmOerz6EtoVF9F98j6lb7/Fhbd/gOHSR7hdpYysmSRRYXPezUS0iVynkep3f8BH3/s+3/vWf8blqJJE/bWtJlbmbETbLtGpuYTt8kfYyy/Qrq7EXHoO1Uc/Q3/xHLUfvY/x/HsyueBnf/tNFB+8i+qDd3BWn0f17t/RaSyhN2jFpS3Hpa6gVYR1GZQM+9uYiDilN9RKTxc7fQF2CyIAyi8LdqMQkq4Uq8MxjlcEf3qKx8cLPLm+wLOb8zzaneTR0SyvHm/z+dkuXz094PXDdX71eJadyS7Jz54eaKXY0yB3ltkhM72DZuYXu5id6JDFm+gxEOu2Uih0EEvVE+jW0hpVSVeHYMFMfKBJOsKHcjaieTuBlB53VEu0txF3XE+0rwF3QoM7qcWXNeLPmYgNNRIQcQ+9RkLdOsJZHb2jjYR6tHiSf+KoMJGOM5WJMZuLMd8XZarXS9ZrpS/SwuKkh9VFF/09RjxNlTjry2gWBHmNSiYaD6WE4uRjOiVzpZqQqYZEYx2FTgupJg3jwUZpDdLfZSXbbiRgUuA3iTRklXSmE3HrWYdOdlmhg7y7P8ntoyFOrhbp9uqIWmvIOIz0+5pZHohysFzkzuEkpzfn+fXrE+4cTtMXaCYv7i4+OyNhBzmvXRb2RMjBUrebxayLAV/Dm89F21jIuKVM7EBwZieSb+ITFrJv7pQbBR5vFjjbKHJnXqxN+rm/kOXufIajMbGO8bA1EuSrJxv899/el2PTvaMlCsEmMq1aAror+LVlaD98m9p3v0vYrMRdV45HI8CbasKWOuJWNdEmsX6qIearIeiqJhe1knea2J1o48snYR4eO3BqP8WpFqCOUjrTRSwKadhVCFsYijTJ1y9sU+PSVBK0qYnY1WTaTOQ7bCQb9QRFzIFJScyipqdZR67DQsHXRM7bQrajiVSzkZjoXvoaOjXVMtLDa6mS6pCxVSurd9qZnxerIAVxaxUBYwW2svOoP/2ET9/+Dtqq9xjoa2B6Xizkqwi3XqFd9QmWkvewlX5Cc3UJXrOKxtoL2OvO4WmuwWsqQ3vxZ3zvG3/GD/76r/j4e39P5TvfR/3Od1F/8iMyngZaq0poV1bSrCijqfKSPIAGvS2yQJfSLqYizfS2apgMtrCZD0kcYa0/xu5cH7vzRR4eznN/e4Jn+2O8OhjhxfEcL06W+PJsl1++vMpXTw95fnuZ379Y4Gg5wlixmcGBJrp7LfSONpEafuNZK3SdoxNi5dFGvs/C5LiH+7dnyGbMeGJv2G7enI7YsE3eJ1MjOEWfMgAAIABJREFULUT6bASy9QS79XRG6gj3CPf4FnwZPR3hGtp81fi6jYT7BMDUSrDHRDJtIZu1E0/W44uoSOUs+BN/ogcdikaY7E6w0Ncti3RrPCslVg+2Z7i21sfRRg8Hy1mOlwbYnymwMhxjutfLUMJJIdhCqtNErstMpl3PUKiFXpeVaIOWXped+V4PQ6FmutuNdLdbiNp1ckxLiDulrkICHCI9rauumnSDgZVMmCdHyyz0xQlba8k5VEwkO1gfTrI12i0J7CIC7g+/PeHL+5MsD3bR7TZR8LcwFu5gLuVhONbOoL9Ron4zsXamE60U3YI+J1DAAHujCa5Op9gdj3A0mZTOBwL4EauTs60iT7aLnK7meLjcy/3FHk5X8uwUPeyOBHh0bZj//tsz/t//8Wv+8Nsv2VseZiDUQtyqlMXpUV+msfQcP/7Gn1Pz/g/o0ouxVEXQqCJh05GwaujSl+CzleMyl+A0XSIXMBFrqSFkLiXbVsV0Rstsnx5PfQldRhVdhjq8ehUBi4LxXCNzw3Z2FjuY6msgH7AQa66XvrMefaUMCsq1G6UHb3e7FvHw1lcQNKjxGdWEGgyEbDoC+lpiDQYSzQZijQb89UoSwokiaWdxp4mpHQu9/QJVrcajUdBpuELYXEdAr8SrqcKtqcBc9jEdtnIW1ltYmG3F77iC36qQk5TfoCLVaCTUoJQkgoG0mVRQgVt/Xupf9aXnsNVUyjFX++FbmD/4CR2ia6rLsF74UN5juwxK6q98TKpVYAYO5uIdLMad9LUbZQDSdKidzUKUzbFutlfEVDXP7aMVrh0scPd4kS/urfL50RTPr87z+d0Nqfl8+XCXz+7vcnY0zxc3BjnZzTA27SKQ1eHJ6GShBfqMpMbspEashHrrSA0Y8HdXkxVMu8UYYxMOeoaMdCaqaU9VExEStDE7vh4dsQErsT4zgUwdXYk6WYyRgpXkiJ2kYBNFdATSejqTWjpTb0CleNZGNGUhkbUS77UQz1kIpHV/HHGLkQAT2QRLg1n2Z4tcXezn9voIt9bH2J3OcUOQyNdHOFoY4GA2L5f9W2NpNkaTbIymWBuKsz2WYHc8yc5YmrWBOEt5ofzIcGe9wN5knNlsF7O5IMPxTgkaRGx18k3hN4o9oJq0o152ll5DBVPWCkZbtRLJXcs62el3cX2xm19/fsBvXx/yxYN5/sfrVf7wYp47W1kKIRsFfxNDIQcT0XaE29xwUBSsg6m4UxbroMfMVsEjLTOFKfTRVIaTpaL0DHq4muOR2GuuFni81sfTrX7O1rM8Wevh6VYfd5e6eXVrgj/86oh/+Zcv+H/+5z/x669es7s0w3jSScymIGyoxqe6QmfVeTyKi8QNNQSMSjqFM7q+mrhVRcRUg09XSj6sYnHaSra7koi/Fqe1BG3J9/CZysk26EnYBDhWTtGnIWhV4NIriNZrcemrsWnP0R0xsD7dxnx/C35LJd0OC+lGozwkPKYqfCYB2inp8xiZ7bHTH9Tg0Svw67SEjRqiNjW28hJaVdWItVq6uZ6YRUvIKJD3WvLdZnrTRtrqz9GuKZHiA+2nP0H1wQ9pqrhAV50gOCiJW7T0tpnoCdWxsOJgfNSK11Yms2UTzVq81lL6UgZ6kxqywTqi9loKHTb6OxqImtU4a0rx6KqlY2FHTSn5jkYCBhVRswaH2CgoxbqlFGddJU2VF+QkIiaCiE2Fo+Y8CYeBiWyQtckC+2tT3D5e5tGdLR7d3uLl40NePdjjuXBJuL3N3atLvDzb59nDbb5+dsjj4zkpHRT3zrn1IJmJJikPy0w1kZ1vITFsJpzTSsJCsLeOeI9Zpur1DDeQ7DfiTiloj1fhLRpJjjWSHLTREVHQFq7ClVQTFhEOOTPBrAFftw5XWk28vwF/UkdXvA6vWN1kDPLREq6hwVuOK6WlM6nBFVPTGqz+Y4EWYhEGkhGWhvMcLAxJbuLJ5phUod9cH+Xm+gjXVofZmyuyM5Nna7KH7alejpb65dccLw9yOFfgcC7P8WKRq/MFdiaz8nE838PmSIyFnJ+9mV42x9MMJ1wSTg/a6whYVMQatHQ3GxlormXO9CmnESW7ASXjXg1ruU6uDnl4sJTgl7dHebXfw2/vD/E/X03zh8/meXiQZyjeRF+gkX5/EyP+JkbDDgm7Tydd8mPh6F50m5gI26Vp143Zbk7me7i7VOChkIKt93G20Sdpebfnurk9m+Z0vZfHq928Pizyy8er/NPX9/in373i2dkpW2sLjBRSGMvFCFpOuF6MoFW4ay/TWPI+lo/fIWVWSV9XsVMWRepUXaZLU0bQKNYW5Zhr3iPmr5RBSy7zeVzai0RtlSRtGnp8RvJZPcVUPXFnHf6GWgJNahzNSqqUH2E2CKaUkh6XHq+xSqpxog11CCRTZJDE7UaSdh0ZTx3Li4I6pifRUSvFDqH6OtzaUoI2LW69Uv77O5RltCuu0Kq8gr3mEk7hsBBQ43dU0KG7hNdQg1dfR3PlBRpKP8FRfYk2xWWCJjXigE04tcxNtTA33kinXoA9VTLYqC9rJOmvxddYRkQknVk0BOrF3rdKFmbIXCspo666ctmdY1adHM1dtWU4RYC0QLGtOtItJsmo8mjKCNdXk2muo7fVwLC4rgwn2V4Y5HhrhlsHS9y7usiTk2Ven+7w8sEOL08PpPbz6QORir3E66eHnF5b5PrKIIt5D/mEjYHRFmnc1R5TEBo0kZxqICI8hkZtxPsMxPuN5CfaSPaLYCMrgVwdrmQNzkQtIeHwJ0bcvnrcmTp8eQOdaTWBHgOBrOFN5uegna4ePeGiheRAA6FeASoZ5OrF162lK6ul3n2R1lgNdn8ZzrhSgkn/huL2p1NM9PWyPj3E0eok9w8WuH8wx/WNEa6uDHKw2M/x6jCHSwNSwrMxmeP2zhT3DmY52Zzg5ua4tJPYmy1ysFBkdzbHwUKOjYkk6wNxlvvCrPbH2JvKsiMyLqcyLA3FmezxM5p00+dvpeBroeC0MdOs4kGsjocFC3em/WwMhVjNdLLd3cTzOQ9fr/v49Y0U//J0lP/19SoP9nOMd7cyEG6h6GtkwGuX3XM61clUooOip0ECR9bLP5M2IwcifGgu+0YGtprnwUpOgkGP1wvyzimCbXcH/Zxu9PDrx8v8/ourfP38Gr/6/CHP7x+zMpgm3GIh3GrDUHqBJsUVXNoKGRDbobxIc9nPabryIa6aEjrqKnEoS2lXVyDIFmIsFHtD0UXbVAoZItxuOo+96l2ayz8gbq8m2qBiuMfB/KKLYspIyF4h723pgJHG5stUVv+YcJsBh6qCLn0tfpMKgeD2uxuYCLeRbjeQsOrwKMtJtNawIKIB100kRSS7TUHUbpA5J/1um7QvEYeHKFDz5Y8xV3yKQfEJzR2lNHdcZGHORT6mJ2CvId5iJddhJ9agk2iy36KmUXFJsowcNWXsr8TYmHSSdYrsz3qGinYGimacxgsEjbV01VURa1bjN9eQbDJI8CdsqiVkUOCrq5Rd2aOtImqto7n8HG3i/qqtJtFooLvZQLJBRdJWi1PxKQljBeNdNjaEaH65wNHWGMebE9w5XObO7ox07v/i/gqfP9rm9YsbMjpQpIffu7nC6Y0VHhzOszoQYzjZQm/cTDReh8N7GVd3LZFRC/nldsL9emLCBGzISm6iid7xZoaF+8R8K73jjZL2F80JzyETwX4THTktnoF6fMV6AmJn2mvgzY5TRJA4SI63EB9pID5kQYQrRYVWVIi5U2ra4wo6e+qwB65g9ZRIBpNI6v63Ah3qSTM3nGd3YYSjZWGHP8F9EVZ6NMeN7XGO1oY5WB7guhhzxbi7Mymj2h7fWOLOzsSb7jo/+CaIZrnI1aUCB7OCXlfkSIzMM0Wuzhbl9xWay/25Pg6mcxzM5DmcLXA8X2RjOM36SIq14aTMKplJdcqd10ZfkKV0GxtZB08WYjyZ8/Ora93886M+/vlRnrOtOKORBvp8zRT9LRIkmsu6WO5xU3SbUf38bb797/8dF7//94wFnVwVROqZFDfn0jxc7+Puco5b82mOxnx8cTLC13fH+fL+NH/46g7/6w9f8IvXn3Gyu86wGJ8DZgbcjdLaM2CsxlF1Dl99NX6Rot1SJ0dpn75CIrZdWtE5q+Sb2Wesob3mIl11l2VxunWlNFd+gun8u5J4oProh/zgL/8D7//932EqOU9T1UVaVZ/isV2hy3oBt+myJCpYr7yP4eLbXHrruzhV1QRNdaSaTfS0WknYtPh1gsGjJmoWHb2CkF1NvsfG9FIbxYIFf3MFwfpqSbDPtJpl7qs4QEImNS01Ci6+9xNcPgPOSDnNXRco5Jrwt6ho1wq5oRK/QbCHyuXPFLRqJIHBWn5eGnWtDHYxEW6SX5P26VmaamG2T0e2qRqXshSPUXTO0jfItKKEgKaaNnUpXfoySePzqkoJ6soJitev9jIRi4qAsYq0Xc1isp2hThOFNiOpJiMhSx2pNpO8Lu0v9HNzZ4ajjUmurkxwc31KuvM9v7HMi/vbfPXiJr/+1TO++kJE2e+yN5/j5vIAq4MxctlGSSaQ3TBaQWDAhLffSGLCSmTYQLioI5DVkh5sktS/9KCZwXkH/TPNsnATfWa6ujU4U7UEhyz4++sleSE1bCcn7qljLZJxJDpidrqN7jGxgmkgnNcQLere2Hb26HCnVXiE5KxbTWe6FrvvMnb/5T8W6O7aDKszg2zPD3O0Ns6trQkeHM7w+GSJ481Rrm2OyiI92RqXHfP0eIkX98RcP8/1rUm25wdYGevn+vo019dGubY6wMn6CA93pzjbn+HW6jD3tsZ5eDDNzfVhrq0McmN5gGsL/dxYGpD3XaE+OJ7v4+pMju2RJBsDEQ4mkhxPpdjsD7GUdnIyEefhTJzHy0leH+R4vZ/kbD3BhEA1Q02MhByMRlrpbjegv/hTfvbt/8zf/Pv/jf/2jT+nqaqEhZSbw5EwN6ZjsiivClS24OVkIcmr6wV+92SK332+ze9/eYcvXjzk0ck+BwujpNvMxO2aN3tVp5VUoxjJdRQ6rYi7VkzQIls0CLZLd7OWsEnIxoySoNClr5Cotc9QjV9XRciowCuMtLWlhI2VBPXVtCjOUfPRj6j6+F20Fz6gpfoiXkM5bkMJya5qXLZP0H76Nsr33uKH3/i/+MFffwdzWYkcUYMWDXG7nkSj/g3pvkFPxKqkXXke/YUPCLQoGMhaSYn7rBA5GKolWd6jq6RLJ1Y0KpkDW/rjt3nvH/8BX5eJbM5GwF+Lp6UGv0WFU3J8y2lVlmO9ck6+lu21ZbSrhASxlJC1lpGgBcFVTtv1FNwGpjMW8p3VFFt1sluKe2RCiP2VV2hRXMFtVOOtr8OnrybdqMGnE4VZIql9LWUfE7PUEtBX06Uuxa+9wmTAznysjT6XlWG/g35PI3MZP3uTvRwuDrI+3svqaI7jhSFurwnn+Ele3Fnnly+u8fvfvODLl/f59RcPOFgcZm+2wFTeK5Uk7YkqmqJXsPsu0JqqojOvwV3QEB41EB3WUZhtkkUVyhnw9wgD6npptxkfMBHMGejKaHB310mubkTEOgzbifSbifWbSQy+QXc7RBiVSFqQvF4D/l4V3h4lgbyGjqQSb6+WzowKd1aNL6+nJVJBc6T8jwW6OD3ExuIo63MC1ZqRUd83tsZkB70pOuTGKEerQ9wVXXVvjjt7C5ydbPLs3i6P725yuDPN0ca4jGe7sSlcCYZ5sD/N6f4cTw5npL3+6cEUz24u8OBgkgcHU9zbnuDu1jjXFwc4EY5rswWOZvvYm8xxNJfnYKaXh7vj3Nkc4lgkMo9FuN4f4P50huORBDdnejidy3N7OiPdDZaLXuZzXbiNZfzk23/Jd/7iP/J3f/7v+fAf/1byeQe9Daz1uDgeD3M8HpQxffNxB6sFD5/fGuOrm73802eL/P6XDzg+OmGjGJdribBNJd+AEbPyjeLEWC0X6yLqb60vLMfpeEMtEVOVtAWNWZSkG3WMBdtIOTQMhRopem349FX4dQrZTQR5XChJfJrLBMUbUy240JWyMJ01gg53iU6VUIZ8QLjtMnb1D7FceJuGkvf55Hvf4vt/818xll2U47NbXyODhjyGaoJmJQmLRnZPzcc/wnT5E1Tn3ybt1pDrMtElDgmTWjKI3JpygoZa/DolXq3Q9dby6Xe/h7nivNSZjqac+Iy1dKrf8Hs159+j5v03+0zjxU8wnvu5dNJoq76MU32Z/oCJsVizXOuMBWyMBsz0tqiYjwoQTYegFSaMelI2ExO5KDODWYbCHqJmHebSn2MseY9W1WVcmjKaKj7GVVtCqF4g23VETdXETOXMhJsYdFvlQSgom4v5IDvCwG2ql5WxDMfLIzzYnpSuFKc749JK8/WjPV6eHfPqyQ1+8eI2N7amWByO0J9pps1bQUPkCtbQBfTt78n4et9gPe09KoKjehJTRuJjOjITFlKjdpKjNpLjZrqnGgj06WTH8/bqCPbqCPxrbENIjLxFkU9bI++ind11OLtVNEer6MzW4SvocWdq6MwosPrOy7HWEa8mPtYg77/hITOeXB2BP80Hjfkc5NN+xvuibC0W2FrIsziW4Mb2FEdrIxyvD7O/2MetrRGO1ia5trPC03u7PD/d4f7NVZ6fHvLi6SG3ri1wc3ecJ7eWOTtZ4eG1ZZ7emOTh4bi0NLyz86Y4n94QAtpF7h5OcXdrjNszfTxYH+XO9hQnW5OcXZ/jyfVpHu6Pc3Y4w4OtPu5NJ7lTjHAymeHGQh/X54ucLg3zeG2cJztT3F4d5vryAEdLgyyM9JILtVGMtMmId1EkG0Wf7J6L6VaWutvY6fcxG2thOdPEzTEXZ/N+Xt+al7aMm8NZ5qONjHUZGXGbCIlx0aggalYxFWwj77TIE3zY10zOYaSnxUC2zUSqWU+8USeBE3ddGd0taoaED5PbQsyuJtqglh5IbgGS6KsJW1V4teVS8pVqFGyjKj76zn/h+3/xf/PpW99BFEWbrgRb9c9wqy/J7iMmAeXFD3DX1yCK01UnRk8tPp1SpoGl7Gp82ir0Fz7kwo++S9kHb9Giv0ygqYJUh1h76PDXqxnwthGx6SSV0KtT4lRW0q6ooLFUZHKWMRpuk6BOa8Ul2gWSqq5E88kHvPf9b/Pud79N3fvv0lImhPvirljGcJeNmXALYWMZEXM5vcKXts3IQqSNvMMgd62OmmpaK8sIGupINdYTrhfjeB0dNWL0V9Is+MUCITbWSHJHsL6KuVQX+VZR7AKlfsNoijZpGY442ZvLszPfx/7iEA8OFnh8tMbZtXWeHC3x7GiBp4czPLs6zaOrK7y6v8Pjk2Vu7owxWwzQZStDp31XdjBHopx610fYY2U4c1p8/fW4i3XEJ03ER+tJDpgIdKsJ5bQkxkxEhvSkx2xEi2bCRT3Bgg5nQiE7nyenxycAox4dHWk17QklzZEqWhNK2lK1uES3zGlx5+poSZTTkizHnavFVxDdtBJfrxJXphJ34U+ICm1OJaGgiXymndGil0HhbDfbw/HmOEfrQxxvvCnQG5vDbM0W2Vue5NWjY06vb3CyN8urR3t8+fkN7t1YYHcuzYvb83z12TXOTo/5/PEeD6/Nc3ayxK3tMR4ezHC6P8Ojo3ke31nlxvYYj3aneXAwy6MbK5zsTvPocIbXtxb4/JZggizycH+Mk5keHsz18Xhvgoe7E9xbHuJkcZC7q6Pc3xzndG/63x531ke5sVjkeLqH48m0dD24NpNF2GVKFwURJT8SY2MwxHzWzc3JMKdzYXkfFWSKTLNKypyEs0HSJsAJNalG3ZsY+2Y9KauKdEMdCauKUH21HMdybUaKnRZ5uk/GHKzmupgINUkDL9Fd001vEEqBekYsGkImFXFrLXlnPb0OvQRBBJ+25qMfYyz7lGZVGS2KS3SoSyWwFLOq6VSVyjugkAL6TFUkWwx4tAp8WiVBfY1ENntbtXTVleHV16D99D2Un7xDqElFb5eBTIcgitTiNyiImKrx6EppVQopWSmX3vke73/nW7zz13+JvepTepwWQoZafJpqiaZ2CE6vXUXIXofik3d597t/g6X0EqlGMwMeByGzGJU/Rf3zt3BrLsvuJ2L/8uLeaKuVRdipUdBcUYKj8gqOqhI6VGW0KkQk/UW5UrFc/rn8mcXuOOs0E2mopadNMLNUciqJ2VT0uq2MZdysCPbX4RT3ri9w93CO5zfXeXy8xqPjNR5fW+OL031E97x/dZ7bO9Pc2Z3k6nI/m3MZ0mELDeZzWFsuoO88hz1WiiNaSnOyiuakguCASdrqxMfryU4JooFwhjeSTtbS360m3qPEKyIbumvlmBofMtM90Yjopl29OjqzGgL9ZtypOtxxNc5oDc6kis4eLa6MWhaws1tNe0pNcMBKsGDEk1YRzukI9WrwFdRExv9EzWJzXKSzS0EkYiTk1TKQaWVpJMzh6gAHC3npFXqw1Mfhch+7iwW254syS/RwaYTbuxPc2RvkZG9SorN7Y2E+O56QL86vvjrjF5/f4eHJquyqgiV0b3eSBzti3F3i3vV5REjqZ7fXeXyyyt3ry7JAT3cmebY/yecnizw7WeL06qy8VzzZn+Hs2iyPr07zfH+K090pyRh5uDfNk6tzPD9e4NXNFZ6fLPPk6jQPNgelF5DIzzzd7Of22hA3l4pcmy+wPhhnb6KXg6k816a6uT2d4mAiy3DMJRUlmdZ6Mi31dLcYyToM5NrNpJpE9xEFqSZhrqWnSUemWceAu57ldCs7Az5G/WZ6mpSMyJDfOolKRm0a2a3CDWItopYk94hJRdRUK+9cMZNSPndpFbSrBKBSiQCbElbx+VKyUtRdjQCbHLJoy8h3miW/V3ScLnUVMUsdCVstQVOFFCw0V5yjXVlKxK5hINDEWp+f0VCLvB+LaSDfacCvu4JXVypXQIIXW/n+T/jRt76J8dL75FxWyV7y62rw6JUSEApay8g59EQMtdT8/KcYr4g8FCU+Qy2f/uNfoy/5gMaq87TXluIQO05jLVEB9ugr8WjKJdnfoSilTSmAJgXNVRflJBFv1Mufza2vkms3wYpKt5uINWulIircoJJCgqzHytxAWDpi3L02x+9/c5s//P4+//y7B3xxtsfLB7s8PtngwfE6Xz67wdcvT3h6usfx1pg0r96c6mai6KGlqQSXX4ErosTsv0JrSkFq3E50zEpg0Ex8zE7PfDOxYQN9s03EclqmxpuYjdaxEdXQm6zGGS7BFSmnI1pBZtwu96hJAQCJu+eIcJ130