2023 - Sess. Straord. - Q6

Si consideri la funzione [math]F\left(x\right)=\int_{-2}^xf\left(t\right)dt[/math] con [math]x\in\left[-2,5\right][/math], dove [math]f[/math] รจ la funzione rappresentata in figura, ottenuta dall'unione di una semicirconferenza e di due segmenti.[br]Calcolare [math]F\left(-2\right),F\left(2\right),F\left(3\right)[/math] e [math]F\left(5\right)[/math].[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfsAAAF5CAYAAACY84MBAAAgAElEQVR4Xu19C5heRZF2TSaTewgGhcREExFFUX4iAoFFjIuuNy5yExWUFRZ0QfECaFbwgoh4F9R185hwR11EEQUVRMWArhIibEwQ1ohAMAMBBCIhFzKZyd91Ps7MN1++7/T7JqdzZiZvP888GKen61R1V71d1dXVbRtDs4K2bt06e/rpp23ChAlF3bLf/eMf/8j+i/ZF+jH0b775Zps2bZpNnz4d+tay6Tv/I0eOtFGjRhXSZ3nywWbNmjWgecrnPybT+fPn2+c+9zlbvXq1HXLIITZ79uxCvlLINMU6vf/++23ZsmXwPCHrBJWp92PWFCpT5wnRpYGg+yhPbiMQXcplGtNlZo6Yvj6fCG0fMwVPDH2XfUzvcyVHx2V4QumjtJl5YtYJq09ly7RNYF+MoSmMKDOmL3qBfbkbKIE9tilljVOVG32BfdwZYICpamAU2Je/gRLYR/xlBphRg8OMOZTA/uyzz7bvfve7tvvuu9uSJUuy//qP//+tWgqZCuwF9tEw2TPREsS7Rj1LxmNkwJYBRnRctB/DE7PZYHhC5V81T+zmWZ59gZYqjI/tBpnNBgq2MaX/whe+YLfddpudeuqpGdB/4xvfsBtvvNFOP/1022effVqG81H6LE9le6EK41d7hIeuEwZEUHBAwSamI/WmDaWtMH7t+BgBRkam6JjMBkZgX6JnLbDHFz2Th7Gl58sO7H5Wf/XVV2ez7f/2n6VLl2b/PvLII+01r3lNthFobKgRF9hzuTXInLLGqewNFDunCE8CeywXoGpgZOYJBeaqeWL1CdnAMJsNhfFL3GykAKahEsZfsGCBzZw5synY1/9OYN9fAowhK3sDxxongX38cICZT+QIQZ69PHt0E9O2du3awmz89evXZ9n448ePj67kVatWZX3Qvkg/hr6DxpQpU2zq1KnQt5ZN3/l372LEiBGF9FmefLAcKIsGdvpV8eTfhdKfM2eO+c/ixYuheSpbpinW6fLly62zsxOeJ4QnRqbMmkLXqfOE6FL+nVXqPspT0caycTG6TGO6zMwR0xel7WOm4Imhj+q9fys6LsMTSh+lzcwTwxOrT4gtZ+i3rVy5Mgr2XV1dNnbs2Khh9utU3tC+SD+fIJT+okWLbNKkSdlPrPm3lk3fx+zo6IgaCJYn52XGjBkxlrLrbFXx5B+H0p87d67NmzfPFi5cCPFUtkxTrNMVK1aY/6DzhPDEyJRZU+g6dX4QXcq/s0rdR3lyG4HMEWNE0XXPziey0fAxU/DEACPDPzouwxNKH6XNzBOzTlh9Qmw5