BlX4QxW44zU4Eyp6OrV4kqr8OaNBPosuLNGQn0NdCXUhLJvqH7t4UpC/UayC3+iBzW1nMflrqTLq6DdU0nUr2Y4aWVtXPjK+lhMt7E04GNzJsXWXA+rMz0crA6xPd3DjaU8V2fi3FlMcW9ZePP4ebI/wB0h97m3yWeP9+Qp9/D6Ao+uzXNX3Cu3hjndH+X0YJx7e5O8erjNw8NFHt9c5+7+HLc3R7m/McyLq7M8PZzj/taE7LpfnG5zdjzHk4Npvj5Z4sXxony8vLnMl3fWeXFtkc9uLPHZzWWeHM4i7iH3NkSK1Tj3N4dlgtXZzjCn6/3cXx/g3uYYdzfHubs+zqONSW7NDXJtrp8bYq873cv2aBpBIVvKh6TAu8/bTM7dKNOaY01CZVJL3KakIMChFmHd+QYgiglWkb6CkKWWhJCTOS1EGrRy/ydWLX6tAJHq5fpBaDOFq6AgEgiGTpe6Qj77hDLFUEuyQSOpk25t+Zu/r6uW6Kv4ep+hBp9eQcwuxmol3Q4ToXoVSbueortR0gsTdgN9nQ30OY3k241EBIlBHAxyFym4vleIWJS01VxGc+5Dvvm//zv05z4g3qDFL/jEVqUci9PtzfiM1bRXnyeg/9dQ3dpSmmtKaCz7UIJbAjiKmaqpv/AeVR+8jZAKRq06RJGHjEpi9jpc4mfUK+VduKO2TP5b+7vs0tYl2aSlp8PCQEBQEa1SFxs2qwg3qOmPtDI7GGZnscDtg2lePtjm9bMj/uW3p/zu61t8dn+Fr14e8/z0gLNbezy7e5WnDw44fbDFxkaOxZkUY0U/hXwb4ayR2EA9qSEjQseZn+xibDVGarQJX78Rj1ivzLTQv+hkYNbB8JwwA2/iZtbOvkfFbFZHd06LP62iK1ZFZshGaqSB2ICFeNFCQpDgC2ackWq5z2yJVmMPlRPI1ct9alAYk/Xq8ecFUmwmOWSVa5dQj44WX7ncmcYnW/8IEnkjwl9FQUdUSbTbQDSpIxBWUOzRM5U0st3XznJvGyuDHlZG/azPxLlxMMLGTJKdKUGX8/NyL86vbvXwq9NBrs372JuIcmOpn6d3VxFA09NbS9zeHuHupkDZ+rmzUuR0R/x5kFvrA5xsDCIAJlHAR7Np9kdi3F7ok45rZ9cXub42zP2tcUl8fnZ1VobdPNyf5vmNJb58uMUvHu/w4uYyr26v8vnJMi+uL/Li+hIvBNx+c5VHx3M8PJ7mYCrH/bVxznanEd/n0cEsZ/uzPFwb59pkgcd7s3x5b0tC9cfz/RK0Es/7kzm2x3rYHOthfbibtYEk8z0+plJdFAMtJNstJBxGWbzxJq0koot7aW+7jaTdQMKuI2YVBayS42xPu5G8q4GoVfOm0IyiaKpJNhkJ1IuPBTlAgfTsdegJmZUkHUaEoNslitcsqJIC3CnFa1DQpRNrF5XcbYbNaqIWDWLVIz4nOLlJuxoBdMXsWhLNRrz1gmCvxK0rx6m8SGddJcoPf8pb/+UbGC9+KjvbTLJNhk4Jx8LZcItcewjwJlIvwCUFnboqWpSXcVSJuMdq2msuETdeJmaqImKrlZTPXocJv/bNHd5vrJKF6dYqCNarJbrr01WRsmuJWGvIthqZirlYSHvocZjJC4ldQy39wVYG453sLQ+xPNPH3aNFGdvwyxd3+M3ONUWtAAAgAElEQVTnp5ye7PLrX9zj9799zlef3+fs7j6nN9Z5dXbIg1vrTEyFGJ3yvHHM6zMR6tPT1auWaGxruBRfRsfSQRpPSkek30ZsvJHEeAOJYQsD820ylaxQ0BNtL5H5sXMFOxPjDpn72T/XRv+8k+SARSK3gUI97qyW7vEmPDkD7oxepmb3DbkYn/STlKsdPe3JWprj5dhDl/Dk6/D0CPKDEqv7Es3hKvx/alwdiNQSyAgH7DoSwgApI5ytzUSyStIhBX1hLVmvmr6oiYl8K7OjnSzMBpgc7mR+xMXWaCd3Fr28vpbm6/t59mZcrA53sTGeYHezwO5SjpPNIY7mc5ys9HEsYhCW+qQU6P7WKHdFwtTxNDd2RzjZG5TJ1IdFP7eme3lxd4OT3SkZWX5zZZD7myM8P57l2Y0FHl5b4P7VWV7dXef1/Q35LAvyeI7Pbizy2ckKL26t8eL2Gmc3F3l6a0FyjEURPj2Y43PRhW8s8XhvWhbsk70ZXlxb4tWtNV7eEXeaBe7uTHJve5I7GxMczvVzOD/Anc1J7m9PyvXR9YUi1xYH2J7Iyh3uTG+AkVgnsz0BhsQby+dgJNBK0dNEts3MoK+Zxe52RHJazlkvd5B+oxqPoZaASYVHXyOZOyGLRj67tRVyNSL4vKKggtY6WaAZp4V0q+DgVtAhnPx0lbJDCeQzahG2mwpSdj1BQw19nY0kbAKYMcgDIWrTEjaL9YzokpV4deW4NZU0VJRguHyRxqorRBv0UpWzmmnn6qCXwbZaomYFyQbhVG9m0OvAV19DfckHdAhfJLNKpp7F9KXkHXoGOk0MdxrINqrxianB8EZt4zWKMbyObodZAkcRcx1BAQqZRGSkmdFQK5MRJ/l2M72tQv7YwEjKw1QxztrMAMszw1zfXeDe1WWe3zvkt1+d8ZtfPuP1Fw/5+ovHPH8siAmHPLm7ye3DOY62J8gUWkkULARyKoL9dXhytUSHTYTygnKnIJCtpXfSTqyvXrJ8kkN24oMW0mNWusdt+HpqieXVJPJvwo8GhpvpzVukyVfPRDPxogl/RkMoJxBci7xXBvoMMmgpNGAj0d9IOtdMKG3C32OgNabA1VNHZ14ARRV09NbSldNIoMkpSAvdalpif0L184SrSeaNxPN6vMK0V/ANB83SvdyXUhCIK+nyVuHtqqavYGNw2E5PoZ7urJFCoYGBvibWp13c3PRze9vLwpBVRg3MjQcpDDiYGvGyKgKFxtIcTKXZnUqwM5Pk6myW6wv5NwV6Y47HJ/Pc3CjyaH+Qw7EQ12Yy3Duc4cm9bflCH4vuuzPEne1RXt3f4vGdTR7cWOL+8QynR9M8k+PtKs+P5vjs+gJP/lXFINY7L24u8vrOKs+vz8vifXmyzOd3Vnhxc4knR/M8E+PxTfG5Nb68v8kvHu/Ku6zoymcHs7KIT3emeCB2uwKUuL7E0+MFHh/MSCf4W1vj3N4Y5fbaCNfnClyb6mV/IsPeRIYtQcAYiPL/x94vZLsYi7SSbNYSadCQcpjobrMSa9ThNSoQK5N0q4mit1kCQQFRcCbVv3a9WoJCEdOkJ2xR0V5TIh3/hF1nplkjZW5JWx25NgsDnXZCBqUsVsF9LXY1U+xsJG5TS01qd1MdEXMVEWutBHmEQFyMn4InnWgU309L3FJN3qEhY6smoKsgbdeREDvhZh2miz+l4coHuIVNToOSsEOH6Ii9Dqt0KMw1idG2iuaqEpqqS6XQvFNdTsFlZyLa+aZIdQqp8BHAVbfDSLdDT9FjYzjQJF+jcZEKXogxPZhmY3GEW8frXF2f5vbeHJ/d3+ez02v84tUDfvnVGWf3jvji2W1pBPbqyQH7GyNMj8YJpox0xgU6qqA1VUpoSEdipF7mfOYKBvLDNopzbRQmWkgWhNZTR6xYT2LQyPCKi+xoE6GMCn9SgTtSiTtUIfNUwmkdkR6DzPNs6LhMV0JHWMjNCg0Eczqi/SaCIlF72Ia7V487pyUwaMAeuUxLvBxXby2t6SoiYxY6MkrCgoXUo6UzXUNb8k/0oIGUCn+qVvIRO+M1dHXX4s/p8KRUOCOVBLMaQhktwVQdsV4tyYKGSLqGVE5PqmgiNWAhM2igZ0BPJq8hVzTSLeztRbJTQkkya2Zy2Mv8YIDlfi8bI0Hm+r1sjSe4Krrq1jDPH6zy5P4Sh8u9TPe6mc64ubk2wN3DGc7u73B6Z4vbV2dYn+5mdy7PZ3c3uX91kfuH09zfH+Xe1iCPdid4eW2JJwczPBNd9vo8T68vcHZtjhe3lqU36tMb4nn5Tbe9tcJXD7dlYb6+u84Xdzf46sEmX97f4JePd3l9Z10ixGd7Mzzbn+V0e1KO1KKYP7+99m+PVydrnO7O8PRoQRazWJTfXR+RQUtHs3lurQxxb2NUPt8W++TNAe5uDMn/vz6UYLY3yGiik5FIGwOBZpnbUvQ2EGtUEWlQSXL7/8fUez/HYZ55nve3XN0PW3VVW3VbV7tTc7d7s67xzmhnbNmWrcRMgESO3Y3QaOQcGp1zzgGNRs45ZwIgciBIMJOSLNkzTrKnPlfvS9dqfmg1AEEgRODp53m+zzeY1QWy44mi7FZm0Vb0QJ5zxElC2KaIYhLIrAB9tKWZ6AQhojhT7rPCgkTQ6AQi6pE6WRVR4YVcep8u6QR4CwFkCbDGIF4wNPn4GkqxV+Xhqy/Brs6TjB7hMii6oadOwWKPA1NlLu2Fdwm2qOnxdTEY0csTj64kR9IJBXOq4t7ntCjyyP70p9JaRX1XiLS/pMfQQrSzHmetEm+jmrhIM2gqw99SiaNOQUzbgKuunJS1k6RTS3/EymiPW1L6BMX0fGvsw89/Y5KT7QVePtnj6/dPeP/6lNOdBc72ZpidCBJPdqFzFMlf/GZnHu2+fLpCuVh7S4iM1uGPlyGyUiyRMvyiEG35NOru0uXLpdWTRaengDZTrjSX7rLnYg9XEEjVY3ArpUlYnTaDDlshWkcJ1qAaR7gGR7iaJnMWrYJhFCyh1ZNLqy+XRudD2r15tLpzqLNm0GDLlM9Nzhya7Nm0WrNwJ6sw+kvp8hb9sINqHfly4RX+KyLt1xpW0i1yGh35dFiy5LPBXSQzDQ2ilduETX0+Vl8JRlcRFo9IbBI5FLnSNdvgLqDd8pA260M67LkISpTInYhGG4gHa0j6a+n1NTMWMzDX52JxxM/eei+7mykWJrwM+LQMe3SsDwfZW+7jcEOMs6Oym25Ox9ibT/J4IcmxuKvOJTmai/FoxM/2kI/j2QQnK73yPPN0f4qTjWEOltM8mklwujoou+KL41mudsd5uT/F9fYor/YmeLU/yavHU7w6mv1w4N4blwV/OJ3gaLqH07lenm2M8c3FGl9frvLqeF7uvi8eC3BqjKuNUV4/nuFajNXbY/LPOl3qlx1WAFanAnUW3+98ioulNE9WB+SdTtxvBVFjYzggM0UXEjYZNTEbEeG+JulsPx7QMehqI2lukE6AzoYSKc7uEjtnVQnOeiVWTRG+JhXW6kLpeWsUyLAcLR9iFB249CGWmmK6xT4qUNHaPJxV+VLBIsQKQm4mRtbuilzJ1vHVK/HUlcrTjbitiuIXOlZLeT6uGoFqq3DUlBDp1MjvLaqvkVaY4rYppIPCfqU1944c2VuFG2RpNqp7v6RFdZ9WxT2CbZWM2jtIaesINVXIbqotyZLAmKNGJacFo6aUkKGFuKOT3qCRyb4ACyMJVid6eSRu5vMD7C2PcLA5xYunO7x/e8HX7y55/+qA050JFmeCeKONtFoFa6dEjo2tnjy0oUIM0WLZIQ2+Agz+YoyRMpxJDZZgGXpfMYZQER1e4TBfIqVjgvLXZs2h01EgCfBdoujdpVRr79IqaiMm+Lkq9A4FRm8ZNbp7tHkKaHRl0ezNocF2D43hFg32B9RZM6mz3JePKv1tak0PKG+/SU33PXlu6XIVUK//dx20tuseLSYxixdKK/puVy7OiEruocLKXysyTYIqov0fMhDbdA+xBcsQdvY6q0hDLpXmu1pLNnpnAS2GTFqNDzB4xF0nD3OgmEBvFYGeKryRMhzuItKxesZSXYwku5lIG9jdijA77WRzJUra1cqYR8ty2s2riwXmRwMsjoY5Xh/j8UI/uxNRdsb8nC+mOZ5J8HgqynzczJKIkx/xcraV5sn+BK8uVjjeHGN1LMyuQGyXBzjZHOb6cILXxxO82OrnejXN840hnu+M8fXlAl9fLXP1eJLdYS/rKRs7/V52BwNczPbydmeS9yfLfPt0g1enC7w+mefN8SxPN0Z48WiS57uTXO9OylH76tEEF+tDnC338XRzmNf7E5yv9EtmlRi/xYvC1fqwRKQPZ5PsjkU4nk6wPx7h0WiQg6kYx/LFJ8HeVITtsSBrgx7Whjws9zkYCehJWloI6eoY8nYT0dXib6/A1Shke7lYy/MwKrOlgqYp/w4tgjInXBfKhHooj1h7JdaqPAk8eVsr8baWYa0S3N5inNVC8pb/wdOppgThm2sQu21ZHu7aUknaEM+ikwZbKnE3KDCW5UmgqUuZT6eiAEF+EPI1u6ZEcmf16iI6ynIwNBRib1VgUudKxNdeno2/tkQCZGJvFqbagkCh1RQRtLYyHHMwnnIxJ9RSwk94pJetxVEeLY9wsjXFzsIQh8L8a22U188Pef5sn2+/OWZlIkws2EaXTUG7twBzshyDICB4CtAGS+XH2uwPaDLfl4huh7sQR0+11HO22/JoNGXQahP+Qdnog6U0WbOlQVinMw9N+y10nmI6HXnUdN2lwZlHd6yCNlM+bcY82iyFaLT3qDM9oFJ/mzZ/PqXtv6LaeIc6cybt8tZZTIsrT75fZ82iqOkz6QpY3nYT8Siu/dUPHVSKVW25dIljqadQRny7k+XoA4I4nUm3AI98pRjseXRbcumyFUjtW5P+gYzqbtNmIvZYR1CJURSlq0iOtsK6QUSA26NlH9KGhb7OV4TZX0gwWYYvoMTtUJJONTMxqWV0vJtYrJGeUDMjSS3L427W5oIsTQfZXu7l6mCOJ3tTbE9F2RIk94k4Z+tDvDidZLrHyHxYy96Qi+PNNKfbI5yInfJsmeleN5tjEV4+nuFgIc3yoJfLtX5ebgzyamuIp5sfdta3J7NcH0yzv5SW2aDLUR3LYT1zfi1PZhO83hjl+dYE31ys8O3TFb66mOft4wle7U7ILioIEudrQ7w8nOXp7iSXawM83RjkYiXN/lSEw9kYZ0spXj4a563o1rsTPBG5ozMJjsQIPCwMsBOcL/fKU9TlziCXWwNcrvVxupTiZLGHk4WkHI+PRUL0dJBHI242h0SWjJupqIlhWzv9hib6jU0EhSdtaxnd6lyJ/jpqSzGXZ0mWj72mUJ5XPPWlJLpr8AqvpuoCRLcUPFhRgKJQBVtKEAUEOCSeTWW5+CR5IBdPnVJ+jk1dik2jkPKz7rI8/O3VsigFivxB71uAs76cQGsVnjqVvCcLCmVbSYYkxYtTUrhdkP5LZBceCpiY6PcxPRZhaiDIzKCXzbk4l/uTcqy92Jvj5ZMNXl9scLQxyZPjJd69ETfRJ7x7c8DrF1vsLffgc2pQN9+hw1eELqKUyG2V7g615kyanTnUWG5RY7pNuycHS7wMU0T4CBVjCxejdefTLpLJ7Lko2z+jRn+HJusDzFEVel8h7WIftWRRr71HgytPqlmEa0JF6x1qjTm0u4rRdN6jXpeJquVLOkMlNNiyELxcIVNrcxZSZ3xIUd0vabbnSpmZsvkL+fmK+k8p0vzihwK1uEsxOIrkuCoSgsXD4CtB5ymh3frBPrDDlkubOZsW40P5MXOojPru+3SactCb8jA6StA5RWHmYfQWYxPEYE8hreZcucu2Wh7SLazvXUW0m3OweYpJJlvoT3dhsZQSSdUQTtdg8hQT6xV5nrUEg2rGR41M9BmZHbSyMGRnc9LH2piL7SkPjyZ8HK718uR4itGUnfGogYPZCLsLMc42Bnj7dJvvvr5geTzCzrjQfMY4H/fIrM7DxT5Z3GePJhAPkXD19NE4zw8m2JmLsNBjl6DW+oCXg5k4pwu9nC/18WR1iK9O5nm9N8m16ICCaLHax9ONYZ4drfLm+oCvXx1ysTvFi+0hTieCrEYNrMUtnM3Fud4e4qvDGV49+jBCC/e5k8UkTzcFLW2A60djkup4tj3M86Nprvcn5ceudwUoNcSZEDGIx4pgTyU4mI3yeDrC7kSYtQEPqz1Otvu9LCfsrCQdckReSNoZC+iZiZoZ9XbQZ22U2tFodw3CZibRVUOwqUyS1u31JZLBY6rMkQUc6aqVhA0BOgWby6XuVQimBTPKX6/CWVmIXoymJQ8/kNuLMxjwdCHGcOEyEWnXEGzW4K0vl+Jup6YEW2UR9qpiqaMVpA8xNnvqi3HVFklHxk2hKZ6KMD/kk8KLjWk/r54u8c3bXd5ezCH+Lk7WRnhxssLF4SIvnm7y4tk6z5+s8epqk/P9afyOBiwulSSda/RfyH2yVZifufOkeLrTU0STI5N6WwZdwQL0wUJMfrGqlWD056PzCmVJDk3iISIShUOCLUcWqBhPxXmkznSHasMtNIJsb75LjSkDVccN8ut/SbUQb1tzqTZkUtl9l0r9HYpaPqXeJqh/D2kW+I4pm+rOe7Tacmix5tBkekiDLhNN2w2qWr78oUAFi0GgUV2WPGzeMlzCosGtxOQsobHrvgx7EShYgz5T3kq7XcVonULLVoDWWojJUYreXoLBWSqL1OApQRxdRecUn6tzF1PffY92SzYdtnxpkmR0FOHxabA5KmTsmhipu13Z6F25RNMiElyFL1BOf187I4NaYqFaQp5Kxvq7GO5pJequpC9Yx/yolZO9PmaH7MwJy8yZMEcbvZxt9Eq7//dvjuSIvDriYC3ZzXmvjqdzUa4PZzh7PMSLq2UuDufYmuvlYmuUq50RTlbTLPd52JmMcLjQw+X6IGcrfWyMBNibjMrx9HpzhFc7Y1wu9vF8e0QqJ373mxd895t3/OY3L3l+tcHpYlzad/Z2VbIeN3M0FfnQQfcmeXswLd++Fpzj2RAvtvt5fTjJ84NJXp0v8Px4lm+erUk0+fnjKV4czHApdtv1YV4cznKxPcLpumBWDXGxPsjJYq8EnQ6n4uyOhhC7sxiXd0aCbA8H2RjySwbVjqBADvmZi9uZiVpZSrmkzeWArY0+aythbQ0uUayNZVhrS4l119BvbSalryPWWiVvljpBwKgtkQQIYV5mVRZKR3zhmRRqKmKsu5wxnZpIQwkOtRAG5GNVF0lPIU+tAm+dErMqD6vwZlLmEGgsx6kpJqVvJKarZXnAw+Kgi4mUhdWxAFe7g/zuu8f86U/P+N032zzfHeDplqCPTshO+vLpBhfH8xwKFtHOLHvrQ/T16mg2PKDZm0Gt9RZ19nvUmO/S6ftwTjT5FBKMaTDexxAWoEwe3e48tI4cTAIglUBpEdZEBcawEr2nRDouCDCnovsWyvYv0BjuojHeRm24RaXuFrWWB2gMGWRpPqa09RbFzZ+jaLuBWn+PKsM9KnR3qDYJXm4uTfZ8qrruIRK4q3R3Ke8U98/7VLR/SXHtz3lQ+uMfClQUX6ctD6Prg2Gu2V6E2VqE8AgVb3eLCG/hqu0qpNsjgkhrsfsrsLhVtOhy0IrCtBbTYcjF6i3D6CpGLxbnoIIuWw5aeyFmXznNuiya9Zm0mR5gdpVichTJu6vVW0x4oA5ntIRouopATE0gpCEeq6MnXkMsVUu4p4ZQspqedD3xZC3JnlqZXxGLVNIbUTMjxuRQE7NRLWtDVhYizWwMmdmYjzM9YmMs1cFYsF4yneZ77DKW7vFanFOB9j6eklTFk0fjXO5NyvvnypCHrYkAh4txztd62ZkM8ki4yi+lZFqWAJfELin2z9fna7x+fsIffvcbvv36Pc8vHnN9usDxcpxhT7OMJZgNdLE36ud0sYfn+1O8PZzmei3N27UUF6MO3m0keXcyw4ujad4+WeKrp6t/3XMXeXe5yrODWS4fTXK1P83r8xVeXyxxuTvO0/1Jvn66yvXeBytJcQoSd13BTz6eT3Mw08Nj4YoxGmVrWBRslI3BEPMJFwtxN+v9QdaGgiykfZKUsZb2szcWZSluZ8L7oetOhAzSunTA2kG0uxFrnQpbfZkEdoSsThAxRNxhqlPBfk8He54qdgMtjJjqMaiyMFQWSrQ2LUbpWiEoz8esysWgeEB3cSah5kpmPe0MWRoY83YxEjIyKvTB/QHWZhOcbffzu+9O+NOfnvNvfz7j/dUkT7d6uXw0ysH6KAfbUxxuTbK7Ncrh/iRbq2mmZpwSFW0NZeFOV2EUvkLBQlocD3En1Zh9JXRYitAK14Ogkk57Nl3WB5isBdgcSoncit93Y1CBr6fqw76pu4eq4yYawwMqOu5RVPMr2S3VuvvUCcd4t4I6SwFqnSDOZ6NovSE7qNhFRWetMWZSb8miyZFPszOfeks2zY48ml15KNs/p6zzC7q8hRjDCspbP/+hQIVBUacIHnUUY3aVoLcVYPeIAFIRMKrEElLS5cqnzZpFk04UWC5Gj4J2s9hZlZh8ZRjsJR8yUUx5GJxFEpbWOfNp6HpAbft9Wg3Z0vq+QXuXJt19jO4SdC7helaEQIgFMmz3KQjEqnH6VATj1XiCKrzhckK9IoawnnBCTXqgnkSfhmhajT9WRjSlIZ6swm7NwW3JI+RWEPKqiOjySeiLmR/Q0j/QSirVxEiqncF4KwPJDlKxFnpiTeyt9fLicpmNxX5eP13j/NEoxys9nK2m2F/okU5wgm+8Nx/jdO1DNxUSuktBkBCUwpUB3j3Z5A+/e8+fv/8DpzvrrA4EOFtJcjTpkUG8k94WFmN6DqZCXK728dXFEq+Px3i/neDX827ej+v5atnHN2J0PlvgmxdbvH+6xiuhZzyf57evt3l+vMgrEf5ztsrVwQyvThZ5fjTPi6MFfvtmj+uDOfmx96KY96Z58XiON0cLvNyb4cnaKEczfZwvDHG1Ns7xrOAp93O2NMzR4iDbY8JzKsnWmNDoBjkY83A2I0KHRe5MlJP5KIdzEfZGwuyORWXh782lpAXOTMrDSMRKWF9PsKOCRFclo5ZaBk31RNqrEXtvsF0t0+P8zUp8YvQtF+whQWy4j7exTDKIertrSInbp66G6aiJhV4H62MBtmYTnK8P8Opoht+83uTd1Twna2n5/pvLRQ42RzjYnuBwa4Ld9UGWllLsHozzaDvN1k6YwbluPCkNpngZ1aYM+dAFSmm359Fiy0PddYdWex72aKU8sXhC5TgDSvm7aY2V4x2sxZqqxOAupa4rk2r9AzqEi7yjiFZTPprue2j0GZL43uwqodqcT0egXHbSciG87r5HafMXFDV+Tr1eEOxLaDLk0GjOpdlRSLNDECeKEWiupvsG/j41jmgJwV7VDwVa35GJzqmg216E3llEt71AFphLIFPCEVsYIYm52fCAVmMWrcYcaSuod5X8tUBVdJoLMTgUNOuyqeu8T5PhIW2WbOpab1PbcgurR0Fz13205lx0tnzMnhI5SnhFtoWIBw+o8AYrsLgUaA05GMyFJJJNRKONxAcaSA41MDDeyvSSjkS6mmRfNcFEBbG0Bl9URTylweHKx+0twSsCVQXv0aMkEa8mPdhMT7KWVKKOUFiNP1RBsreeRLKWySkHm5s9rC6leP18le2lJCuTXo7WkjxeS7K9FGVnISF1rCdLvVxsDMpfmKfbI7w8mJKMpreXqzJa4Pe//5a9lWnWhwOcrPWwkNQy5WtmJtDO/rifi/V+ueO+u5znxcEgb9djvJ9w8NWUk7crYb59uiwJGO+fbvD6fFmSJgRo9e5qgzeXa7w6W+bV2SJvzkSU3hpP9qd4ebrAy6M53pws8P58ma+v1vnmaoOXhwu8O13mzeE8z7YmOV3o51SIFNaGuVob4XJlmPPlYU4Whzha7JekC0HUEMSLy6Ueniwnud7s493jUa63xd7bg2BNnS4PcLExxrO9Gc42J9lfGGRf6HrHI9IdQxT46oCP2ZidQXsX/bZWGVA1GzUxExbO8K0MWWrp6VTSb9AgHAiDHRpZmON+LdMRI7NJO6ujQengsTGR5HBOML0G5QvDzmSUx/NJTjcHeXk6x8nOqHT9OFwd4mRvlJlZkRHkZHbOzvSCicRYE67eCjz9GoxRJUKf2ekRzgcKmi3Z1JseUmvMxBAQXreFMq/TYM3HHlBKdYmzRyM1nLZghbx11ptyaLEX0OUoxherpd7wkGp9Bp0+Bc3OAhod+VSbHsoCbbBlS0d5Vftt6sx5qLUZ0m9IeB8JB0CDT0mbNQ+tSyHfbjZlyY7d7hT31+wfCrTTlI9eBL24FXQKiYxAdD1F6AJK6rszaOrKpKH9nuyANR13adA+kEdae0iNM6rB7C9HZ1WgsyioFbHo3Tk0dj+ky5aPcOk2e0s+FL2zhE5LITpbMZ5wBW7hqp6uw+FX4BeGSs4SGfRrc5YSClUxkG5hKN3CyHATU3OdDM+2Ex+ux5dQY/eKNGKFLNCB8WaCiXK8ESUOwZl0FuFwFhOPaIiFq4gn64jFxB22CldInI9U2AMK+gabGBhtZWi0k5kpO5vrEeYW3EzO21mc9zA2qmd2xsritIft+SQHi/2SK/z88QSX2yM82xvnye4Yr87n+Zfvzvnm1y/YXZ/k0VKSg/UexhJdTEQ62B/z8nJnhK+frXB9Psfrk0mudtK82uzh1XyE5xspXp5N8Op0mjcXy7y+WOH12RIvz+b46sUjXj/d48XpEu+vlnhzKsgUc7y7Wubl+Tyvzxe43P5AnBB32G+vN/n10w2u92d4e7LE0+0pnm6Oc77cx0KPU3b8660x6XRxuiiojeLktCgL+Z0kbYzxdGeC16Loj2Z5czDJy/0xnu+NyN33tfg+Lte5PlzixcESl9uzHC4KSuQgR8uDPLUvjjsAACAASURBVF5Ms9DvYTpmYypgZjpoYCXlYmfYz/6EOB+F2R2wsRVrY9JSSbKzgqS5mUFXK4u9dtZGhbdtmKXRBBuz/eyvjLMynORkeZzjlVFWR2PSlWNrKsjxZj+n20PsziXZnohyeTRG30AX7kgZARHA21eJb0iDs7cKd6oKc0DsksXYE1WYIhW4e2oRYJGg1VVq78jUMpH7KU6HOqcg6ggbkgI6A+K2KTShpXT7yugSBeUoxWAsRFn/JQJ1FelnxoiKVncuTc4sNGKf1N7BGFdjiFZRY8ymXZxmPEVUae/Im6cgJAjuQaejmGZLPhrtXepNGdSZ79IVzP2hQLXWUozOUoR7ts6aS6eIQvOIPMRiWrSZtHVl0aHPpd1cQHnjLdothRjNxdj/mpzdqM+kpTsPraEYrS6fmtobMmpNkPAFDF3Xfoemzkw5ButcCvQuBWa7QpKXre5STPYCPKEyrN5SCUwFgmr6UnVMj7UzOtRINFHOyEwr/p5yDK4CTOLVK6AmGCzD7SkinlATCpURjVTg95TS668mHasjILpoQIXNnkMiXElfoo5oTCNfEDxidI5VEYoqSKbVDAw3MjDczPyimcPjGP1jHdIvdWyim6EBLcszAbYXk6xN+Nmbi3O63s9v3m6zvz7I6f44z57M8/LlGgtzYcYGLGzNh5gbdjDRY2RnMiBR2tf7ozzZSPPy8SiXAsha7eHZ7ggvD8VuOcbby1neXi7w7mpVdswXZ2t89+qUt6c7XO9M8vp8mrfXS4gieXe1yPXRJC+OZyRD6t3ZMq8P5/nqfI1fX23y3fMthC/P+/MFXhxMIoAmocUVt1pxsxUCAdFNn+9Ny+77+nSRt6eLPBOBt4czPBPdeX+GF49meH24yPXBAq+OlvjqYp03JyvybfH88miRC1Hwm6PszfTIDrs2EGRzOCJR5M2YjpWYCZEK934jyjf7Cb49jPHtrp+zoS5WIx0sxW1MerQMePSkAlbG0kGm00FO10d4c77C5c48R6vTPD1YYXdhUKbWLQ0FpfPH1cEUV4/H2ZgIMTdpxxeqwOTJx+TPIzJUQ3SwTqZWOyPlmEIqGYKk95dij2tkNINZRDI4iqhov0tl+10ahVu8o4QGY7Y08xLsI2O8Am9PA1oRUZ9sZHoyit/TSbe1jMq2e5Q0fk5+9ceodQIsukGLN4dqYybGpJo6u4iHKJIc3EZDFjrh6OdX0SaalVdFs6OERkM+yoYvUDT9kjrLPUlJNCfLfijQVlMuOnMRDTW3MXWX4HBp0JmVmK0KurrzMFpKZaiuzlREp6GATmM+RksxDncZFlcpRncxensxegEqCT6iqRCtIQ+dtZC69gw6LIW06EVXFZ1XdNVCLB6FTHDS28T+WYgzUI7ZrZDnmmishsH+JpIJkZNYTlBwIvuqCPeqsYt7rClfuns7XcUEQuV4fUqstnz5HApUkPBUEvOr8QtCs0+Jw1VKIFBBOFRJPFaNx6ckLIAoke/YI0ZlNf5wOT2pWkaGW5ia1NI/o8Wf0hBIVMjPFd10bsbJ5JiJ2TErixMOnhwPszDjY2U5wNKKl4UVL+n+DoaHdUyNmpkc0DPVq2Nnwiv3uJ0xH0spK4dLEU7WxNgc58XJBE/2hYXMEFe7I/LE8vTxpHSkE5Iqca55vNDLi52xDwV5ucDLkyWuHk9xfTQtSRUvDqYRD7GnvXg8y1cXK7w/X+JkZVAW3a+v1iTI9PpkUXbL96dLXG2Oc7UuxtcJ3hx+GJEFUiwYUpe7E1ztTfJkc4xXe3OyKL95ts3b0xVZnM8fL/Boto+9eYEiT3C8OojYSQ/meiVPeX+6RzpkHAy5eL7g5tvLaX7/zQnff/eE7397yh9/vcdvrhf56mKWNyez0udqsc/DcMTOZH+EjcUR9tbH2VsZll/7yc4ce/Mj7MwMsD2TYndepNqFOX40xrOzOQ62Blga98sXUrFDmgOF2JMK/P1V+NMaIularP5ShOmXQGcF8UAwhywhEUmvRi9CjyyFcioUe6XOV0anu1S6IYgxVQi4rSkNzoEa3EkN64tp5gYTuE2tGA0qmrty6XCWUGO+T5VJ8Gzv0mDOpcGcg9YnbDjzqOq+Tbtg5wVK6fAU0e1X0WIvROsro1YkoHXdlx1UI+6tjgcYYv/OuFowidracqgpuYWzXY3bXI/TVoe9Q4FFp0DbXYgozm5jAW0dD6VuVGcuRG8pxOoUO2M2joBCcnN1xhwstmJMthIMtmLqW27Tbsyl3ZJPTcd9Okz5Ev3VOfLosmRjdBbTac7D7ClD7yqlxZCFP6wm1VtHPK4mnqwgFlbSm9KQ6K2RjCW7R4ndpcIXrCQQqsQjAmg8KvxBNUZTLi5HETZ7sfw+/EENoUAtgYCGSFyMuRqiITU2az6haKXsxF5/BbFEDT299VIIkEzXEhtsxJ+sxN9ThjtWgj9ZQXywkVhfHfFULWNyLDYyNqFnaLyDoclWekYaSQ03EU83kEq3kIzX0hdvZGvOxc60l9leE/P9NqZSXaxOOdiYEanbfRxuJjnb6ed8Y5CdqRiX20Nc7Azx9GBUPg4Wklws9/HydJYnR9M8O5ziZFPcAecRdEbhOiEySM43hWDgw+gtROtnG2O8fLzA6+Mlzh9Ncn0wz1dPPuyoz/YE53ie5zuTvNmb4eXuNC+PZvnqxfqHryu4xrvTPNue5KuLNd6crfLycBFRnE93Z9maSvF4cZCTtVFpMrc+GpFCfKEmEujx9XyclzNu/vBqmu//9Yw//uk93//hLX/+wzP+/Mdr/vSHN/zl+1/zx9/9WjonXp8ssjKZYn1umHfPH/P21T4Hj6ZZHQlxtjrK8eIoa8NxVkc+ZK/sCM+hx5Ncn8xy/miYiZSJVKIZl0+FLViIzpON3ptLz3gTZn8BJm8+8cFadO5cybPtDhXLVDFroAJ3uBp3QI3JWozNK/ScammrKU6CBl8per8Cb38r3uEmXMkKIsFm/I4WDIZyWpuyaOrKoclWhDZajijoLsEfEJJNQQd0FtAhOcC5dEdL5PhbbbgrmUmttjz0Igw4KIzHsqjR3ZcRhqJra0MlP3TQGs1N2mszaCz4HG9LGX5tNY72MtydYperwGpXodfmozUWoLMUYfOIVKYKHJ5yTMZCjE6FPJvoxewu1OHWPEymPCz6fBz6Imz6IgzdeXR2ZdHQcpdW7UO6zeLzCmjvfkhbVyZ2rwq3twy/vwJPQCVH3kCsAre/mGBYjc9fQSCkxuVS4vWWEwpp8PtVhMLi+yvE7VXhD2uwuVU4PEr0plycbiVOlxKftwJ/oIxwtJxASIXXX0osUUWiR0MyVUt/uoF4tIredD3R3hqCfdXEUo2kh9vwRirwCW/UZAWOsAKHr4BArIz0SD2DE80MTbYwMN4k3471aYgP1RDq1+BKqPAnKuRJaGbMyMKIkdUZKyuzJhamTAwNNDM3p2dzzcXOopftGT+PZhPS90m4Rjx7PM6x8GyajXE4E+N0qYfL7QGOt9IcbfTJiPe9mbgErK4fjXK9M8zz3RGebQ3z/NEYZ6uDCGGASJe+EiPt+jCvzxalq/qr4yVeHS7xam+W6+1xvjpd4O3JPK/Ebnu+yMvDOV4dzPFif5rz9SEuhQJoVwBD4h47K7/uk50JOdaeCCbUYr8cc6+2xjlbGpBFf72Y5nzYzq8fxfnX6zl+83yZr4+H+P37Lf7y/Tv+9Jfv+bd/+yN/+f47/vj7d3z74pFMuz5aGeL58Sqvr/a5Pn/E3soQj5cGOV0dYW9O/L+PsDQSZnUizsn2GJd7o6yO2dF3Z2IUHcp0H4s9A1+fgu5IDvpIIeZgIY6YgoBASMOlWP2F8mfpS1VjdhcRjGkIxEXg0QfbEUFY90eqELIyo0BaTQ/pEj62vjIcoXqCES0ra4NMz/di1CswWZWYfRU06LJo1D3EHlKSHiknmayQsfeCa9siUGNrjrTVrDXck871Wn+eLM5250MarPdpFOcW7W3Kdfdodv27HbQiQwTdiJzGT7Gqc2WKlrU+D4+uFJdZhclQhNlUTNhRxaCvhrhLhcFWQLelQHZKETkvWBtmcQ+1FMiu5LYp8JsVWDoL6Gp8QG3VDWqqb9HUkklDSwa19bdoar1PS1sGHV1ZmK0lxCI1MtnZ4yvHF6okkarHZivB41TicaqIhMV4WiY7p1MQKjwq7M4S3L4yXH6lhMftfoXMwBA5GC5/mSz6UKRakh5EpkYkpiYSE8BRjXykU3X09zWQSNaQ7m8k0fPhORDT4ItUyDOPOyi4xoX4I6V4AwWkh6pJD9XQ+9fngZF60gO19I3U0z/eJIvUFVPgiiqIDtR8KNreShIDtfQMNhBO1+JLlhPtryIaV9Mfb2KyV8v6pIuVETt7Ih9mM83uRJCdIQ/7oz4OZkMcLEZ5+miAs6Ukca2KUXcTx7Nh6RrxZGOAJ5tDXG70cbme5nK9X/KAhXmWeDzbG+PXz1Z492TpA9hztMDr/VleCHL/zjhXYoTen5T84vdHc7zam+KtAI0EY2p/So6814LCuDfF0dogL4W7hfBFXkxzKPjGu+NSFSRsZ4QLhrBbFYL7vT4HZ7O9nC/28WzBx5uTEf74u2d8//2/8Jc/fcdf/ijOU1/zh9+949tXR7zYn5GSvpXRBHNDMaZ7XRws9HG8PMzufD8X+7Ocbo9LldPx9ggHSwlm+7qwWrJwhRWYrTmY5NXhLs2O+5gieVhDxbhiSnlnD/WqcYdLJZjoipXLa4VgvnVas6Wiq7zxcwSaavCUytOK0SfyPkswi8BdcVq0FWMNNhAbNDGxEMLl18gLhitRJxHZuq672LyZvH6q5vlxGf3xO9Q0/oImSzYtjlyabSJ06T4d7lxq9MKkOoM66y1aPQ+lcXaTEHIbM9CF/92IW/SLH1Nx42c0PvyStsK7UhFhrS3E3VqAq7UAa1chVmMJkW4FY7YKPO0ZdBoe0KTNwO5U4fdV4/NWYbWU4nCVYzAWYTaU0Nn4gLrGTMoqvqC88gY1dfepb8igvT2XKvWXNDbeo7XtIa2tD+jqysVpU+B1lBL0V+F2lxOPN+FxVSKL3VtOsqceUbwGQaJwq6SMTWcpxGAvkOO13pmLPSgKQ40/UYMrUI7TXyZH5khc0AfFCFuNVxauCqdHSSysJhqulJ00ntTQk6gmHqqUKLHTV4ovqCLRIwq6kp5UJb39lUQTStL9asLiXhUqJtFTQTReTq8swBpCvRW4YwrCvbW4Y+U4e8pwplTYIgrJVbaESnDGFVjDxRjs2disRQSc5UylWpgUuaPuOsLNpdjKski2q1mM6Fjtt7I15mJvyseYtZZIUy6JjmJElunBVFDycw8Xe9idDfFY3Cwnw5zMJTmZ6eFyuZ+nj4b5+tkS14eTXO6MSGKDsIe5EgX8V+2ssJN5cTjNMyEe2BICgHFZoG/OP9xcxennYneCQxHldzwn9+BH8ymePBrmcFmcoASveZjL1UEu5tOczyTZHPazNByWgNTliIPL6QC/fb7Mv7xY4Q9v1/jzv17x/fe/5U9//hN/+O3XfH25zcV8D1vDURYHYsyng2xN9HK6NcnB2jAXRzNc7I+zKZw4lnvYnPQyGGnA5sjGGyrFYy/CZSrE7S/DIJhB9ntYI8V4U+W4kyr0nmwMnlz8qUo8PSIaUMi8suly5EuBR3X7TUoaPkNECopTTIMpG51fgSlaQZPjQ8x9gymfdksxnQYRL1iGKSDCeCvQ+0WC2QNcgSzeXFby9lzJ9mQeho6bVLR8ieicTdaH1Bnv02C+T6dXFGwGxW0fozF8gdaTL7t1mz2bZnvmDyNu5k/+hryf/TdKP/l7NDc+pvbep7Tk3EYrousLPkfXmIXPVYHLrsBiLsJuV9LZlY3JVIzVqsRgKKarI5eujjwM+lI6O4tobMqmqvoeyvJbKFQ3UKm+oKL8SyrLv6S48GdUqW/R0V1Ia3ceemsJ3fp87JZSvI4KPPZy3I4yXM4yuTu6RDiqt5Rgr0aOIWanAqe7Er1TicWvxBYsxZsU0XFqjJ4iafLkEeOx4BX7VYidVRSqzV361+JU4g4oaTVk4nQUEfAoSSVrCfhVeDwluNwlBILlhMOVRCJqwuEKwmE1bm8p6cFGkikNHl8RXiEssGXhcuXhDZXQP9ZEz0gdPnF36ykjKOD9eDm2qAprRIErXo7InjSF8jEG8qjp/JLaxpsYtAX4HZW4XAqSXjW+duH694CKu1/Qqcwjqq2m31LPjL+FAYOSQX0JM85aBvUVzPla2Uxb2R31cDATZm8xzo6wj5kQpIPAX+V4SdlNBZf3YnPogxTv8QRHyymO5hLsT0c5XuphT4zTyz3sjITY7fez0+vhfGuYk/WBDyqcvWmePp7m+fEMb58scPFoSH7+qzNBPRzmcEmwl1JcrQxyvTrCM5GTsjHChgB05pJcTsd5ORngSayV18km3o3p+O3hAN9/uy+76Z/+/Ht+8/UzXiwGOR4UER0RhkI2VibTnOwt8OLJlnSLvDqa4nhdSA3jzPcYCLsqJD1UvJj6PAr8jmImhzroTdTS01OL0Sfi5zNos4rRV027KwtjpARnbyXenip8sUrMwtdWJGt33aGw7heSJF/ZeZsafQa1hgy6vMUYgioaTVkU1f5SBiR1ekpQNnwmpWWiQIUapkM4+znyCEdLMepv4HU/oKv7Jg3aTDTy692mtPEXtDuFOuae7KQiJa3Dno0pWEKd7jYNxnvyISr0fxP/uPlP/yd3Pv6/yPj535Dzi7+j4tbPqc64we2f/j2f/eS/Uqm8TUdrLmZtIT5bBXadgoijhrC9iqivDoOxBLOlDK22mKaWXOoac1GW3yG/6HOycj4hO/cTsrM/prT0MwryPkal+Ixq9W3aO/Lo0ObR1JqB1VyC01xC2F2JxVCIx1dJKFlHMNWAJ17zoZgiSrptOZg8CnROFUZHsSRAOAJlmIRFf1iBM6IgLFzZxNnGVSK7pFPupeUYzYV4fQIYKschln9XLl5vGbFINQF/BT7ZWZWyS6fTDURClSQTNRL99ftUkl6YTNUQDKvw+IvxiYCdQCF6eyYGdw7uuAJvTxnxUWH7Xy53HxGjbvGL2+8DtOYMDHahyr9Ls+7Oh85vU+IxluMzVNATamIg0ojfpMBQ/wBzUyEJez29tjqGvc3EDWXEDEpS5jJG/Q2Me+qZ8zUyba9nztvMZsrI3oibnWEXh1MBDqaDnMxFOJgLc7yYlPalB0tJucuebfbxeD7O3lSU/ekYx6L7TkUR/36+18GER8eUu5u5Hjvbk1HOl/rZnYyyI4p5o5fVcQ+PFyM82x3kQHydaeGW6GV3IsTZQpLXwqliQUjtRqTCZ1e4Tcwk2elxsOluY8tWw7NEB19PmPhu2cUfryf5/rtD/vjbS0l3fDTslC6J00k3iyMxzvYXeHu9xVfXG5xtDPJ4LsxkUkuvv46IW01PuI6hWBNBq4p4SMPQkPAAqiXZV0tz9100LTep68yQtj7GQD66QBaWmEIGJPmSVXgTahr1D6jrvoe69YZkutW13ZbMOVGgBr8So1+Fwaeg0fCQZlO2fF/IziqFllN3j3ZXAeZ4Bba/ehqJAKYOkYImdkrdA9qtOdIFsK77NlqfsNwUYu4c9FGl/O9cqWp5FxVyzUCq5ocO+uk//gfu/vI/UZTxY0oyP6Y04xNu//xH/PKf/p5/+PHf8KtPfkSDJouKkk8xtOYzHteyOeLCr1VQVfxL1GVfUK25i1L5Oaqym+QXfsqtOx9x4/Y/cufhz7hx73+Smf1zsgs+oVj5ORXqm9TXZdDemU9rezY6g+hESnyucnyimFwKPMFKvBE1nkglogDt3lIsrsIPo6c8yaiwBcrothXSrs+We6fDX4zFnYvbr8DqKJT7qcOlxC3ALEsJFpsCh0tFMFyF1V1EhzkTq70Eh0MASZXEEg0EI9WEE3WEo1UEBUAUFPtwOaGIOPnUEIhW4AkqEHupOyQEAoKQkUmXI0vC+8nxBgkQiRHW6M+VtC2bNx9vsEQCGO2623QbMnG4iyXw1Z9oJWKvlenc/b4Wpnq7mUx30OPTMBBrZHHIxKNxEePoYa5Hy2CggYSzkoFkHTOD7cxEmxmxaBi310lmzqS9gXlfO8uhTnb7bDKx7fGYUP742Zrwsj3t53gtyfG6GIejUsa2MeJjZzIsPaNWh72IpOoxVwe9XfWEujWsD/t5PPrBrnRD2K6mHayMelkYcLMoHC6SZpbTNuaTZnbGBd84yeVaWooBrtYHudoYlikCG2NR9sZ9CBnfVtzEYcLEVdrEiwED70c6+GbDy7cXI/zL19usD3lYCpuZTrrYmBYpByNcPBY3zwn252OsDNnxmZV4zCUkvRrGg8302tT4DEXEozW4gyr88QoMjiy0wu6kO5sOY5EUc7iTCpyJArl6CKaRoLOaRQGGyrBEhcOeUt7/m9rvUNX4OdWdt+m052MNlWMJltPpKKTdmicfQgzeYsmRyi9HtEJOdIHeOqxBDTpPJQZPFXpXBXqbknZDFgZ3PtWdN6jV30EYZrf6hR1nASL2UPB+azrv0KTLkM4N/6uD/ug//x9kfvJfaCr8BbXZn6G4/zEN5Xfo0hTyycf/jU9+9ndk3/uY2pqHGHRKvKZKrM351FfcQV15kxr1HdQV9yjI/5TbN/8HP/vZ3/KTj/+WT7/4Mb/44sd8fucjbt3/Z+4/+Ak5hT+nrOoW9W3Z1LdmoTMWy53V5RCAToXsmg7xF+FT4o1qJCCUjFdLwoHZWYDNW4I/Wik9kfSCzeFSyo4qyM/C1MnmLSLoryAUrCIU0aAz5mKyFWG0FKIXnqbharxhDU5fOSanQt5zLdZSPK4yehL1cs/1hyqJRAWSV4k7Uo7RWYgvXCGLVAjXxZ5rcufjCJVg8QnniRy0jlwsASFXKibYX4krUYwrUkAoKTp5Id5gGUYhONDdlaBXwFVGMlAt0d31SS9zvWZWhm3M9xrZmXByNC88e7tZHzTydC3C5XKQ3Skri8NdxALlRFNVHwAvVznTsRbG3Q0y/3TM2USss5yUrpK5YAeLwlom0MaAs5GJRAcT6S425zxc7g1ysp7iYD7KYtrCxogQg7tY6rcx6m9nyNzEiLmFIU8Xa8NeDiaD0jBcaFL3JgMcb6RZGg8xO+Rluc/CREzPWFTPTMrGStrN3niUA+HEOJvkZKGX44VeHk1F2R33s562czDqZ3/AxdlEiNPxAEfxdo6SnXz1qJc//2aHo9VeBl3dDIXscvecH/azOhni+miMxQELYUM5Fm0+Jn0uXmsxw4EqEm4lUanEKibYW8fYnJH+4Q6CvfU4I2oCKVE4xRh9WZiDD/EPqAmk1ThCStrN2Zj85ZJXbvYp6LDkUN99hy5nDpqOL6huu0l1+y1ZvNZIhdxZm7sz0LTdkWIQX6SKcKSKVLyGhPj9CVYiVjOdpZhmbbZkzxmdYv0Syq47VGtvSTf5rkixFHJrfXnU676k1XiXmo6buBK1P3TQT/7hv1Cd8RPqMn/KT/6//0jRFz8l2V3HoF+POvtTsu/9sxxTi0WYa3kmFcqbVNc9oKYqgyrVbUpLPudh9if88pO/48tf/T23Pv+IX332j/zTL37Er+5+xI0HP+XLex/JAi0u+ZS6ugzq6zOxOSqx2cokSmy3KbA4hY+RClesinBfI6F4DWZjPl5vKd6gAr09G7OvUN4kBf/WHi5D3FNbdffoNj/E6S3G5Skm5KmgL91CPNWIN1aNQOLMbqV8ATA7SrG6lB/OMf4K7HYFble5JFgEw9WS0BCNaEglG+QoLPYTW0ApYXihpvFGq/CIjEe7+HPv09B5A70tR8rjTM48nOFSbJEiQkMV+FIqfBEV8XA18UA1TmsxTnsRfruKoLWMpKuWhbSBgxkvR7Me9sbtbA2aeTTiYHfczXKvkZFAKwm7hqFQAym/mrGhZnr7NNgCRST76xnoaWJ+sJvRcDNTkU4WEp0k7R+keFGnmpSrhmFvA0lnGWF7CUFnKfWVn2JqzSXprZcde3cuwOG0n/0xDyv9FiY87Uz52lgOd3HYb2e33872lJ/5tIeDOTEW+zlajDLfZ2MubWNt2MFwoINBb7tMU590a1lNOqV52s5YmMWUE+HNNJ9ysBAxM+3pYjFoZCVq5vGgn424TTKNNv2drDsb+PZ8jBfHEyz2uiSJYWE0xPSwj5WZAAerMUbCbfiNpbjthSSTanyeEqJ+DRbh3G4UxJgsvHFxclPgEvd1bxGOmBJDIBt/vwp7vAhjIIc2830svgL58zPYC2kz5dAkxdYlkvlTq72H0EGLaMLSmk+p12VLOqAjViHtfTqNmXIVE+ScqJi64tXojNmY7flyrxVrVHPXbazeEmra7mLyfjDm03vyaXM+oMZ0A435Cxps92l3Z9NiuUe3OwdzWIkIYvpfHbTw1j9Qcfcjbn70n/jvf/sf+PQf/iuae1/ialShzvycgtu/4Oef/IgvvvwJqtw71KgeoqnOorL0Ng2q+zSo7nH79kd8+dmPyb/7c5rKc8i5+zPycj7jxv2f8MXdj7j74Kfk5v+S8vKbNDU8pKMtH4u5DKulDLtVhUGXLzucOI8YBBIn0NdAJTZzEVZ7Hs6AgnbhmWTLxh1VYA8WYBNwebgUp0+wnwqwWHPw+ZUEAwJhrSEQqZKjst0nGE8KrOI8ZC7EYi+Vz65AJV6/WhanQ9xgIxpC0WoCwSoS8XpprRiMa/DHqoil6/DHKvFHxc1Mgz2gol2fKUdeh6uQjs676M0PMDqzMbizcMaFh1MekYSa4b4WUoEaEkENsWAVg5E25vuMLKcNsijPFrzsT9rZHDSx2K9nUxiAD1lZHrTQ52uk19/EQLSNqFeN21Ek6YnhqECfa+iNNjAYbWIq3cVIvIWhWB2pYBV9yUYS0ToSwVri/mrpcRwNleGy52Mx5chYwrBHg7Yuk5gINo6Y2erzujlpowAAHhJJREFUsDXgYavHylKonaVAPcPNOYzrlKz3W1kb8LI9FuBwIcr+bIjd2SCbY14py5sIdxM3VuNtKiHQrGQuZGSj38fqkI+lIRHcbGc6amYmZpMa1NU+N8tpJxsDPhaTDjb6YywGTcx6WrhYiXC1089y0s5k2EJ/0MD8qJelaRf94XoSTjW9wVo8zlz8wTw8gSKCYQ3eRCUmn7hxqggLSWKqEZdDIXd9V6RMnlrE+cscLJaEA4GiC8wi0S9+tlXYAyJVW0mbKFZ7gRRUd7oKqdfdp1knCrqAFks2zniFPMs0tN+S5mFthlw6jLnY/GW0CRG2+Lhfhd5dSJv4nbV8IOeYHYJll023OQd1x5fk1P9P6qw3qBb0QPsDeXapNdxF6y+m26/4oUAr7v+ch1/8Dz760X/k//2//3d+9Q//DwWf/ZTiGx+Rc/Mn1Oc8oKzgIfm5d+isKcPYWIWjs46Oyjw6VQ9xNZSgyr/Bw5v/TG3+h4Sq5qI7tKgecO/mT8jP+Yy8nF9RXn4HTc196pseojco0OlKMBuV2K1lkghhshRLLq7WmCNJBoKQ4HaoCEbUaE3ZdBlzpFbUFSjB4S/AHVbhi5bjC4s9UQjNxR02B7enjHCkBp+/UroyCJKDYDzpzAVSZ2qxFKMzFuCL1mBxKeXZJii4u5FanN4KXH7BUKpGdFSxr4pi8AfL5N1UoLmJVB0xkf8oAmqFnUXnXczmHHSG+7j8xUR6KzF6srAHCwnEyxkYaiYWUdPf28jGqov5YRs7kx62B01czHk4mrLzaNTMdKSN0f4u+npaWBg0MNerZbZPy3iijXSoUbKSIkExvisYiDUzFG9jtKeNkYQozEairjIi4iwUUxOPqRkabiPd34Rf/N14C/AFSwnHKoglq0mm6vC6VHQ3ZBIxVtNv62TQrmU+JtIB3DKJfCHUxLhewaKznpVoNxu9duZjRh5NBzlYjnO5keZ4McHeclIqdoa1KgbaS4m2FjPl65L5OAJR3poTwdBhZuJWKRpf6nWyOexmdyoklT+rg2GOl0fZGYuxkrRxuZrkfKuHPlcD/fYOErZ2BqN6xof16LQZOCz5REOVuAJ52MPZaF33ZTcUyHiHIwOjLw9/pIyxwRaiLiUBcc8W++VfZY31XXfQuvJxpYR7SCmxdI109EgNtRBI1UqbTeH8IVg+wineHCzH7FXSrM+gw/5QFni34wOVtUOsTx4VJqcSV6jqQyFbC2nU51DeeBNl7WcSnBIF7vVXMpBqxmEsorErg+KmX1Kru4k7oqTD/IBs1UcU1//q/2/vTJvbOq88/0lmJlWT6sniLI6d2PGq2JblaLFkydo37iS4ASABEhvBfQEJYgcugIu7YSfAVaJkLYm3JE4cJ+np7ulM1UxNp2teTNV8it/UeZRq90eYF1EVBLJYFISL+zzPOee/Mbl0iXCy9+sFevv9d7j08zf42es/4O1Xv88HJ17m1qk3uXb2p/RffYe5u1fY8E+yEpwluzxPamGW3PwsOcmk9A0pp7ntYB8rnmuEB95nrv8CGxO3meu9SCLoobQxx3p4jLD/LuHQXdZjY2RSXuIxF5XSrJraCtZpVGYVv1eI8NKPJtPjZHNucsJWkjdY8arU5qrtU0T4mhOkVg+TK7nJFicVWUHE3Ef7G4rYUNKm/vo8jV4RBlEILe/FNgI4Voi0aPfiQ+Q1r/qZ5YTRStPqtR2Z9hrPGEu7u8+IDK12RJEcGvWQCsQtFycoSwyAGvj4KFXG0QzZODyU6m4sAcerXnXyyg0ik+JH9zbpVkOK0P+ovc5HrTV+ebTJ06MN7rWWOThaZ39XTsxF2k6EdnGWB6U5HlXFCTHIQWOehik2l1G1MD//KM1he5n91rw6XfP6AHptHKs9rfDYgjNJsjxMqjJCuTFF694zbFbgqIx4Sy3cpZII0BQ3g/gSx+U4D7RNPusU+OKexifVOI9KyzypbfLFToZjfZmdwhzl9QkayRm+OCrw9780+fNxgv/eWeQr3c9n+SBf7eb406Mq/yThWL875qunXb540OZXexU+7eb51WGePz61+PKhxe8fVvmvT6pK8fLlXoX/+98e87unZYobozxqpzgwZSOKk90eoWJPkCn2qcUZL90lbvcSs+4yn7/MmnaDteJNYnovpY6HrDVCvjKCuTdFdXeasuEipw0rxtFWyUWx4UGzBUOfRDMnieUGyDlTamGK3U+hGiBj+pQLiBgWyO9sVYaIbF5WM4jYdr/ipW+nx9GKwl2fIlXwsLjZz8zidcU/FxOxxVi/kmLKoLJaDvD58TaPjtZw2gFlaBBZv6qgQmsnzFp6kJnlawzNnP16gd488za3P/g55956ldOvv8Dlt19m+NJJ7l58lf5LJ3B9cJKpO1cITYwSnRwhMjHAoiRVuXoJSViOtwff0EVGrp1g9PJPWR7/kMXJm8wMXqG2vUwztUJxY4aF6ABLq0MkUh5yAiUk3FRKAaxygHLWq7DPcmVW8WyLhgxV3MSSQ6yvDJBNTKJr0ziVGepGgJYdwTZnKBa92NUwxbJPQSiy8OpWGMcIKMJDo7mAwCyJlItiyUNRc2MJU0kedoBMdoxyeZpiST7AGfXaIgSQ3tSQ16pF1IJpNyN0duZo7USoVqZpVmbYa8zjWAEscxbHnsWpztBoB3HEJM2ZVBI42clb3ajqbVu1OQ5aSxzuRdhrh6iZPvba88gQ7Ph4nVZ7gd2dJe7trbLbnMfOeznMePmtFuDjgo9jJ8R+d5lOfVG9//v7Gzy4t6E2q0YjQEEbxhJ8z55Ar4qAYYhUeZi8PY5Wd6P/FQYqtyTaXXyMZ3GsCI86acS36LGd5NjaVEOmj2spPt/Jcpie58ujIp92Uwr2OLKWqelhms48rUqEthbkXnWFo2qAjxsBPi5O8WtzmT/dL/P7hyb/68v7/OlJmz/+oquyZ784dvjiyODXR0V++6CMWNH846d1xZQSzeznzQx/+UKGVw6tfICGFqVRnsMq+p61EaV+kkYfCaOHmC6x9bdY02+yXrlJxhxkq9jDqnaHTHucTHOMrUovpe44lc4k1X0fBWeMSmcGrTmF1nRTqE6g16coGm42kwNo1rSC9TRLhNszyixPTsuUMalsZJP2JCuZfvSqqKQEGfCqgySecLEWG2J5c4il+BBbRS9r6VESmoeN5BjJjJu85iO1PUo5PUGnFmJ/bxnD8hPXhhWL6Zk5gmSLupTG9N960LMnXuCtl6W8/R6v/+jbvPXjb3Hmte/y3onnOHXie1w59wY9H77H+I0L6hFw9eAbvIvr1of0XHqX6+de4caVt7l+8XVGbvyMVd8tlgP9hLw9NHOrdLIrFFa9LK0MspWZIJWZJJvxUCxMUykLAWIGuxImvjmidqHt5KjqB1t7S8ppIZWYoJj1USnMUNUFL5yn40QV/9YQ/NIJ49SjGFaISiWILWWxGaLVWlC9SV5z49RDNDpRdGsKrezBaYSotSIUyx600hSJ1CiFsk+VuOmch0JxWsEvtdocu51lZb1Sr87QFUaSFeLBziqP92N0GgvqpC0LOT8/RrMdYf/eCmZduL9BdnbmODpYpWbM0q3Oc9RYYrcTot0OsH+4gOFID+155hzRiNJtLKgB1b17Mghx81Fygr8vz/Ao78HKjlN1Iuy31jnsxui2l+l2FrEcP8XKKCVjlHJpjFp9BlNMxSvjZIsjCnsVqZ7R9mHu+Cg3PGRNGWz5aNTCfHI/z0Mnxlf3dX5/rPGossxxPspvW2k+M2OUwwPUYx4eGgu09AA1J6Kut7x+rRJES7vRcqPsVQMqWVsgj8930/z2SFP6z6+Oq/zhyQ5//OyQPz1pcWxv87ST5cvHFp/dK/DVx5aiMf750wb//MTmHx+b/OUPXfbLUbSEn0RshI1YL4n8ALq4wtdH2dLFCeEWCaefbbufpdxVjNY01U6AtOHCPJC0a1GLDKB3vFj7EpYkNrAjlHekD50gZ7so1T3UdkM09+YpWX702iyOpJMZPrTShHL1KDrPNjO9OaOYRzJ0LMg1l8W1OUQ+62Fra0TRVze2Jd9ohqXEMMV6mI3UKP7gZbSSn0x6kqo9RybnJp4dY7swpjyn11N96M1ZleggxmEb5WdODf+2QN8//xqvn/gh3/7eN/jWd77Bc9/6D7z50+/x3smXePfUS5w69TLvnXiRa++8yvDlMwxdP0fvlbNc/+Bdzp95hcuXXuXW1fcYuH4W/8BVVmYGWQj2s7w8wk5xBXszQHJ+iK3EOPHMOKn0OIWcR5W0srhMJ4hdm0OX2HQzzM7OssJCpQTNFscVndA0QjRqc9ScMM1aBEufxjL8NBtRNSypV+ewKkGccpBDI8y97oranUq2j1ojSLUepN6KKCZRrjChCPYiO8vrHnJlD/nSFO3uCroRwLLm0GTS6kRoNRewzQDt5pwSgNuyAVQC7O0s0W1FFem90QiSyo6ohyh7RMWjqIilKUxrlqodZK+1wtHOBvfb65h5Dw1LqIwR6u0QetVLUfXVM6oaMBsCnM9hGDO0KzPca83T6czTrkewBSuuR2i2o+ztC24bpGx6FfFiKz1AItFHUpK0Un2khaGS7CGlDWE0fFitGfWs16bI6i5FuNhrzVEr+TFSHjJLfbQ1Pw/tee6XwhwXw9Q2J6hnvJhC39waIZcaI5OTz2QKW04Z0faaPrSCkEBmqEmLcbDBg84av9yL8+dPLf7pUZl/eFDiD0d5Pt/P8GQnzp61SNea52F3nScHWzzeSfC745JiRP3DLyz++fMq+xU5PRdoO4uKUBLP9lGojlKqj1NwXGjVMRLGAElHqHF3MRp+dg+WOBAlUtOvNqRSW7i0bmX7Wmr71MLUmh5K8qhOYLamyZsT1Hej5I0pytVpyo4QZTyUyhPohldJHMV+R7O85GwhH4yRdwQKnKFQCSgJZiov95EPkU+KlLLcCLMU6yOWGFGbfSzWS2rbpeJT1pLDJAyvcp/3L1wmsHyJpcQtopvXiOUHEVugxXjP1yXu6Z+/zI9fe45v/eCbPPd33+DHz32TM2+9xLVzJ7jw3it8cPY1zp/6CRdPvsCVD17j7PmfcObsK1w49yaXP3iLgZ6zjPVdZqL3Q6Z7LxJ2XWV++haLgds4qVm2pwdUfkc84kJOw630EPmKAPcjlEyf+n4zM6w0pNmMm1RijHJJuLKzpEte5VFk2bOKTL/TWkQkZJou8RJycwZoNBZoVKOq7GtbEQ4aUfZ2FqhUvNQU2WAGw/RT1KZIJkbI5iYo6qIT9VEyA6TzHnX6OvYcjjWHbUSQk1mI+fJ7lYpsBj4ajQiGTH4ln6azrF671lrCMANqMCVOEGI/mjdFojZHRveTrfiVLrbZnOewtc7DZowDY562EUJOXRlsGS0/OWuMjdyQYrRYnTmypgjofdTrEVXW7rdXqOshLH2Geiv8bDBWn6W6I5YvAv2EyVakBxpXHsVbotTP9LOeuENOH8MQYoXpVv5NrW4IzRpHtyZoNf2Uy89O3WJ5QlnG5NJDmIYb23JTL7rpGiF27HkSCRfbyREl48vkJ9TzlrhrFFxkJCKhMECm5qXSCtPsLrHXWeXzB0k+627w2JpXPlG7MgU3pymkhjGLbixjinptlv32Kp8fZ/nyXp4/HJf5zV6WR84692vrHLXXuHe4oQQNR8dr3H8QY39vEfn/ChFhfvsqcbOflDFKLN1P0XSrIZGzK6SDCYp1L2ndhaFmAh6c9gyN3SA7h/OYDfG/CvHgo00eHG5QF4pn04/jTJNO9rG2eg294sYwRU45RUUcEmwfhbpYoLgpVqN/jYGYUGWqONBnLL8y4Vvc7CG6epO1WC8Vsd9pLHB/b13NQ+JZl7LXjEsgsApfmmAl3UNo7QpCuA+u3vx6gb7/7hv89NXv88Pn/zMnXvwvvPv6c5x86wdqYZ498zJnzr3M2dM/4f1TL3Dp6qtcuPUa5y6/waXLJxkauMro4BXmfIMEJm4zdPU0o9d/zlTfeQIjF1iduMaC6xrh0ZsEx66zFR2msDmJlvOQygkGJbrSUUpFt9qZl9Z6WVrvYT0+SMHwK/xSFqToOW3pL+sLWE6Uoi4mT4KPisIlrAywa1aIo+4qB+1FdtvzONUATjOkeJayGFOJUdVb5vJS1k4ruZxZE4vPiCItlOwglWpYlcwVy6/E3mbVT14XAsQUZcdPtbNEdWeRkh0gp/vQqxHsxjyZ3BhayUNFCPrVWZV2lXNCJHRRRbjRjWnudzf45CDN/dqqir/QlP5wmrIwWYxJ0pVJzHaYakdE5FEqTlDRDg/2lnl4IGZnKzjWLIY1jdUQuGcBR8j/rbDCajclDyTrUkqMldQAm2KunBtiOXFHTZdNx6tOBrM2TaU5Rd50YTUnKdmjNPcCCOOp3g1g2iKgn8RoTNG2Z9kxpV8Okc9PItpZESyUK1N/1dy6ldRQueIZLpLOGOX2LNKeSLn+2b0EvzlOslPyk9uU4Y5XCQS2U71k8kOkhMvc8FFtRri/u84vups8rW3QzYfpluYxE1McdVYxTRnCeRDRQ70aUtVLVXpEfZytfB8Z24Vmi2XOOPHsAJmyi2LVjdGWhTVBperFafjpHsxxcLRIvTFD9yBKujCsNkkpZ3caESpil6NPUqpMYsvnUhghnR1kffM28cwgBUuULy6SulvpPVe2hsmafpZSPcRKz3y4EqVJ5b21FLvL8lYvK9t9LGzcptmep1KcJpMeRTOm2cg+4+BuCAJQmWRu8zpTC+eIxm+zmP53ZPnnv/1tfvDcN3jn9e8wdfc0w9dP8P7Z53n71ItcvPY2Zz94lXdP/pDzp35ET99Jbo28w9mLL3HhwgkGeq5w+8MzTPZK2fs2Z95+mbPvvkrPzZ/jHjnPyux11kO3WA/eYcV3k5i/h1RwmHion7WVQRJ5uXkl1jBMPuUiGrtFZPMOm8VxMoaXZG5USdCkTJRBTyI7rmh7op5pVBeVSFc8c+tmSJEBDlvL7FsR7jWXeXC0SWd3Bbs1r1gdopLRitNqcptIj1FrzlM2/JTsGcUgsfcWae0uUa9GnrlEiL2KkKT1SfLSu4r+dHedohNRzX9BHBuaEYxWSEEu1eos1ZoQ9MXWwkO+KSlxIXYeriqZ2cdPM3z2MMv99hp1W1hSEbXIi1ZASfUEttFFC2uJS0SA7u4and1Vmt0onT1hRk2rYYaYe8tmIUZsZiNI1phiKydWNaNsaR5lbhXLS/y6i1jexWp6gGRhUJ2iEjwrN2xSPIiNQZL6XVJ6H6XqKM6O8Jhn2T8MUO/OUBRrkNwkNVME8V4M3UuzEcI2p9VgSoTx5ZKXouiFtTGy5iib+R5KVTdHByt8ci/BL+T07K7RtAPEEj3kbHF8dKmyW3rKeGGAmDaghjCm8J2tCIf2PK1yhEYpRKMUxBFZoSzETC/bclPL+ykOU7CEB+0iU5ZokimF76aSg2oiW90LodmTyv0xL5Nax03JmVROkGXbg+l4KOkuNIkmqbieVRoFFyVDnC3HEUucguFRrUOmOMZmro9kcYiMNkKhNEGuPKn430Z5loIu4uwRRfXURTeaGiayfIOlrT5lsidKmbnNO2S0SZrVMHvdZVJyL6eHld44nhtmYesGc5tX2BbZWXGAWGXi6xP0+9//T7zw/H/ktR9/g3ff/C5vvvJdXnzx73jxte/Q03+Gwf6T3L7yCufeeZ7zF1/icv8b3Ox7mwvnX+D8mee58P6LXDz1Aidf+y4n35FFfJZI8A5LwRvEV++wvXaX1MYA2yt9bK/0s70ySGy9X+1AUsYetzZ4Wo1RSblJ5oeJaUPK2Xtl6yblgotU/A6V+ADmSj97VoRufYmGucC/fNrgfz6t8S+/7vK0k+IXD7LUa1G1wI72Nnh0f5tmLUqtEaVcnkHXAmRSbsXNNZwQZjXM7u4aB/sx6k2Roi2w012h3l5Eb0Yxd+YxRRfakoXkVm4Ojc4ypXqYrDOrTqvqzjxFw690sMKE0q0Zkvkx7NYcpnj4PojRkpH63iJPH6f57YMshiGEB0nWWqQitEM7qLxYE9LfpSZUwrmW9bK20qNUOJ37K+weLik8M1OU6I1BNjKj5IS3bMvJJ5PAcZUXYjTDmN0FFfKTawbZNkQCJQT9fpLZQTVEqtpeZSUjJW6mMEDFHKfWmFIbwMG+9N1+JZ9zdsQDagyzHaRkT6nT13KmqVQ8dDtynQM0a2HFoc7mZL4gE+Mp5WUlfNhfHSfYb0SpVWfp3F8mHLtKrDhMyhTHgwmiWzdJiEF0UU59t2JrtQRGKs1y31rkgbnMkb1EOTdJMjeE3A+iKBK4rVQYoyKfidjt5EfUjS5wnMw2Utl+jPokGX2ItD7C/aN5KsYEJctNrRMhWxhFEx8sWxQsI6wnb7MWv8Xy6lXypTGyxiTb5VGWU0Jy72U7N8TevRWFp2r6lLLqiYvRnuZRuLtlzlCthSnWAgoLrbcWVLKfxKZEk3dZLw2xWR4muHiZOzdeorg1xmF9AVssbkv9rOfFEL5fyeCcvZAiRviWbny9QF/64Td59/Ufcfn0G1x471VOvP5dXnvj27x16jlu3XiT/ltvcvuyLNDvc/rs85y+9AI9vSfpvfEWNy6+wtULL9F39RQ3L/6MntsnCQZuMB+5zlL4Q7a2h8hqE0SWrhLPDrOZGSK6ek0pS4RalclMcs9YYnd7FiPuIZGSnchDsjxIIXuHg9Igj1JD7ASvsrcwRC3uppLycNxc4X9/UuVfH9r8j/0K//pJm1+2tlS/1K0tcHwQY6+7SqMxrwDiem0BvRigkJ1SgyjbDOLYYdrNRQXH2E6EZmsBQ2ATiZGzI1SqUTQzQEbzKnxWpr0C2ejCUOrOq/Ao4fiKeFzYSiVbTk/RoM6qCZ8up2tdSmgZ+kR5/FGKrx4XFD2sYMxQEosW3asGSmLhImqbUnFaEfeF4C//VsH0kRectRnAbgTIS6pcaQzNEMlckELJg275KNf8aHXhJU+hS9KW7SdpTCln/638mLr2W6l+JWjWy5MYwg823BQ0F1phhJLmot0McCCC9e48Uj7KZilmzoIV5o1R0qVBcuURCvoohj2FXvHgOCIJDGEIzmzOqnmBSADbnTmalp+mLM6dOT56vEWm8Kwi2dKGVM+qYv4UfdPDSvouOXMSqzqDo/vVlFzojUZmCi0zRiLZTyLVSzI1QFFsMfNjJBP9bCf7Wd64Sbo4SqYwRjI7TLIw8uy01QbUqS6eya1mgE4nTFcM0GuzKiHbqXipVv0kpV/f7mUufIGllWssrN8gunmTtZyIIFxkTTd5GTTV/ejNgHKqFEH3pjahAsbk/l6J3WFb9Z9i/u5Fr88oMsRGaVi5JjhHYeLlYbzhc+SzbsrZabSsm4UlGQwNK85vSWInKuMsJ/qY2/x3JW7P5Xe5e/EUPZfe48aFn3H79s/oGXiLoaF38I69z8TAaW5d/CmX3/8Jp0//kAsXX2J8+CLu/gsMXH0H1+3TzPtcLMyOEJ29yXzgAxbC59lcv6EYOJnCKIHoJXLWFEvJPiYC51iP9RON9agT47AwhxMewVlzU8n7KFjT6DUPtYqL49wgj5evcjB7GXv2NpuRuyQ3hrAyY3xSW+arWpz/86TJXx7aPKks8LC2SLMSVuR3TU42kaRZMzi1eZr1ZWp2lJ3GEgftVUWTE9zR0GVQMqU8jRpinC2eR1LW2SFFspeRu4QVW6Zf6WElHiNRFhL0IGlhJFWlnPKTM6bV4hU5XN4U4fizEra5t6IW9O7hOp/cT6Fbs1RqAUq1gMpctephkmIRU5Syaxrpf8u1WfSdyDP+pu7FbAUx6jOUdTeWaFidgHLeN8SNMT+KWfMpD6WseL4WJ8nYMxTrQXW6VqRfLnpIa+OU7WnFjLJ0D7YuUNcYenES+X6nFmCnGuB4f5HdTphUbojt3CB6bZqiAvJvkdIHyVRGsFs+MrK4imOKWtmpRtkxw9T0gLqOIjgQyV5BPKIK40qj2RJDcsuHVhxXahMRF6wVBFYYYSVzB63qUUMbZQZX8SnsUyCcVHyAdKKP7a27xLd6sMte7ncXyG4PkE4OkpWsn9IE8fRdBcUUyiKOGCNfFpjEoyx0pByv6l4eHizx6MEqTx6u8ZuPkhy2F3HEx6gwwdLCVZaXb7C4ep2l+B1WMn0sZ3opNmcpVoXU4FZZonHtWUZRdPO2WqxiPpfMjaikNCnXM6VRUmmXmi0I+SGlj2B3ZtGqkvsik+Iwmh5UUktf8JLilJsdiUAZIaWNqLgVgWnkj9KDqq/+9tffrsDfrsD/d1fg/wGTLLlrGiFFsAAAAABJRU5ErkJggg==[/img][br]
Draw some possible diagrams of Noah’s garden. Label the length and width of each rectangle.
Find the length and width of such a rectangle that would produce the largest possible area. Explain or show why you think that pair of length and width gives the largest possible area.[br]
Plot some values for the length and area of the garden on the coordinate plane.
What do you notice about the plotted points?[br]
The points [math]\left(3,66\right)[/math] and [math]\left(22,66\right)[/math] each represent the length and area of the garden. Plot these 2 points on coordinate plane above, if you haven’t already done so. What do these points mean in this situation?[br]
Could the point [math]\left(1,25\right)[/math] represent the length and area of the garden? Explain how you know.[br]
What happens to the area when you interchange the length and width? For example, compare the areas of a rectangle of length 11 meters and width 14 meters with a rectangle of length 14 meters and width 11 meters.[br]
What patterns would you notice if you were to plot more length and area pairs on the graph?[br]
IM Alg1.6.1 Practice: A Different Kind of Change
Here are a few pairs of positive numbers whose sum is 50. Find the product of each pair of numbers.
Find a pair of numbers that have a sum of 50 and will produce the largest possible product.[br]
Explain how you determined which pair of numbers have the largest product.[br]
Here are some lengths and widths of a rectangle whose perimeter is 20 meters. Complete the table.
What do you notice about the areas?
Without calculating, predict whether the area of the rectangle will be greater or less than 25 square meters if the length is 5.25 meters.[br]
On the coordinate plane, plot the points for length and area from your table.
Do the values change in a linear way?
Do they change in an exponential way?
[size=150]The table shows the relationship between [math]x[/math] and [math]y[/math], the side lengths of a rectangle, and the area of the rectangle.[/size][br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAN4AAAEpCAYAAAD8h5yiAAAgAElEQVR4Ae2dCbQUxdXH2VdlRxQFiahghKCJsqkQOAioEGWNGBABxeASIC4giwhBNg8imkUNxgUPcDQKSEiQBFTgGEAUJSwiixBFEBBkCUtY7nf+Zaq/njszj1vzXk/PK2+dM2e6q++t6v7d+ndVV9e8V4Q0KQElkHUCRbJeo1aoBJQAqfC0ESiBGAgkCK9c8aKkH2WgbSCaNhDWd5Lwwgd1+zsCaIiaEgkok0QeZ9rjvFR4ZyJGZEYBArPvlQlvSN+ri8/gYjkvFZ4AIocmcPHeRJm4hZjzUuEJ+HFoAhfvTZSJW4g5LxWegB+HJnDx3kSZuIWY81LhCfhxaAIX702UiVuIOS8VnoAfhyZw8d5EmbiFmPNS4Qn4cWgCF+9NlIlbiDkvFZ6AH4cmcPHeRJm4hZjzUuEJ+HFoAhfvTZSJW4g5LxWegB+HJnDx3kSZuIWY81LhCfhxaAIX702UiVuIOS8VnoAfhyZw8d5EmbiFmPNS4Qn4cWgCF+9NlIlbiDkvFZ6AH4cmcPHeRJm4hZjzUuEJ+HFoAhfvTZSJW4g5LxWegB+HJnDx3kSZuIWY81LhCfhxaAIX702UiVuIOS8VnoAfhyZw8d5EmbiFmPNS4Qn4cWgCF+9NlIlbiDkvFZ6AH4cmcPHeRJm4hZjzUuEJ+HFoAhfvTaJksn//fhowYAD98Ic/pPLly1OtWrXoF7/4Be3atSvg2rlzZ2rYsCEtWLCAunTpQqVKlaLjx4+b4wsXLqTWrVtTpUqV6LLLLqPRo0fTqVOnzLE1a9YY+4suuojKli1L9erVoxEjRgS+QQUFvMF5qfAEgDk0gYv3JlEyOXr0qBHcT37yE+rQoQNVrVqVihQpQk2bNg24Nm7c2ORdeuml5hvHIbw33niDihUrRmeddRZBnDVq1DDHhwwZYnzfe+89KleuHLVo0YLatWtHJUuWTDgeVFDAG5yXCk8AmEMTuHhvEjWT3bt30+nTp2nnzp303HPPBeLavHmzYdusWbMg71e/+hXNnz+fTp48SejJIMLZs2cbu1WrVpl99JwQ9IkTJ2jfvn303//+l7Zv3079+vUzxy+44IJIY8Z5qfAEuDk0gYv3JlEzmTp1KtWpUycQF8SED3osJCu8a665JmD973//O7DHMBQ95hVXXBHkrV+/no4cOUL33nsvVaxYMchHuUWLRvu3UzkvFV4QtvQbHFp6y+/PkSiZPP/880YUpUuXNs9ff/jDHwKRLF682EC2wvv5z38eQIewrEBr165tej/0gPaD47fddpuxQQ/31FNPEXpL64MeNqrEeanwBKQ5NIGL9yZRMrnpppuMGDp27Gg4rlixIhDHO++8Y/JSCQ/DR0yyQEgvvPBCUgwgLDz74fjkyZPN8YkTJwZlJzkUYAbnpcITwOXQBC7em0TJpE+fPkYMmAS54447CL2T7ZX+8Y9/GLaphIcDmKGELYaOzZs3p65du5qJlOHDhxu/H/zgB+Y4esTbb7/dTLTYsvGMGFXivGIX3qZNm2jRokV0+PDhSK553bp1pnzcDTNNHFqm5Uj9PvjgA1qyZInU3Nlu2bJltHz5cme/sEOUTPCs1qBBAyOQ4sWL0/3330/VqlUz+3bSJJ3wEOdx48ZR5cqVjT1EhZlLlIH097//napUqWKOofcbOnRoYIfXGFElzitW4eFBF3eec88918wyRXHR06ZNM2CfeOKJjIvn0DIuSOD4ySefEBob3k1FlXr27Gl6BAzhMk3ZYIJZx//85z+ZnqJ57wcRHzt2LKEMzGx+/vnnZoYz4UCEO5xXrMJ75ZVXjCiGDRsW2SWjJ61QoQKdf/75wUtU18o4NFd/F/u+ffsaJngJHFVCb4qe4NZbb824imwyyfgkc8iR8yow4eHBFWNku0LA7uc1U3TjjTeaBoDhZpTJvqt59913M6qGQ5MWAhb2I/HBnRg3CazUyIubpKwz2Vx88cVUpkwZ827rTLapjmfKJFVZ34c8zqtAhIdGgpUA1atXp/r165txNJb44K565513pmxEaJB4l4LghxMaH4aFWJlw9tlnm7H6M888QwcOHDBLhH70ox8RZrbwfgbHId69e/fSb3/7W7r88svN+B3jeZRjE6aNcS5jxoyxWU7fHJrEGUweffRRUy/qtjck+P7tb3+jn/70p0nFfPjhh8YeKyrC6ZtvvjHvnnB94FWzZk3zjIaJBryvwmQEptwxbEcMcP14WXzfffeZnh6TExhyh9Mtt9xi6sr0WTITJuH6v2/bnFe+hYcGNmrUKMK7F2zj4RV3bDR2BB6NLtVs0ZYtW8wxrJWzCf7XX3+9yYcfhIn1dtOnTzdjfeThgzV2mLWy+3bWK5yH1Q42zZkzx9hiCVEmiUOTlAGx4GaEh30IBiJEwjW2b9/evADm5WAKHNd09913B4ewguO8884LrvWcc84x1//FF1+Y1RqwhxjxHb5+xMDywTeWUeE9lk2DBg0yx59++mmb5fSdCROnCjwz5rzyLTyI6qqrrgru6AMHDjQzUrjDP/bYY4T98N3e8vznP/9pAt+2bVubRa+++mrQWMINAr0X1uHZhtSpUyez7Kd79+5B3u9+9zv68ssvyU4Xw8amjz/+2Nhdd911Nsvpm0OTOE+aNIn+8pe/EHolnPesWbOMG3oi3DjAhafx48cbW8zK2YQRA/wxtQ5mSHaG9u233zbHcBzvo7766iuyaxfx8hk96Pvvvx/YYDWITXYUMHLkSJvl9J0JE6cKPDPmvPItvDAfCAx3+bvuuivl8DJsi8kDNBisJLAJfsjDUiGewsKbMWOGOTxz5sygUaGHQerdu7fJu/rqq4MiIEiUi+FpJolDk5QBFujdsDICYrCzcxgR4FzQC/OESSYcw+jBpksuucTk4X0WT2HhQXRI6C1RBoagNl144YUm76GHHrJZwU0OPV8mKRMmmdTjiw/nVaDCQ8+EoL/44otn5LVy5Upj27Jly8AWy3/gj4bKU1h4EBzSW2+9ZezhY9/B2CVAWKdnE95ZwaZVq1Y2y+mbQ5M6YzTw4x//2Awzba+PnhDnYnutcFn2GIbuNtnV9f3797dZwXdYeFhMjPTrX//alN+oUaPADs/FqPOBBx4I8iZMmGDy8JOZTFKmTDKpywcfzivfwkODwvMUGrcdVuE3T0gbN240P81IBc4uaMXd2KaxY8eaxoBGwnuE/AjP9ozh3tXWKfnm0CQ+sNm2bZu5Hrw2QUIPiCl8iNEKMVyWfb2CXtumNm3amDLw05itW7fabPOdH+HZnjHcuyYUfoadTJmcoVhvD3Ne+RaenRDArBpmIyEa3OnRyG644QYz25aOJiYN8LLYzkBidhKTBygDEwW4a6ORvvzyywnPeK49nn12Cj/jpDunVPkcWiqbVHl2YgQzrkjo5dATY9gIPjx9+umn5toxXLcJq/HtpAkmUZo0aWJ+vInJqfwIDzOn4IwX9pmkTJlkUpcPPpxXvoWHBoBnMjw/9erVyzxj4VkCM4gIbKoGZkHa57HwlDZm3nCXL1GihPFHGY8//ni+hGffF6JhZ5I4NGkZ6NUwiYEfc2KJk/2ZC16PpEuwwbu88BI6/NYMv6QGC3zABoLMVHiY4MGyKSwqyCs+6c4R+ZkygS9usFgmiJnZwpCiWHaYb+EBHHo43DnR0PD56KOPEl6mp4Nrn73CP+2wthhaYmhln91svus3ysBUeqr3ZtKyMm1k+AkL2OAali5daiY06tata2Yf09Vtn70wguDp4MGDhomdqOHHpfsvvfSSETBmnTNNmTJBfd26dTP1/+tf/8q0+qz6RbHssECElx8KWCKFv62RX4GlOwf0OFilYafi09nllZ9JI8MLf7zMtoLHXR6jAjy7pnq+s/VDVFg8gBfcUaUePXrQlVdeaRYlZFpHJkxQF557MXTGLwcKS4pi2WHswisM8DNpZOjpsKIePTeGhfhtGd615SW6wsDCnmMmTOBrZ27/+Mc/2qIKxXdBLztU4QnCnmkjwyylfa6zw05BdYXCJFMmuAHhOTU8Alm9erVZsWRXKmGUgBsWEp5H8RoEy+TwTIrhMX5dgfeU6ZYAYrIu15cdqvAEzTzTRoaiMXmR6QSG4NRiM8mUiV3KZt87Hjp0KJjJhpiwuij8DtKu+YVYsRoH33aWF0sSeQLrwrDsUIXHI5diP9NGlqIob7IyZQLx4GNvRnYhBQSFmU4ku7gAs4nIxwdDPUwuzZs3L8hLteqmsCw7VOEJpJBpIxMUXWhNMmECQUFEGDbahGGhXQSOngx/qgE/gEUKiwgitMn2mqmEV1iWHarwbDTz+M6kkeVRnBeHMmWCxd54D2kXTQAG1pliVZEdQuJvYGLtLRa+2x4Ps6E22bWnqYRXWJYdqvBsNPP4zrSR5VFkoT+UKRP7B2fxpxeQMOS0M71YamgXTuCnYJiQssLDRAps8UsTrHZCfirhFZZlhyo8gQQybWSCogutSaZMsFYVorF/HxM/XcLML37+ZI/hOH7OhFcymHCx4oNo7Z/vSye8wrLsUIUnaPqZNjJB0YXWJFMm+OUKRGNfBeDX+PixsxUXFoOHl9RhoT0WHuA4ekP8+gK/tE8nPAAtDMsOVXiCpp9pIxMUXWhNMmWCvyxn14na5zwMNfGch4+d7eRgduzYYf78OvLtu9FUQ82wXy4vO1ThhSOVZjvTRpamOC+y88MEPyPDMj473HQFIhWea7np7KNYdqjCS0c7lJ+fRhYqxqvNOJlkW3gFETjOS4UnoMqhCVy8N4mTyWeffUZ4r2dXvxQG2JyXCk8QNQ5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnlSQ8GOhHGWgbKPg2EJZqgvDy+88wwgX7tK1ckqOpTJKZ5JXDeanw8qL1v2McmsDFexNl4hZizkuFJ+DHoQlcvDdRJm4h5rxUeAJ+HJrAxXsTZeIWYs5LhSfgx6EJXLw3USZuIea8VHgCfhyawMV7E2XiFmLOS4Un4MehCVy8N1EmbiHmvFR4An4cmsDFexNl4hZizkuFJ+DHoQlcvDdRJm4h5rxUeAJ+HJrAxXsTZeIWYs5LhSfgx6EJXLw3USZuIea8VHgCfhyawMV7E2XiFmLOS4Un4MehCVy8N1EmbiHmvFR4An4cmsDFexNl4hZizkuFJ+DHoQlcvDdRJm4h5rxUeAJ+HJrAxXsTZeIWYs5LhSfgx6EJXLw3USZuIea8VHgCfhyawMV7E2XiFmLOS4Un4MehCVy8N1EmbiHmvFR4An4cmsDFexNl4hZizkuFJ+DHoQlcvDdRJm4h5rxUeAJ+HJrAxXsTZeIWYs4rp4R39OhRmjJlCnXp0oXatm1LI0eOpEOHDrldYQTWHFoEVYiLfPXVV6lv3760a9cusU8UhrnEBNe3YsUK6tWrF7Vs2ZL69etHGzZsiOKyMy6T88op4fXv358aN25M48ePp9GjR1OVKlWoWbNmGV9sQTlyaAVVrms569evpwoVKlCRIkVo48aNru4Fap8rTHBRy5Yto5IlS9KgQYNowYIF1LNnT6pYsSJ9+eWXBXrN+SmM88op4e3cuZNOnToVXN/8+fNNI1u5cmWQF8cGhxbHOZw4cYKuvvpqczdX4SVGAD1dixYtgszjx4/T2WefTc8++2yQF/cGb0M5JTwOB8MpNLK5c+fyQ1nd59CyWvn/KvvNb35Dl1xyCeEmpMJLjAB6uKZNmwaZ+/fvpzJlytDs2bODvLg3eBvKaeEtXrzYNLLPPvssVm4cWrZPZvXq1VSuXDkjujVr1qjwWACWLFli+AwePJjAp2vXrtSmTRs6cuQIs4xvl7ehnBZe69atqV27dvHR+l/NHFo2TwjDpoYNG9LYsWNNtSq81PSnTZtmbkgYDWCYGfczMD9L3oZyVnhoaJUqVaJNmzbxa8j6PoeWzRN45JFH6LrrrguefVV4yfRfeuklqlGjBr344ou0bt066t69uxHf0qVLk41jyuFtKCeFB4ClS5emhQsXxoQpsVoOLfFodHuYaCpevDiVKFHCPLPguaVUqVLmzg4+99xzT3SVn6HkuJikOq3atWvT8OHDg0PgVqdOHerRo0eQF/cG55VzwrOii3tCJRwoDi18LOptDJnCn7feessID9Pmcb7Li5NJmLmdgJs1a1Y4mzp16pQw4ZJwMIYdziunhIdxOu7wEydOpLVr1wafHTt2xIDq/6vk0P7/SPa3dKiZzBzPwE2aNKG9e/fS6dOn6Z133jEjg0mTJiUbx5TD21DOCA+TCEWLFg0ekPGQbD9YiRBn4tDiPBcVXjL9zZs3U6tWrcxL9KpVq1LZsmVp2LBhwXNxskf2c3gbyhnhZR+FvEYOTe7pr2UuMjl48CBt3bqVsNgg1xLnpcITRIhDE7h4b6JM3ELMeanwBPw4NIGL9ybKxC3EnJcKT8CPQxO4eG+iTNxCzHmp8AT8ODSBi/cmysQtxJyXCk/Aj0MTuHhvokzcQsx5qfAE/Dg0gYv3JsrELcSclwpPwI9DE7h4b6JM3ELMeanwBPw4NIGL9ybKxC3EnJcKT8CPQxO4eG+iTNxCzHmp8AT8ODSBi/cmysQtxJyXCk/Aj0MTuHhvokzcQsx5qfAE/Dg0gYv3JsrELcSclwpPwI9DE7h4b6JM3ELMeanwBPw4NIGL9ybKxC3EnJcKT8CPQxO4eG+iTNxCzHmp8AT8ODSBi/cmysQtxJyXCk/Aj0MTuHhvokzcQsx5qfAE/Dg0gYv3JsrELcSclwpPwI9DE7h4b6JM3ELMeanwBPw4NIGL9ybKxC3EnFeS8GCgH2WgbaDg20BYqknCCx/U7e8I8LuVciFzc1YOcgK8DanwBOw4NIGL9ybKxC3EnJcKT8CPQxO4eG+iTNxCzHmp8AT8ODSBi/cmysQtxJyXCk/Aj0MTuHhvokzcQsx5qfAE/Dg0gYv3JsrELcSclwpPwI9DE7h4b6JM3ELMeanwBPw4NIGL9ybKxC3EnJcKT8CPQxO4eG+iTNxCzHmp8AT8ODSBi/cmysQtxJyXCk/Aj0MTuHhvokzcQsx5qfAE/Dg0gYv3JsrELcSclwpPwI9DE7h4b6JM3ELMeanwBPw4NIGL9ybKxC3EnJcKT8CPQxO4eG+iTNxCzHmp8AT8ODSBi/cmysQtxJyXCk/Aj0MTuHhvokzcQsx5qfAE/Dg0gYv3JsrELcSclwpPwI9DE7h4b6JM3ELMeanwBPw4NIGL9ybKxC3EnJcKT8CPQxO4eG+iTNxCzHmp8AT8ODSBi/cmysQtxJxXzgrv22+/pbvuuouee+45tyuMwJpDi6CKPIs8cuQITZgwgdq1a0c33XQTPfPMM3Ty5Mk8faI+GCeTHTt20IgRIwwLMBk3bhwdPXo04ZJff/116t27N7Vq1YoGDBhAW7ZsSTie7R3OK2eFd/vtt1PJkiWpR48e2WaUVB+HlmQQcUb79u2pYcOG9PLLL9P06dOpWrVq9MADD0Rca97Fx8lk1KhR1L17d/r9739Pd955J5UpU4Z69eoVnPCMGTOodu3aNHToUJo8ebJhV7FiRfr6668Dm2xvcF45Kbw5c+ZQ9erV6Wc/+9n3Xni4UxcpUoQWL14ctJXx48fTueeeG+zHscEbUjbP4dSpUwnV9e/fn8qXLx/kHT58mA4cOBDs79mzx4hz0qRJQV62NzivnBMeINWoUYOmTZtGXbp0+d4Lb/PmzUZ4CxYsCNrKkCFDqFGjRsF+HBu8IcVxDrbOhx9+mK666iq7m/K7fv36NHjw4JTHspHJeeWc8Lp160Y333yzYdG5c+fvvfAAomPHjoSGM3fuXHrzzTfp/PPPN9vZaDDp6uANKZ1dVPkYNn7wwQeE3r9mzZr09ttvp60Kz8ilS5em559/Pq1N1Ac4r5wS3syZM+m8884j9HpIKrzvmgMmDi6++GLT82HY+ctf/pJOnz4ddVvJs3zekPI0juAgho2VK1c2TPr06UN79+5NW8uYMWPMo8vBgwfT2kR9gPPKGeF99dVXVLVq1YQ7lwqPCLO7TZo0Mb0ehp24a+P57pZbbom6reRZPm9IeRpHeBDPwC1atKBLL72U0LPxhGfjUqVK0WuvvcYPZXWf88oZ4Y0ePdrcvTBDZT/FihWj4sWLm31MIceVOLRsnscLL7xAZcuWpfDdGnno+TZu3JjNU0moK04mCSdCROvXrzc8MAwPp9WrV1OlSpUIbSvuxHnljPAwVEBDCn/atm1LHTp0MHknTpyIjR2Hls0TwbCyXr16CVV+8sknpqGFJ1wSDLKwEycTfnl2AurPf/5zcAiiq1KlCmHiJRcS55UzwksFR4eaRG+88YYRGd7fIe3evdtMOGG4GZ4yT8UvyjzekKKsi5eNHn/Dhg1mEcHnn39OuEGDxzfffGNMV61aZUSHibq1a9cGn02bNvGisrbPeanwBOg5NIFLgZo8+eSThBfAeHFeokQJM3X+4YcfFmgdroXFxQTv8G644QbCYwg+RYsWpebNmxN6OJuwj6E4/9StW9eaZP2b88pp4WWdTpoKObQ0ZpFmYxZz+/btwV090soEhcfN5NixY4QhJl6WF4bEeanwBFHj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeeVJDwY6EcZaBso+DYQlmqS8MIHdfs7AvxupVzI3JyVg5wAb0MqPAE7Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnlZPCO3nyJM2ZM4cGDBhAnTp1crvCCKw5tAiqSCrywIEDNGbMGHrwwQeTjn311Vf0yCOPUPv27emWW26h559/nk6fPp1kF2VGHEzs9QwfPpz69u2b9HnyySetCb3++uvUu3dvatWqlWlHW7ZsCY7FscF55Zzwtm7dSk2bNqVq1arR/fffTzNmzIiDU0KdHFrCwQh25s2bZ66/atWqVKtWraQa6tWrR507d6annnqK7r33XipevLgRYpJhhBnZZhK+lPHjx9PAgQMTPlWqVKF+/foZM7SZ2rVr09ChQ2ny5MnUsGFDqlixIn399dfhYrK6zXnllPDQ0zVq1Iiuv/56wh0/VxKHFvV5zZ8/n+bOnUvjxo1LKbwdO3YknMJDDz1E5cuXz2qvl20mCRfMdj7++GMqVqwYrV271hw5fPhwQvvZs2cPlSlThiZNmsQ8s7fLeeWU8KZMmWIa2qFDh7JHRFAThyZwKRCTdMLjhc+aNYuKFCmS0Ni4TUHvx8Uk1XV0796dOnbsmOpQkFe/fn0aPHhwsJ/tDc4rp4R3xRVXEMbv99xzD1122WVmyPnKK69km1FSfRxakkFEGVLhPfroo1SzZs2IziJ1sXEx4Wfz6aefmt5u2bJl/FCwf+TIESpdurR5Fg4ys7zBeeWM8E6cOGHg1KhRg6ZOnUqLFi0yD8e4k+OOHmfi0LJ1LhLh7du3j/AsiOeebKa4mPBrvOOOO+jaa6/l2Qn7mKSqXr06HTx4MCE/mzucV84ID3cuiAwzdOGEiYQzgQ3bR7HNoUVRR6oyzyQ8PBNjZvOqq66io0ePpioisry4mIQvaNu2bVSiRAnCZFS6tHjxYipVqhS99tpr6Uyyks955Yzwdu3aZYT33nvvJYC477776IILLkjIy/YOh5at+vMSHl4fYEods55ffPFFtk4pqCcuJsEJEJlHkgYNGqSdVFq9ejVVqlSJRo8eHXaLZZvzyhnhgcY555xDEyZMSACDVwstW7ZMyMv2DoeWrfrTCQ+iw9Q5nus2bdqUrdNJqCcuJvYkdu7caWYqp0+fbrMSviE6vGJ4+OGHE/Lj2uG8ckp4eOeC93fLly+nY8eOmWFn0aJFzcvQuIChXg4tW+eSSninTp2iPn36UIUKFcwrB0yh28+3336brVOLjYm9QLxCufDCCwlzAzytWrXKiK5bt24BGzCK6yaF8+NtKKeEh0Y1cuRIKleunBmXn3XWWYRXDHEnDi1b55NKeAsXLjRDcjwP80+6uyRloX4AAAkTSURBVH8U5xsXE1zLN998Q2gbTz/9dMpLa968eRIbsKpbt25K+2xkcl45JTwLAJMGeHCGEHMhcWi5cE5xn4MycYsA55WTwnO7pOitObToa8z9GpSJW4w4LxWegB+HJnDx3kSZuIWY81LhCfhxaAIX702UiVuIOS8VnoAfhyZw8d5EmbiFmPNS4Qn4cWgCF+9NlIlbiDkvFZ6AH4cmcPHeRJm4hZjzUuEJ+HFoAhfvTZSJW4g5LxWegB+HJnDx3kSZuIWY81LhCfhxaAIX702UiVuIOS8VnoAfhyZw8d5EmbiFmPNS4Qn4cWgCF+9NlIlbiDkvFZ6AH4cmcPHeRJm4hZjzUuEJ+HFoAhfvTZSJW4g5LxWegB+HJnDx3kSZuIWY81LhCfhxaAIX702UiVuIOS8VnoAfhyZw8d5EmbiFmPNS4Qn4cWgCF+9NlIlbiDkvFZ6AH4cmcPHeRJm4hZjzUuEJ+HFoAhfvTZSJW4g5LxWegB+HJnDx3kSZuIWY80oSHgz0owy0DRR8GwhLNUl44YO6/R0BfrdSLsl/J1KZ5E2AtyEVXt68zFEOTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeeVc8JbsWIF9erVi1q2bEn9+vWjDRs2uF1hBNYcWgRVJBV54MABGjNmDD344INJx2zG/v376U9/+hPddttt9Nhjj9nsrHxnm8mpU6foxRdfpL59+9Lu3bsTrvHo0aM0ZcoU6tKlC7Vt25ZGjhxJhw4dSrD58ssvaeDAgdSqVSvq3r07/fWvf004HvUO55VTwlu2bBmVLFmSBg0aRAsWLKCePXtSxYoVCdDiTBxa1Ocyb948qlatGlWtWpVq1aqVsrpFixZRzZo1qV69ekZ07777bkq7qDKzyWTTpk3UoEEDw6NIkSK0ZcuWhMvq378/NW7cmMaPH0+jR4+mKlWqULNmzQKbvXv30vnnn08dOnSguXPn0rhx46hYsWIEztlKnFdOCQ89XYsWLQIWx48fp7PPPpueffbZIC+ODQ4t6nOYP39+0EBSCW/79u1Urlw5GjJkCJ0+fTrq00lZfjaZbNu2jZ544gl67733KJXwdu7cSegRbQI/2K1cudJkvfDCC4ZXuBds164d3XrrrdYl8m/OK6eEhx6uadOmAQQMpcqUKUOzZ88O8uLY4NCydQ64M6cS3s0330ydOnXK1mmkrCcOJu+//35K4fET3LVrl7FD74Y0bdo0I7x9+/YFpk2aNDFDzyAj4g3OK6eEt2TJEgNo8ODBtGbNGuratSu1adOGjhw5EjGWvIvn0PK2LrijqYSHmxHu5i+99BJ169aN6tatS7h727t7wdWed0lxMJEKb/HixYbRZ599Zi5iz549dNFFF1H79u0Np8cff5zq1KlD9njeV1owRzmvnBIeLhF3JzQsfDDM3LhxY8FceT5K4dDyUZSTayrh4eYENldeeSXNmjWL3nzzTbr22mupbNmytHXrVqfy82McBxOp8Fq3bm1uRuHrW7duHZUqVSpoWzNnzgwfjnyb88op4eEuXqNGDTN7BVCYfYL4li5dGjmYvCrg0PKyLchjqYSH510IL3xD2rFjBxUtWpRGjBhRkNXnWVYcTCTCGzt2LFWqVIkwIWPTRx99ZCaihg4dSng+HjZsGJUuXdrMhFqbqL85r5wSXu3atWn48OEBAzwwY0jQo0ePIC+ODQ4tW+eQSnjo5UqUKEEnT55MOA3M+uEZOVspDiZnEh5eN0BQCxcuTMCASbtrrrkmKQ8zndmanOK8ckZ49oEYDSucMIkQnnAJH8vWNoeWrXpTCQ8jAfR4y5cvD07j4MGDZhg1atSoIC/qjTiY5CU8Kzo7oRK+/vr169Pdd98dzqKpU6dS8eLF6fDhwwn5Ue1wXjkjPFxww4YNCbNNeO+CO9E777xjGtSkSZOi4iEql0MTORWAUSrhodiOHTua91YYYmLi4J577jHPeBhGZSvFwSSd8DAvABFNnDiR1q5dG3zAB+n++++nypUrmwk77GOYfvnll9ONN96YLVzmf06GK8sp4W3evNmsLMBLdLw8xoQBxuPhdzThk8/WdhyNDNeWTniYFu/cubMZcoIVhuh4oZ7NFAeTVMLDu14832IUwD9Y+YSEWXFsgxXmEGCPGWHctLKVOK+cEp6FgKETZuhOnDhhs2L95tBiPZlQ5TivuFb15CqTEJ6kTYgUq17iOHdeZ04KL4lYzBkcWsynkxPVKxO3MHBeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnpcIT8OPQBC7emygTtxBzXio8AT8OTeDivYkycQsx56XCE/Dj0AQu3psoE7cQc14qPAE/Dk3g4r2JMnELMeelwhPw49AELt6bKBO3EHNeKjwBPw5N4OK9iTJxCzHnlSQ8GOhHGWgbKPg2EJZqgvDCB3RbCSiB6Aio8KJjqyUrgbQEVHhp0egBJRAdARVedGy1ZCWQlsD/Abx6b1gAiUBoAAAAAElFTkSuQmCC[/img][br][br]Explain why the relationship between the side lengths is linear.
Explain why the relationship between [math]x[/math] and the area is neither linear nor exponential.[br]
Which statement best describes the relationship between a rectangle's side length and area as represented by the graph.
[img]data:image/png;base64,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[/img]
Copies of a book are arranged in a stack. Each copy of a book is 2.1 cm thick. Complete the table.
What do you notice about the differences in the height of the stack of books when a new copy of the book is added?[br]
What do you notice about the factor by which the height of the stack of books changes when a new copy is added?[br]
How high is a stack of [math]b[/math] books?[br]
[size=150]The value of a phone when it was purchased was $500. It loses [math]\frac{1}{5}[/math] of its value a year.[/size][br][br]What is the value of the phone after 1 year? [br]
What about after 2 years?
3 years?
[size=150]Tyler says that the value of the phone decreases by $100 each year since [math]\frac{1}{5}[/math] of 500 is 100. [/size][br]Do you agree with Tyler? Explain your reasoning.[br]
The data in the table represents the price of one gallon of milk in different years.
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J6jcWgU5kIMz3Een4gQgfOwbZmL9ZmjFUMxt/6rdpzHPJwzc6s4+gk4k8IDtRS4B1LdnQIjRINEI8FM+U/LlDmGT6p7BtyqRePQSKjBvPhS8Xysn/vD91v1URxtwFVEdtZV4HZOPxSGCzZf3NkYeEXF4iqIixd0NkE0Mpq4Z8AYQxPh//JAHuaKNaIB7/1X7fgkpSEPidIpWHG0ATsJPCqNAjeiHi/w+HPgiDqzc+Yn++z6qKc42oAraByoqcAdSHEolE/BlU+LQw3fCa7yfRRHG/AOwNXDCtzqvlz/mAKKow14TMfp0Qrc9EZc8JQCiqMNeErW8ZMVuPGVXaGnAoqjDdhT5QG5FLgBpZxyoAKKow04UPQeqRW4HrmdY54CiqMNOI/BQ5UUuIeSedIyBRRHG3AZkn2FFbh9sx1VRQHF0QasQkj0ocCJcJ8uqoDiaAMWBca2FDiOe3sNBRRHG7A4PwWueNtuLymgONqASahqhwpctT7dz7YCiuONARHkP9bA18CYa6Bl0XcD/vu//3tr3OcWK2AuiwF0Kq842oCdBB6VRoEbVc95xyigONqAY/TullWB61bAiaYooDjagFPkf7yIAvd4Rs9coYDiaAOuoHGgpgJ3IIVDCyigONqABeBstaDAbc3xWD0FFEcbsB6rm44UuJsgH5RXQHG0AYujU+CKt+32kgKKow2YhKp2qMBV69P9bCugONqA27otH1XgljfmBg4poDjagIdknB+swM3vxBXPKKA42oBnVJ0wV4GbUNolOiqgONqAHUUekUqBG1HLOccpoDjagOM075JZgeuS3EmmKaA42oDTEDxWSIF7LJtnrVJAcSxtQP53/bk8VRYPi25wJZ0cw9V4OM4VdmIOLkbCmIrrIShw8XtU28/ax5WMcq9kTAZxxaUYG3OqmBhfbV9xLGtAgIHQgJfNxSWzIgjEx7gPHz7crDeO2DhO89F0BLx1sayAqsCt6GVPzawj9Gzd/JALsViCDDzxIZPIFeczu7fgi/2P4ljWgNS3ZcAWVMKjoTif2zwHcXkZLoDO5zh/1VaBW9XPvbrQMBqodbPcypFvpDiO+bbmVh5THC9rwPg0g/BboGlOglSxLbOvhqrAre6rVZ8655tg62bXmo9zMRb5np6eXr/99tu3pyhfU8Hpah/F8ZIGJGgaCjAABYDiOcBsQaMB84WSn5IVICtwFXrLPZBLNgh0zjfMPBfHmQuZxrcS5FKvtK2cVc4pjpc0IETlzxo0GH6WAKhsqgiWFwEvlBxrA567XMnkUQOCRzYbmbEzmjTeaDlWefvFGTCLzbtlhs+4aDoFEXMzcM5ftVXgVvWzVTdqHOOyseIY9xGTtW+dU+yYp+pWcbzsEzAKTSjx7hnHsZ8vjtZFgbvqVo6cc8axAjej9iM1oGF8OpFNPJfztoyGGDxRv/rqq7ct5zAf5lzpozhe3oA0Vr575ichLoAYw9clguRxnrcasgK3ui9VH/rhxwLqiG38mQ16x+PMJefFeLwpKrPmedWOFcfLGhAg+PMfTUTRaUqOYxvNxziajnG8aDheYavAVehN9UATQtdoNsTDUDwXGZKBmsPxFkfVR6XzimN5A1YScUUvCtyKXlzzcQUURxvwcU2nzFTgphR3kW4KKI42YDeJxyRS4MZUc9ZRCiiONuAoxTvlVeA6pXeaSQoojjbgJACPllHgHs3neWsUUBxtwDU8dldV4HYncGAJBRRHG7AEHt2EAqdneKSiAoqjDViRVuhJgQsh3r2AAoqjDVgcngJXvG23lxRQHG3AJFS1QwWuWp/uZ1sBxdEG3NZt+agCt7wxN3BIAcXRBjwk4/xgBW5+J654RgHF0QY8o+qEuQrchNIu0VEBxfHGgAjyH2vga2DMNdDy840BWwE+t1YBdedc25WrH1VAcbQBjyo5OV6Bm9yGy51UQHG0AU8KO3q6Aje6rvP3VUBxtAH76tw9mwLXvZATDlVAcbQBh8p+PrkCdz6zM8xUQHG0AWdSeKCWAvdAKk9ZqIDiaAMuhLKntAK3Z65j6iigONqAdRg1O1HgmsE+WVYBxdEGLIvsc2MKXPG23V5SQHG0AZNQ1Q4VuGp9up9tBRRHG3Bbt+WjCtzyxtzAIQUURxvwkIzzgxW4+Z244hkFFEcb8IyqE+YqcBNKu0RHBRRHG7CjyCNSKXAjajnnOAUURxtwnOZdMitwXZI7yTQFFMfSBuTqOWpFHKy0o1bNySsfcUWeqHiczzx5paUYv2JfgVvRy96aWfu9q07FlZNQK+chI2yrcbqnjeJY1oAQGEAALxuQizRinB/Ex7gPHz68LcrJccTGcebYe3Ewz+ytAje7j731aBrqim3r5pfzgR/WAXx6erpZkDPHIX9etDPHVDxWHMsakCK2DNiCyjUB1Z0xz0H8PdjsYeVWgVvZ01Zt3OjijZE3unguz4epwAKM7pkr58+5qh4rjpc1YHyaQfQt0DRnvAh4p+ZrTc5XBaQCV6W/2Ad1zjdBPt3AKH84B+a793S7N55zVzpWHC9pQEKLhgJAmCmeA3gaDOPqQ/PueVVSOUadV+BG1TuTl1yy1uCgbnDgRcPeMxhiI98zvc6eqzhe0oAQLz/Bnp+f336GIMwoMA2mLgLE8uJpzY+5Zu8rcLP72FOPTPYaEFrH9d+3DLg1tqe31TGK42UNmAXlEzDDZ9w9g9Gk1e6wChy/V6Wt0jgbDT0zlm8oeRs5VGVzRHvF8YswIAHFu2kWh8DVE+7eeM4361iBm1X/aJ38mkg20VAqp3rK4aZa8ccD9T1a5xXHyxuQxsmvl/lJiAsgxry8vNzolMdvBhceKHALW9osnd9EsnlwA1RmahnwiIE3G1s8qDhe1oAAydeW/FSjKTmObTQfocbxrafnSnYK3Mqe7tWmCaFvNhtudPkc87UMuGVYzrvCVnEsb8AriDuyRwVuZE3n7q+A4mgD9te6a0YFrmsRJxuugOJoAw6X/lwBBe5cVs+erYDiaAPOJnGwngJ3MI3DFyugONqAi8HcK6/A3Zvn8VoKKI42YC1O3+lGgftOoE+UVkBxtAFLY3t9W6+xeItub4cCNuAOkSqGKHAVe3VPWgHF0U9ArVmJEQWuRHNuYrcCiqMNuFvCNYEK3JpuXPVRBRRHG/BRRSfNU+AmlXeZTgoojjZgJ4FHpVHgRtVz3jEKKI424Bi9u2VV4LoVcKIpCiiONwZEkP9YA18DY66BltNvDNgK8Lm1Cqg759quXP2oAoqjDXhUycnxCtzkNlzupAKKow14UtjR0xW40XWdv68CiqMN2Ffn7tkUuO6FnHCoAoqjDThU9vPJFbjzmZ1hpgKKow04k8IDtRS4B1J5ykIFFEcbcCGUPaUVuD1zHVNHAcXRBqzDqNmJAtcM9smyCiiONmBZZJ8bU+CKt+32kgKKow2YhKp2qMBV69P9bCugONqA27otH1XgljfmBg4poDjagIdknB+swM3vxBXPKKA42oBnVJ0wV4GbUNolOiqgONqAHUUekUqBG1HLOccpoDjagOM075JZgeuS3EmmKaA4ljYgV0CKKxtFxbDSDlc4UjGIx6o7WJEH8fGTV1HKqyzF2FX7CtyqfvbUpd5kk5eKizniSkqMjytV5fE4FvNU31ccyxoQZoBhACCbi8uLRUMhPscBCkz29PT0iiWsYzzNR9Pxotm6WFZAVuBW9LKnZtYReqrlyJCPnFu5wQiGwxYfcr+iCRXHsgYkkJYBW1CzoTgfpiPkaECcyyAxns8xz6qtAreqn3t1oWHUmaaJ52IOnOdNMJ5X+y32KrbSecXxsgbMT7sW6GiyeGG0YgGrZfbVEBW41X216qubYOQQ55EDXz2xBYOtT0VGW/1yTHG8pAEJOt5VAQYAeQ6vQnj15OtLy4D5zoscW69LFHPmVoGb2cPeWuSSTQSd8w2zlRNxYJi5xNjIMZ6vvq84XtKAEJs/a/DuiZ/x8PoIeK0LIYLjeAZtA567jMnkUQOiOjipHwOQd4+Rz32LMbO/OANmmQCHrzC8k9KccYsn3I9+9KM3yIAdPxUBK3Cx7yr76sYGHspUuXfEtkwGNtXeTnLvW8eK42WfgPHL8meJLcjxCYi5rYti6+4b683cV+Bm9nCkVtaZbPLNTuVsMbi6+fBdFcfLG5B33dZdM0LOFwZfl2BEfHgM2JU+ClylHmMv0I9vIjifzQO9+SQDOxiUnzwX52M84664VRwva0CA4aslTbQFJhsQsTQd81QzH3pU4La+6+oxGgm60mzsCRx4LjJsxcY8ZMRtRVb8jq2t4ljegK0v8306p8B9nzT4Er6r4mgDFqerwBVv2+0lBRRHGzAJVe1QgavWp/vZVkBxtAG3dVs+qsAtb8wNHFJAcbQBD8k4P1iBm9+JK55RQHG0Ac+oOmGuAjehtEt0VEBxtAE7ijwilQI3opZzjlNAcbQBx2neJbMC1yW5k0xTQHG0AacheKyQAvdYNs9apYDiaAOuIrKzrgK3c7rDiiigONqARQCpNhQ4Fe/zNRVQHG3Amrzeu1Lg3gO8cwkFFEcbsDg+Ba54224vKaA43hgQQf5jDXwNjLkGkiffDm8M2ArwubUKqDvn2q5c/agCiqMNeFTJyfEK3OQ2XO6kAoqjDXhS2NHTFbjRdZ2/rwKKow3YV+fu2RS47oWccKgCiqMNOFT288kVuPOZnWGmAoqjDTiTwgO1FLgHUnnKQgUURxtwIZQ9pRW4PXMdU0cBxdEGrMOo2YkC1wz2ybIKKI42YFlknxtT4Iq37faSAoqjDZiEqnaowFXr0/1sK6A42oDbui0fVeCWN+YGDimgONqAh2ScH6zAze/EFc8ooDjagGdUnTBXgZtQ2iU6KqA42oAdRR6RSoEbUcs5xymgONqA4zTvklmB65LcSaYpoDiWNiBXz1FLj2GlHa6Wo2KgMFdBQnz8cGkz5tizylKcP2NfgZtR+9Ea1Ju6bq1k1FoBKa/zyOsA+bY4P9rvjHmKY1kDQnQYBoCy6K1FHxGf4yAsTIa14rGEdTQgzUfT8aLZulhmgMo1FLgcV+U46wg9uRxZq0dybo3hXOYKhtmgam6l84pjWQNSvJYBW1CzoTgfwAg5GhDnMsiKcBU4fr9qW2gYdW7dLGPPiAWL1odM400xG7w1r+I5xfGyBsxPuxboaLJ4YbRiAa1l9tUwFbjVfbXq0zDZUJFDnEcOfFXFNpqtdaPlnFwj5q24rzhe0oAEHe+0gAWAPIc7JV49EYtPy4AZYgv4apgK3Oq+WvXJJZoIcdA53zBb8xEHhuSCPHkeDUjOrTwVzymOlzQgBOarCO+e+BkPr5SA17oQogE5TtAEZgNSice2ZPKoAVEVnPijAfjYgI+x6DardRdsJUccX2EAjsbMW/yFwI9+9KM3yPkuurdWq/6oc+rOOarembzqxgYeNNW9/NF04JH/AodPQMRd6aM4XvYJGMUnlC3I8QmIua2LIt59Y/6V+wrcyp62amedySbf7FSOyICGhhH5UU9ZjlfdKo6XNyAh5VeVDCJfGATJOymPI+ycY8WxAreilz01oR/fRBCfn2LQm081sINB+clzcR7cIttoUM67wlZxvKwBAZKvlzTRFohsQMTSdMxTzXzoUYHb+q6rx2gk6EqzsSdw4LnIsBUb55DR1lsO4ytuFcfyBqwo5syeFLiZPbjWeQUURxvwvLZDMyhwQ4s6eXcFFEcbsLvUfRMqcH2rONtoBRRHG3C08ifzK3An03r6ZAUURxtwMoij5RS4o3kcv1YBxdEGXMvlbnUF7u5EB5RSQHG0AUth+m4zCtx3I32msgKKow1YmdpF/3/A4pIuac8GXCL7+aIK3PnMzjBTAcXRT8CZFB6opcA9kMpTFiqgONqAC6HsKa3A7ZnrmDoKKI42YB1GzU4UuGawT5ZVQHG0Acsi+9yYAle8bbeXFFAcbwyIIP+xBr4GxlwDyZNvhzcGbAX43FoF1J1zbVeuflQBxdEGPKrk5HgFbnIbLndSAcXRBjwp7CZqh54AACAASURBVOjpCtzous7fVwHF0Qbsq3P3bApc90JOOFQBxdEGHCr7+eQK3PnMzjBTAcXRBpxJ4YFaCtwDqTxloQKKow24EMqe0grcnrmOqaOA4mgD1mHU7ESBawb7ZFkFFEcbsCyyz40pcMXbdntJAcXRBkxCVTtU4Kr16X62FVAcbcBt3ZaPKnDLG3MDhxRQHG3AQzLOD1bg5nfiimcUUBxtwDOqTpirwE0o7RIdFVAcbcCOIo9IpcCNqOWc4xRQHG3AcZp3yazAdUnuJNMUUBxLG5Cr58TlqaJiWGmHq+aoGMRzFSTEx0+czzx7VlqKOUbvK3Cj657JT72p6Z5Vp+KKSpEBrwHm8upIZ8gcmAvhYRCAyeZqLfqI+ByHcliDDmvFYwnraEDm2HNxHGi7e+jVDEjzUVdsuRxZSxxyaBkL7D58+PA+jWtBRo7vg8V3FMfST0Bo2jJgCyrhxLsn5gMWzRzB0Zi4YCp/FLiqPUPjqDMNFs/F3nE+M4vjeR/xLbPmuGrHiuNlDZifdi3QAEtYABcvAt6p+WqT81UBqMBV6S/2oW6CkUOMBwO8nXz77bfvP0psPS1x4wUvbK/2URwvaUCCjoYiHJ4jXMTikw0YAdK8W/Bj/Mx9BW5mD3trkUs2CAzYusHhPAxFZqiD/RhLNoiL5/f2VCVOcbykASFqfoLhZzw87QC1dSFsGRD5OAfzK30UuEo9shcy2WtAMOEbCnNscWD+aFjOq75VHC9rwCw4n4DY8s7K18u4VU853mmrwVXg8vevcKzMAx7ZaOj3qAExB3wVwwoaqB4Uxy/CgDRPCzIFAewtc6mLh/NXbRW4Vf3cq5t1JpuW9jBTfq0kB4y1PjZgS5WB51qQYjkCyyBjDPbzhfHy8nITgvF7OW4mTDq4mgHBC28cNFA2DJ6GfIK1zAkOvJGC7adPn96VJuuWmd+Diu4ojpd9AsbXTOzf+0QDEnx8NSX0e3lmjytws/s4Uo8mhL40G+eDQzyXWUQOMQ9ZXdF8+O6KY3kDEtz3davAfV/1uOr3VhxtwOJEFbjibbu9pIDiaAMmoaodKnDV+nQ/2woojjbgtm7LRxW45Y25gUMKKI424CEZ5wcrcPM7ccUzCiiONuAZVSfMVeAmlHaJjgoojjZgR5FHpFLgRtRyznEKKI424DjNu2RW4Lokd5JpCiiONuA0BI8VUuAey+ZZqxRQHG3AVUR21lXgdk53WBEFFEcbsAgg1YYCp+J9vqYCiqMNWJPXe1cK3HuAdy6hgOJoAxbHp8AVb9vtJQUUxxsDIsh/rIGvgTHXQPLk2+GNAVsBPrdWAXXnXNuVqx9VQHG0AY8qOTlegZvchsudVEBxtAFPCjt6ugI3uq7z91VAcbQB++rcPZsC172QEw5VQHG0AYfKfj65Anc+szPMVEBxtAFnUniglgL3QCpPWaiA4mgDLoSyp7QCt2euY+oooDjagHUYNTtR4JrBPllWAcXRBiyL7HNjClzxtt1eUkBxtAGTUNUOFbhqfbqfbQUURxtwW7flowrc8sbcwCEFFEcb8JCM84MVuPmduOIZBRRHG/CMqhPmKnATSrtERwUURxuwo8gjUilwI2o55zgFFEcbcJzmXTIrcF2SO8k0BRTH0gbkCkhq2TCslMNVc3JMXnWHcVw2C8pzuSuO7VllaRqx/y2kwM3u40g9rmRLXaPmOU9mkDnyGmCuuHpSzlX5WHEsa0AID4MBXoZCc8WlqhAf4wD26enpbSnrFhiCp+l40WxdLK08o88pcKPrPpo/6wg943JkMW9mgDEwpckw/uHDh/cpjI/c3weL7yiOZQ1IPVsGbEElnGgoGBDnWx/EETTHI3yeW71V4Fb3pepDw2iQ1s2Sc2HWr7766uYm2eLNeGwrMor9qX3F8bIGjE87fOkMGiD52oJtNFuOpWj34DNu5laBm9nD3lr5Jsh5rZsdxsiBbHgcDcwc2JIptlf7KI6XNCBBR1CEE88REuNpWoLm05JxyKFelxgze6vAze5jTz3qnA0Cnal9Kw/GebPMTMgK41s5WnkrnVMcL2lACMufNQju+fn57SmXARIC43Fx8ELJsTYg1XpsGzWOGaBzyzw0F2+a5MInYsyBfeZnfB6vfPzFGTCLDfPAjPnuyzjCxcWQwTMGc1sXCsdXbBW4Fb3cqxk1jrHQvGWqljFpMsUR56u9pcTvqvYVx8s+AeMXpaFakBmXwbYuCtxZt3Iw18ytAjezhyO1oGF8QpFNPMd8LQbKxJxjA1KJSdt7TyUCy0+ul5eX9w55EURz0ZC4CPDhsbrzviebvHM1A0K/+CaSDQO9+QSj5mQAabFPlmD76dOnd8XJumXm96CiO4rjZZ+AAMWf/yJA6E9QHMe2BY0XAOOqmQ/fRYErep29tUUTQleajf2CQzyXGdB8iI95yKjFkbkrbxXH8gasLOqM3hS4GbVdo58CiqMN2E/jIZkUuCHFnHSYAoqjDThM8j6JFbg+2Z1llgKKow04i8CDdRS4B9N52iIFFEcbcBGQvWUVuL3zHVdDAcXRBqzBR3ahwMkJHiipgOJoA5bE9X9NKXD/F+G9KyigONqAxekpcMXbdntJAcXRBkxCVTtU4Kr16X62FVAcbcBt3ZaPKnDLG3MDhxRQHG3AQzLOD1bg5nfiimcUUBxtwDOqTpirwE0o7RIdFVAcbcCOIo9IpcCNqOWc4xRQHG8MiCD/sQa+BsZcAy173xiwFeBzaxVQd861Xbn6UQUURxvwqJKT4xW4yW243EkFFEcb8KSwo6crcKPrOn9fBRRHG7Cvzt2zKXDdCznhUAUURxtwqOznkytw5zM7w0wFFEcbcCaFB2opcA+k8pSFCiiONuBCKHtKK3B75jqmjgKKow1Yh1GzEwWuGeyTZRVQHG3Assg+N6bAFW/b7SUFFEcbMAlV7VCBq9an+9lWQHG0Abd1Wz6qwC1vzA0cUkBxtAEPyTg/WIGb34krnlFAcbQBz6g6Ya4CN6G0S3RUQHG0ATuKPCKVAjeilnOOU0BxtAHHad4lswLXJbmTTFNAcSxtQK6AFFfMiYphpRyumpNjuCQZx7mNKyDF+RzPKy3Feiv2FbgVveytmVc8iprnHJlTXEIOsbwGyCeP53xVjxXHsgaE8DAI4ClzxaWqEB/jsETZ09PT27p/LSgEv3VxtObNPqfAze5jbz2aj7piG5cji3m4jFy86YEpTYbxDx8+vE9hfOT+Plh8R3Esa0Dq2TJgCyrhECYuBBgQ51sfnN8yaGvOinMK3Ipe9tSEOaJBeKOL55gn3zRxPhuYsdwiDw3Kc1fYKo6XNWB82gFABg2T8rUF2wyNoBmT81WBqsBV6S/2kW+CHIPRsv4Ya51XORBPpthe7aM4XtKAhBTvqoQTzxES45XJaF71qsQ8K7YK3Ipe7tWkztkgrScdcvEmiHF+sI+bIs+RDc4pfpxbeas4XtKAEJrw+AR7fn5+u8sSXIbB+HxxMI4Xj5rPuNlbBW52H3vqKY2hqTIPb5zk+PXXX7/Ftjgxf+smu6e/lTGK42UNmMUkyBY4xN4zGO+01eAqcPn7VzhWGsOArVfQVs+I3XoTAd+t8VbOCucUxy/CgDTPFmTePR816CqICtyqfu7VxQ0s3sTIJp5TOWjgrVgbUKk36DwEV68vKEloOebl5eW9I14E0aBxHIGAnnO8J1i4czUDghdeJ3mjy4ZRTzjeICMjsP306dO7+mS9ZdD34GI7iuNln4AAyZ8bsB8/BMVxbCM0GjKOR/Ax1+p9BW51X1v1aULom18XwSGewzE50LTMHfMwJnJk3BW2imN5A15B3JE9KnAjazp3fwUURxuwv9ZdMypwXYs42XAFFEcbcLj05woocOeyevZsBRRHG3A2iYP1FLiDaRy+WAHF0QZcDOZeeQXu3jyP11JAcbQBa3H6TjcK3HcCfaK0AoqjDVga2+vbeo3FW3R7OxSwAXeIVDFEgavYq3vSCiiOfgJqzUqMKHAlmnMTuxVQHG3A3RKuCVTg1nTjqo8qoDjagI8qOmmeAjepvMt0UkBxtAE7CTwqjQI3qp7zjlFAcbQBx+jdLasC162AE01RQHG8MSCC/Mca+BoYcw20nH5jwFaAz61VQN0513bl6kcVUBxtwKNKTo5X4Ca34XInFVAcbcCTwo6ersCNruv8fRVQHG3Avjp3z6bAdS/khEMVUBxtwKGyn0+uwJ3P7AwzFVAcbcCZFB6opcA9kMpTFiqgONqAC6HsKa3A7ZnrmDoKKI42YB1GzU4UuGawT5ZVQHG0Acsi+9yYAle8bbeXFFAcbcAkVLVDBa5an+5nWwHF0Qbc1m35qAK3vDE3cEgBxdEGPCTj/GAFbn4nrnhGAcXRBjyj6oS5CtyE0i7RUQHF0QbsKPKIVArciFrOOU4BxdEGHKd5l8wKXJfkTjJNAcWxtAG5ApJaNiyurKNi4kpIOSavopRXWZpGZ6OQArcxZflQ1HWPppFja5UqXgdYISkzXP5ldzagOJY1IEQHGCxRlUWnqeJSVYjPcVzeKi97Bc14kfAC4fp0rdidGg8JU+CGFOuQFLo+PT29fvz4cXPJcJYCQ5puD9cYzxxX2CqOZQ1IUVsGxLm4xhxiW4bChYDzrQ+MR/AcrwhXgWPPVbc0E29wrT5x0/vqq69eseUnsiXTeFOseqNk/2qrOF7WgPlpR+B8KmL7zTffvJksL+6YYylay+wcW7VV4Fb1s7cuNd4yIMYyx2i6aEbW3ZOXsZW2iuMlDUhINBuEBiwYDec4Hp+SvHMCuoLYAr4aogK3uq979ZXGcR5Y5LcQssNY64bIvJF9zFl1X3G8pAEhMg3Fp9vz8/MbTIDjGADGD8Zwx/2nf/qnty2O48cGjGqc26dRssYxK0y0ZUDygin5YV4bkIoM3rbugq2SiIMZsb1nwH/5l395A58h7q3Vqj/qnLpzjqrXKy+NsmXAlsH4BAQL/IlvMehtT95e36FnHsXxsk/AKA6h8G7K4wwfx4yJ+8zVuiNzbNVWgVvVz966ikGcjxul/xLmfxWpCvreU4l3zPzDfL575qcij2lSHmNepU9VLvc0UgaE3nyqMYY3RR7HNxPsR7YVb5L3tMC44njZJyBA8uc/migLATMxhq+nMYamY0w1822Bi9+j4j7NlNnAQDQg+mYcGUTz8XvhHMdpVo5dZXtZA15F4FF9KnCj6jnvGAUUx/JPwDFyXCerAnedb+BOoYDiaAMWvz4UuOJtu72kgOJoAyahqh0qcNX6dD/bCiiONuC2bstHFbjljbmBQwoojjbgIRnnBytw8ztxxTMKKI424BlVJ8xV4CaUdomOCiiONmBHkUekUuBG1HLOcQoojjbgOM27ZFbguiR3kmkKKI424DQEjxVS4B7L5lmrFFAcbcBVRHbWVeB2TndYEQUURxuwCCDVhgKn4n2+pgKKow1Yk9d7Vwrce4B3LqGA4nhjQAT5jzXwNTDmGmjdKW4M2ArwubUKqDvn2q5c/agCiqMNeFTJyfEK3OQ2XO6kAoqjDXhS2NHTFbjRdZ2/rwKKow3YV+fu2RS47oWccKgCiqMNOFT288kVuPOZnWGmAoqjDTiTwgO1FLgHUnnKQgUURxtwIZQ9pRW4PXMdU0cBxdEGrMOo2YkC1wz2ybIKKI42YFlknxtT4Iq37faSAoqjDZiEqnaowFXr0/1sK6A42oDbui0fVeCWN+YGDimgONqAh2ScH6zAze/EFc8ooDjagGdUnTBXgZtQ2iU6KqA42oAdRR6RSoEbUcs5xymgONqA4zTvklmB65LcSaYpoDiWNiBXQIrLU0XF4qo5KiauvpNj4nyuvpNX84n1VuwrcCt62VuTS8ZB0z16Rg559aO8ghVyZo57+1oZpziWNSDAAQyWDMuC01QY5wfxOY7Lk7WWHWOO1hhzVtgqcBV6a/UA8z09Pb1+/PjxfcnwVhzPgSFNRyaRK/hwnHOuuFUcyxqQIgNAy1hxjTnE8q7LOy7unLgQcL714YWCuMofBa5yz+iNZiKPVr/QfmuFXMzhjbg1/0rnFMfLGjCbksB598T2m2++ebt78vWSYwCXX21yvipwFbgq/ak+yGPLgBjLuvNGyjcTMCO/va+0qqeV5xXHSxqQkKKhAAyAcI7j8SlJw7UuCF4sMX4lrFhbgYsxFfepaUtv9oux/HpJdq15kTFzXGWrOF7SgBCdhuLd8fn5+Q0mwHGMd1FCwli+43JsCzxjVmwVuBW9HKm5x4C4WR4xIOpvMTzS3+xYxfGyBswC8u6I7SMG5AUTn6q5xopjBW5FL0dqUs/Wk4x5WmbijTDfPDkH5yu+qbA/tVUcvwgDEjbvpjzO8HHMmCwUwec5OW72sQI3u4+j9RSDmAc3ynt/CRPjsd8ybY6peKw4Xt6ANE5+tcx3yvxUfHl5ueGEJ1/OcROw6ECBW9TO7rLKgDAQn2CM4U2Rx3wLwTH48kOG1W6S7G9rqzhe1oCAwJ//FBCYkDHY8rWGoOMYL4ItEVeMKXArejlSkxpnNjAXDYh8jCMLmg9jmV9keKSXCrGKY3kDVhBvZQ8K3MqeXPu4AoqjDXhcy6kzFLipTbjYaQUURxvwtLRjEyhwY6s6e28FFEcbsLfSnfMpcJ3LON1gBRRHG3Cw8GfTK3Bn83r+XAUURxtwLofD1RS4w4k8YakCiqMNuBTL/eIK3P2ZjqikgOJoA1ai1OhFgWuE+lRhBRRHG7AwNLSmwBVv2+0lBRRHGzAJVe1QgavWp/vZVkBxtAG3dVs+qsAtb8wNHFJAcbQBD8k4P1iBm9+JK55RQHG0Ac+oOmGuAjehtEt0VEBxvDEggvzHGvgaGHMNtPx8Y8BWgM+tVUDdOdd25epHFVAcbcCjSk6OV+Amt+FyJxVQHG3Ak8KOnq7Aja7r/H0VUBxtwL46d8+mwHUv5IRDFVAcbcChsp9PrsCdz+wMMxVQHG3AmRQeqKXAPZDKUxYqoDjagAuh7CmtwO2Z65g6CiiONmAdRs1OFLhmsE+WVUBxtAHLIvvcmAJXvG23lxRQHG3AJFS1QwWuWp/uZ1sBxdEG3NZt+agCt7wxN3BIAcXRBjwk4/xgBW5+J654RgHF0QY8o+qEuQrchNIu0VEBxdEG7CjyiFQK3IhazjlOAcXRBhyneZfMClyX5E4yTQHFsbQBuQKSWjYMK+lwVZ0Yk1fcYQy2cRUkLm3G8bySzzQ6G4UUuI0py4eirvc0jQzBIa6OhC+SV0iK/JZ/0QMNKI5lDQhwgAEA0Vz4zjRYhIX4HBf14RxeELxIeMy157iEWZy7cl+BW9nTVm3o+vT09Prx48f3JcNVPDT/9ttv34fJgEyQC4bDFh8yvKIJFceyBiSVlgFxLq4xh9hsKM7nNucB5AwShs7nOH/VVoFb1c/eujQLzbRnHufEG2ue12KfYyoeK46XNWB+2m3B4xgvBh5n0NmkFUAqcBV62+qBGlPzrViOITbfWDnGbUVG7G1rqzhe0oB82kUDAUzrZwiIkqGpiwNx9y6ALZFHjClwI2r1zKk0zjXIMv98nuN4DOaRO89X3yqOlzQgxObPC/wLlOfn5+bPHK0LgdDz3dkG7HcZt3S/l5030cyF8/KNlOevsP3iDJhFJzxs4wcw976uVgSswMXvWHH/EQPie7R44TzYVHs7OaK74njZJ2D88oSd/wJFPekIOsfj1Safi3VW7CtwK3o5UpNM1NNM5WoZ8Ormw3dVHC9vQJosP+XwpVswCZ6vsLxAeJyfoIxftVXgVvWzt64yIPTmk+zHP/7xK/7wQwZkgvMxnnFX3CqOlzUgwPDnvwiMcFowOcYtY5inmvnQpwLH71B1qwyItwwaMDIkg8gSPHg+byuy2mKhOJY34NaX+j6MKXDfh+/+JX1HxdEGLE5ZgSvetttLCiiONmASqtqhAletT/ezrYDiaANu67Z8VIFb3pgbOKSA4mgDHpJxfrACN78TVzyjgOJoA55RdcJcBW5CaZfoqIDiaAN2FHlEKgVuRC3nHKeA4mgDjtO8S2YFrktyJ5mmgOJoA05D8FghBe6xbJ61SgHF0QZcRWRnXQVu53SHFVFAcbQBiwBSbShwKt7nayqgONqANXm9d6XAvQd45xIKKI42YHF8Clzxtt1eUkBxvDEggvzHGvgaGHMNJE++Hd4YsBXgc2sVUHfOtV25+lEFFEcb8KiSk+MVuMltuNxJBRRHG/CksKOnK3Cj6zp/XwUURxuwr87dsylw3Qs54VAFFEcbcKjs55MrcOczO8NMBRRHG3AmhQdqKXAPpPKUhQoojjbgQih7Sitwe+Y6po4CiqMNWIdRsxMFrhnsk2UVUBxtwLLIPjemwBVv2+0lBRRHGzAJVe1QgavWp/vZVkBxtAG3dVs+qsAtb8wNHFJAcbQBD8k4P1iBm9+JK55RQHG0Ac+oOmGuAjehtEt0VEBxtAE7ijwilQI3opZzjlNAcbQBx2neJbMC1yW5k0xTQHEsbUCuntNaegzKYaUdrpoTY7gyD8fiNq7/x6XNOB5X5plG5k4hBe7OtKXDUdd7mpIxGeTlp/MKVoiLrJd+0QPFFceyBgQYwMAyVFlwGizCQnyOi/pwDi8IXiQ8Juhqy14pcPG7VdqHrk9PT68fP35sLhkee4XmWFocbPAhk8gVPOJNM86/0r7iWNaAFLdlQJzjGnOMIzwaiue5zXkQl8ECfD7H+au2CtyqfvbWzTe8vfPAJd5IcRwNuTdPtTjF8bIGjJAgNoG3YHGM5uRxjs0mrQBRgavQ21YP1Jiab8XGMcTHmyAY8fUU26P5Yu6V+4rjJQ3Ip100EMwDQPEcBc/GUhcH4vKTlTlWbRW4Vf3sras03pp/b84W4628FcYUx0saEILyZzbeHfGzBO6c+Q7ZgkoD51gbsN+l2tL9Xvb89GvFIya//bTiqp374gyYBebdEdv4aQHjxZGflphbDa4CF79jxX1qnG9yqtcWp1ZsxZtkq898TnG87BMwfkHCjj87YFw96TAG4DkehsznYp0V+wrcil6O1CSTPQbcaz7UPxJ7pN/RsYrj5Q1Ik7WeXFuw+ArLC4TH+Qk6Gsy9/ArcvXmrx5UBoXf8ORs3vRY79I8c4MsPGZEZz19hqzhe1oCAwJ//WkD2wGIM81QzHy4sBa76RacMCMPRgJEhGWDLcfCI57FfkdEeFopjeQPu+XJfcowC9yV/5y/xuymONmBx2gpc8bbdXlJAcbQBk1DVDhW4an26n20FFEcbcFu35aMK3PLG3MAhBRRHG/CQjPODFbj5nbjiGQUURxvwjKoT5ipwE0q7REcFFEcbsKPII1IpcCNqOec4BRRHG3Cc5l0yK3BdkjvJNAUURxtwGoLHCilwj2XzrFUKKI424CoiO+sqcDunO6yIAoqjDVgEkGpDgVPxPl9TAcXRBqzJ670rBe49wDuXUEBxtAGL41Pgirft9pICiuONARHkP9bA18CYayB58u3wxoCtAJ9bq4C6c67tytWPKqA42oBHlZwcr8BNbsPlTiqgONqAJ4UdPV2BG13X+fsqoDjagH117p5NgeteyAmHKqA42oBDZT+fXIE7n9kZZiqgONqAMyk8UEuBeyCVpyxUQHG0ARdC2VNagdsz1zF1FFAcbcA6jJqdKHDNYJ8sq4DiaAOWRfa5MQWueNtuLymgONqASahqhwpctT7dz7YCiqMNuK3b8lEFbnljbuCQAoqjDXhIxvnBCtz8TlzxjAKKow14RtUJcxW4CaVdoqMCiqMN2FHkEakUuBG1nHOcAoqjDThO8y6ZFbguyZ1kmgKKY2kDcvUctXwVVtrh6jkxhivzcCxu4/p/cT5jWistTaPUKKTANULLnOKScdD0np6tFZDIKK9eRUZ78pYR438bURzLGhDgYBAAiubC96HBMM4P4nMcx+IcXhDMUX25KwUufrdK+zDf09PT68ePH5tLhudeyTmfV8cw5VdfffW2RLmKqXhecSxrQIrYMiDOcQ05xvGuS4PxPLc5Dy8UAK38UeAq94zeeINTPNg/bqL3YhiLLeLjjTeOVd5XHC9rwPy0I/AWHI5F0Pn1JuerAlOBq9Kf6qOleY5lTHy13HojuerTD99bcbykAfm0i2YDOICM5wg8P/14nlteCPmpyvGVWwVuZU97alPTeNO7Nw+xWz/fgW2L7728FcYVx0saEILmJ9jz83PzZ469FwJNfeSCmQFWgZtR+0yNvbrnGjAY/xImjl356YfvoThe1oARDvb5BMyvMDDUntdLXjDV7rAKXP7+1Y6p59EbWosXc1Vjc0RzxfGLMCAB5Tvnkafakdgjwp+NVeDO5h09n0yOGrD1BMRNteKPB0c0VBwvb0Aap/WUa91NKdrLywt337YA38pxE7TgQIFb0MqhksqAYEIzgR3i+Gm9xTDPlZ9++H6K42UNCJD827PWXZY/I7bGCJXzsc1PT14Uq7cK3Oq+7tWnxll/GIkGjAzBgOdjbsS0zseYK+wrjuUNeAVxR/aowI2s6dz9FVAcbcD+WnfNqMB1LeJkwxVQHG3A4dKfK6DAncvq2bMVUBxtwNkkDtZT4A6mcfhiBRRHG3AxmHvlFbh78zxeSwHF0Qasxek73Shw3wn0idIKKI42YGls+v8/Kt6220sK2IBJkKscKnBX6d99flZAcfQTsPgVosAVb9vtJQUURxswCVXtUIGr1qf72VZAcbQBt3VbPqrALW/MDRxSQHG0AQ/JOD9YgZvfiSueUUBxtAHPqDphrgI3obRLdFRAcbwxIIL8xxr4GhhzDbT8fGPAVoDPrVVA3TnXduXqRxVQHG3Ao0pOjlfgJrfhcicVUBxtwJPCjp6uwI2u6/x9FVAcbcC+OnfPpsB1L+SEQxVQHG3AobKfT67Anc/sDDMVUBxtwJkUHqilwD2QylMWKqA42oALoewprcDtmeuYOgoojjZgHUbNThS4ZrBPllVAsegkFgAAEyNJREFUcbQByyL73JgCV7xtt5cUUBxtwCRUtUMFrlqf7mdbAcXRBtzWbfmoAre8MTdwSAHF0QY8JOP8YAVufieueEYBxdEGPKPqhLkK3ITSLtFRAcXRBuwo8ohUCtyIWs45TgHF0QYcp3mXzApcl+ROMk0BxbG0Abl6jlo2DCvtcIWjVgznMwbH8RPnq5gYv2JfgVvRy56aXC6Oet5b2Sgzai1DFmNanPf0tTpGcSxrQIgOGFgzLovOpa8iLMTHuHzM5cq4gi5z8Hg1IFVfgVPxq8+TGfsAB2VCMMHS4mCBD827xRVjVZeS43dubRXHsgbkl2gZEOcyVMIDcHwAKoKk4TiO+Kenp7e15lmr4laBq9hrq6fMpRUTz8UbJ+fGm2S+kca5lfcVx8saMD7tIDwNRtMBGl6DCC+bliD5qpTzVYGpwFXp714fLRNtzYEB+YTLzDCPnHkj3cpVaUxxvKQBCZVmg9A0XDzHOJhsy2CEmp+qFQAqcBV629MDuGxpH3OQA83VmsuYyDnmqLqvOF7SgBA5P8HwswTunBFeNBTOxydiBkWzcn4eX3WswK3q50hdagoj7flAez79EI/jbF4bcI+SHWNad8FWesTRYASfzYS7ZgQc81QFe1UDKgZR87jfMhuYxpso4skps425Ku4rjpd9AkaRCYXmIvx8521BZh7OqQZWgWPfFbdHtVRcmCdy5JtPPFdRg9yT4nh5AxJSflXB0y6eYxwN9vLycqNRjr8ZXHigwC1sabM0DUKdczDOx6faPd3zOI55o825Kx8rjpc1IEDybzAVbMBiDLaM4xMzjlWFqsBVvNh4k4u6ch8s8MGWBowMGYctx/kdI8eqnNir2iqO5Q2ovtD35bwC9335/l/K91QcbcDihBW44m27vaSA4mgDJqGqHSpw1fp0P9sKKI424LZuy0cVuOWNuYFDCiiONuAhGecHK3DzO3HFMwoojjbgGVUnzFXgJpR2iY4KKI42YEeRR6RS4EbUcs5xCiiONuA4zbtkVuC6JHeSaQoojjbgNASPFVLgHsvmWasUUBxtwFVEdtZV4HZOd1gRBRRHG7AIINWGAqfifb6mAoqjDViT13tXCtx7gHcuoYDiaAMWx6fAFW/b7SUFFMcbAyLIf6yBr4Ex10Dy5NvhjQFbAT63VgF151zblasfVUBxtAGPKjk5XoGb3IbLnVRAcbQBTwo7eroCN7qu8/dVQHG0Afvq3D2bAte9kBMOVUBxtAGHyn4+uQJ3PrMzzFRAcbQBZ1J4oJYC90AqT1mogOJoAy6Esqe0ArdnrmPqKKA42oB1GDU7UeCawT5ZVgHF0QYsi+xzYwpc8bbdXlJAcbQBk1DVDhW4an26n20FFEcbcFu35aMK3PLG3MAhBRRHG/CQjPODFbj5nbjiGQUURxvwjKoT5ipwE0q7REcFFEcbsKPII1IpcCNqOec4BRRHG3Cc5l0yK3BdkjvJNAUUx9IG5Oo5cZmxqFhcNacVgzXk4qo7eU25OJ9xXEEp1lm5r8Ct7Gmrdl4hKa90lOdmRuCQV0DidYCxFuecs+Kx4ljWgBAdBgGgLDqXF8M4P4iPcfmY69bRhMzBY+aptlXgqvXJfsiMx+CwZUJyZnzeZo7Inw2a51Q8VhzLGpAitgyIcxkq77wAFveZB9sIDzFPT09va83HmGr7Cly1PlU/igXjwQTMWh/OjTfJfCNtzat4TnG8rAHj0w6C84kGoC1wiIl3U4Lkq2fOVwWiAlelv3t9KBaYR2ZkgG00W+tGyznKtPf6WTWuOF7SgIQKs/EDWADIc9hGU3FOPMe5hJqfqhxfuVXgVvZ0pDa4tDRv5YCpwJDmas0lK3Ju5al4TnG8pAEhcH6CPT8/v/1sQHgExbsrLoKvv/5a/vxAg3J+FYgKXJX+tvqgpjDS3g+MxZ/xwCKbl1xtwL2Knoxr3QVbKRGXX2FiHC8GBa4q2KsakHofvaFF04Fpfishp6N547WwYl9xvOwTMIpIKLxzxjHuA1iGyTFsH71gYo4R+wrciFq9cp7RMj4BmSc+QfnmE8/16ntkHsXx8gYkpPyqEsUE1Px0fHl5iSFvPztu5bgJnnigwE1s4VApGkQ9oeKNEOxw8+Sn9RYDdpFLNCjnXWGrOF7WgADJn+9asHkhICY/GfnE5PxWTBWoClyV/mIfvBlGXbkP4+CDLd9EIkPE8XzMyTnMk1nm2KrHimN5A1YVdFZfCtys+q7TRwHF0Qbso++wLArcsIJOPEQBxdEGHCJ3v6QKXL8KzjRDAcXRBpyh/okaCtyJlJ66QAHF0QZcAONISQXuSA7HrldAcbQB17PZ7ECB25zkwXIKKI42YDlUtw0pcLdRPqqugOJoAxYnp8AVb9vtJQUURxswCVXtUIGr1qf72VZAcbQBt3VbPqrALW/MDRxSQHG0AQ/JOD9YgZvfiSueUUBxtAHPqDphrgI3obRLdFRAcbQBO4o8IpUCN6KWc45TQHG8MSCC/Mca+BoYcw207H1jwFaAz61VQN0513bl6kcVUBxtwKNKTo5X4Ca34XInFVAcbcCTwo6ersCNruv8fRVQHG3Avjp3z6bAdS/khEMVUBxtwKGyn0+uwJ3P7AwzFVAcbcCZFB6opcA9kMpTFiqgONqAC6HsKa3A7ZnrmDoKKI42YB1GzU4UuGawT5ZVQHG0Acsi+9yYAle8bbeXFFAcbcAkVLVDBa5an+5nWwHF0Qbc1m35qAK3vDE3cEgBxdEGPCTj/GAFbn4nrnhGAcXRBjyj6oS5CtyE0i7RUQHF0QbsKPKIVArciFrOOU4BxdEGHKd5l8wKXJfkTjJNAcWxrAHzyjlcXScqFmPiElaMiSskYXWdvKYccnLVHW5bKy0x34qtAreilz01s+ZqxSPmigzB4BHOzFV5qziWNCAgYslprh3HZa8iHICLpsNYXLqKFwJNh228GLhEGcerwlPgqvb74cOHt8VO2R+4RE48j20PzjFf5X3FsaQBW0JGw9GQ0TzZcAAfDUvD8RxyPD09vV0ErXpVzilwVfq710e+8d2LP8r5Xr4q44rjpQzIJ1wLKg0GgDQo9uMHx8xBw/LVU92l4/wV+wrcil6O1iQH3vT2zI+M7nHek69KjOJ4CQNGc0FQgMmGYQxgEzzi4gdw8zyMc258RY3zVu4rcCt7ulcbOvPGlhlszSUHzMfnHuetXNXGFMdLGDDeFSFsy0iEBwPy6Zbht+YRFE1L+Dy/eqvAre5rT30yad30WvOPcm7lqHpOcSxvwJZpYKz8tCJsxCszZcARFucfeV2K80ftK3Cj6vXOq1jkOo9wzjkqHyuOpQ3YggKRCTU+4fJTD0aKZrpnMOZEzUofBa5Sj1u97NH1DOet2pXGFMeyBoR5tl5d8jiO+RcsEB7mxM8hNGl+ar68vNzwyfluBhceKHALW9osTb0ZlHWF2eLbSx7nPG7zOI4jZ8ZV3yqOJQ0ISPwhPm4jOAgOGBxvQaEJERPn8mnIudi25leAqsBV6C33wKdd1DXfRMGMLHpxzn1UPFYcSxqwooCrelLgVvXjuo8poDjagI/pOW2WAjetARfqooDiaAN2kXdcEgVuXEVnHqGA4mgDjlC7Y04FrmMJp5qggOJoA04Q/0wJBe5MTs+dr4DiaAPOZ3GoogJ3KImDlyugONqAy9FsN6DAbc/yaDUFFEcbsBqp1I8Cl8J8WFwBxdEGvCi44m27vaSADZgEucqhAneV/t3nZwUURz8Bi18hClzxtt1eUkBxtAGTUNUOFbhqfbqfbQUURxtwW7flowrc8sbcwCEFFMcbAyLIf6yBr4Ex10DLsTcGbAX43FoF1J1zbVeuflQBxdEGPKrk5HgFbnIbLndSAcXRBjwp7OjpCtzous7fVwHF0Qbsq3P3bApc90JOOFQBxdEGHCr7+eQK3PnMzjBTAcXRBpxJ4YFaCtwDqTxloQKKow24EMqe0grcnrmOqaOA4mgD1mHU7ESBawb7ZFkFFEcbsCyyz40pcMXbdntJAcXRBkxCVTtU4Kr16X62FVAcbcBt3ZaPKnDLG3MDhxRQHG3AQzLOD1bg5nfiimcUUBxtwDOqTpirwE0o7RIdFVAcbcCOIo9IpcCNqOWc4xRQHG3AcZp3yazAdUnuJNMUUBzLGjCvnINVdfInxuRVeBAbV+tBbP7E1ZOwok+rRp4z+1iBm93H3npRc2jKlZDU/LxSVWuVqnucVe5K5xXHkgbEYpvPz89va7dDREKNBgGUaDqMRXiY8/T09Prx48e389mAeb1A1shxqyEqcKv7UvXBIa4RCD2VCVuaZ473OKs+qp1XHEsasCVeBEFwEXReIZc5eIfNxsJxNCziAR9/Kn0UuEo9bvVCVll/zIlMmSNy5Nw9nDm/6lZxvJQBaZj89ILoymjqPEHzwuBxhF0BpgJXobc9PbRMxHmtmyDjMXaEM3NW3SqOlzBgNhHAxNdPiM6Y/ATjeRotAuLYnp9V4ryZ+wrczB7O1GqxYj7e9CIb7IMHDbiXM3NW3SqOlzAgYPDpB4FxvBcMTYY58UP4fOJhS/AxbvW+Are6rz31+TSjxq051B3a48/XX3/9xhbnj3Bu5a50TnEsb8AWBMDJP9gro7XO81x+WrZqrYaowK3u6159mi/f+O7NQzzZHuF8L+/qccWxtAGVIQgXgPjJTzSep9nihdA6h/gWcOZZtVXgVvWzpy75RM2PzOONkXn2cN6Tf2WM4ljWgICQXzOjgHkcx/E1lbHKbPFOi1jGET7nr94qcKv7UvV5I1Tmy7ozD+dlhns5M0/VreJY0oCAxJ8J4pavJhQZcDiewTGGxmpdELlONfPhOyhw/H6VtnxikUncUltsI8fIMD7p4veKMYpzjK+4rziWNGBFAVf1pMCt6sd1H1NAcbQBH9Nz2iwFbloDLtRFAcXRBuwi77gkCty4is48QgHF0QYcoXbHnApcxxJONUEBxdEGnCD+mRIK3JmcnjtfAcXRBpzP4lBFBe5QEgcvV0BxtAGXo9luQIHbnuXRagoojjZgNVKpHwUuhfmwuAKKow14UXDF23Z7SQEbMAlylUMF7ir9u8/PCiiOfgIWv0IUuOJtu72kgOJoAyahqh0qcNX6dD/bCiiONuC2bstHFbjljbmBQwoojjcGRJD/WANfA2OugZZjbwzYCvC5tQqoO+farlz9qAKKow14VMnJ8Qrc5DZc7qQCiqMNeFLY0dMVuNF1nb+vAoqjDdhX5+7ZFLjuhZxwqAKKow04VPbzyRW485mdYaYCiqMNOJPCA7UUuAdSecpCBRRHG3AhlD2lFbg9cx1TRwHF0Qasw6jZiQLXDPbJsgoojjZgWWSfG1Pgirft9pICiqMNmISqdqjAVevT/WwroDjagNu6LR9V4JY35gYOKaA42oCHZJwfrMDN78QVzyigONqAZ1SdMFeBm1DaJToqoDjagB1FHpFKgRtRyznHKaA42oDjNO+SWYHrktxJpimgOJY14J6Vi2JMaymzuFpPa3UkrMbTWsFnGpUdhRS4HVOXhHCZMeoaV0JqNRQZYg5XUWJszoeYFmvGV90qjiUNCNGfn5/f1uyDoDRShANwEQTG4tJVmPP09PT68ePHt/PZgHkxTtbIcauBKnCr+1L1P3z48MaL4+ASOfE8tns4g1PkGudfaV9xLGnAlrDRcDRLXE+Od8p4DnnU+oDIl8HiYokmb/Ux+5wCN7uPR+vlG929PJEzYnFcjcm979AaVxwvZUAapgVVGU2dp2EBGB8eZwO3xJx5ToGb2cOjtXijPGKgfGPEXL7OYktej/a0ap7ieAkDZhPBJPm1hjEZNs+3wHEMYO/9rFIN3Kp+9tSF1jTNkRsaebRYoS5yIW9mvKen1TGXNiCA8OkHIXF81oD5iUe4Cv4qgArcqn6O1KWhMiuVI3NuxbXYt+KqnVMcyz8BW4LDLPmJRdjZQK3zPJfvpK1aq0EqcKv72lufr6GZS56/V/sW+5yr4rHiWNqACgqhAgY/+YnG8zRbvABa5xBfEa4Cx+9XfUtWUf/cs+Kc43B8JLY1f9U5xbGsAfF02np1yeM4jq+pFFqZDSDjU5Rx+anIPKu2Ctyqfu7VjTdFxGZOWfc8HvODCQzMD2+yyHG1j+JY0oAQmD/Ex200DAAAHsdb5kMMjdWClutUMx/6V+AqXoB82pEJtvkmCo3JMevPeRyHmXmO22zwijq0elIcSxqw9QW+r+cUuO+rHlf93oqjDVicqAJXvG23lxRQHG3AJFS1QwWuWp/uZ1sBxdEG3NZt+agCt7wxN3BIAcXRBjwk4/xgBW5+J654RgHF0QY8o+qEuQrchNIu0VEBxdEG7CjyiFQK3IhazjlOAcXRBhyneZfMClyX5E4yTQHF0QachuCxQgrcY9k8a5UCiqMNuIrIzroK3M7pDiuigOJoAxYBpNpQ4FS8z9dUQHG0AWvyeu9KgXsP8M4lFFAcbcDi+BS44m27vaSA4nhjQAT5jzXwNTDmGkiefDt8N2Br0OesgBUYq4ANOFZfZ7cCmwrYgJvyeNAKjFXgfwCnR4+lgyYnmwAAAABJRU5ErkJggg==[/img][br]
Use graphing technology to create a scatter plot of the data.
Does a linear model seem appropriate for this data? Why or why not? [br]
If the data seems appropriate, create the line of best fit. Round to two decimal places. [br]
What is the slope of the line of best fit, and what does it mean in this context? Is it realistic?[br]
Give a value for [math]r[/math] that indicates that a line of best fit has a negative slope and models the data well.
What is the [math]y[/math]-intercept of the line of best fit, and what does it mean in this context? Is it realistic?[br]