Q19h/AjcpDg3ZMYcKmH8ejE3ntkXTUGKoxFl4ysbP7rLDB3Q8CgamneaaF+Uto/JnG+j46L9GJ68Lzouw1MKmaJjMjyxx2I6sy/QUiXoDcwEvcYpE9hjYMsYUmYDiW6gWOPk34sYKNSQpuCJAREUmFB+2PnUmT1WOwCVPzqfzDwJ7MFqe4hhYBReYC+wR9aUPHtssyGwxzLXUbBhQIQBphQbGIY+wz86LsMTSh+lzcyTwF5gXxglZDcwPhhS4pNZ9GVnbjMKIs8eA1tGpsyakmePeYwoOKB6x86nPHtsnlD5o/PJzJPAXmAvsC+QgMBeYI9EYFJsYBiPEQUHFGwYEEFp68w+TR4EM6foXLGRMkRHmM2GEvQKYTnNAyOMEVOCHgaMjEwVxsdkyhonndlHjEn4NQoiKIAI7NPIFJ0nBmxZfRLYK0GvpQTQBcoCI1KZjPFa5NljYMvINMWcssZJYC+wj0kA3cQwERjG7qFHI+iYAnuF8RXGVxi/cFNW9gZKYI9toBgQQYGJAQa0L0pbnr08e3StKIyvMH6hBNBkLsYLlWePARMjU4E9JlOBPXbDAAUQZo0yXjAzTyk2UOiYDE9spKz0ML4q6BWjfYrKZMyYXknKG1L1i6kkhVYlRCuT+Tei9FVBD6u0yMiUWVPonLIVv/x7kapf6DpJwRNTmQ2tuIbyw86nKujFq4amkikzp+g6YfUJ0SXnH6WvcrkRzz6FwWHGFNhjwMjIVOVyMZmyxklgHzuxxjfEqAF3iik2MAz9FMDI8ITSr5onVp9KB/uNoRUtUTY86GMh4Qc0TMLQV1EdFdVB117Z61Tv2es9+zjUpzlfZkLeaHge7acwPl4CuPIwvsC+WEWZzQZ6vs2Mqat32FksI1NdvcNkyhqnsjdQ7JwiSY8pgBF1XBhgZMA2BU8MfYZ/dFyGJ5Q+SpuZp0F1Zi+wF9gXSQDdwDAKogQ9DGwZmaYARoE9lsyGgg07n+g1MQYYUcBD+zE8McDI8ITKv2qeWH1CopSMTJWNH4m9pTCizJjy7DFgZGQqzx6TKWuc5NnHA/kpgIkBRhTw0H4Ce4Xxo6ueWfRoHXed2evMHtkNC+wF9lEDFTqggIfaMgYYUdo+psAet3totISZU3Su2M0zYsvk2U+fHtVldDJZjxE5N2TGlGePARMjU4E9JlPWOMmzj5odlctdhx2NMBsYxpYL7AvWaNVGlKEvzx7f4aLREp3ZYzJVNr6y8eNQr2x81AsW2GN2R569PPtCu8NsoAT2mNIJ7AX2Avu4BAT28agzc9wjsBfYC+wLJKAwvsL4cVjSmX2VIW959piTQYG9yuUWqz1bma2jo8NiZS6ZMVVBD6v2xshUFfQwmbIVv1yTkKpfTMWzsss6M5XZ0IprKD8uH7QvStvHTMETQx/lyb8VHZfhCaWP0mbmieGJ1SdElxj6bWvXri2soOcC8vPd8ePHRzfDq1atyvqgfZF+DP0FCxbYlClTbOrUqdC3lk3f+fcEPQTsUZk6T95mzpw5oHnyj3P+EZnOmTPH/Gfx4sUQT2XLNMU6Xb58uXV2dsLzhPDEyJTRE3SdOk+ILuXfWaXuozy5PiG6xBhRdN2z8xmzI7nypOCJAUaGf3RchieUPkqbmSdmnbD6hNhShr7u2UfgJsX5NjOmsvGxkDMjU4XxMZkqGx/LHEezwd3UoH3Rs20fkwl5o+Oi/RievC86LsNTCpmiYzI8sfqkq3cF4KxsfOychwVG5Doho/SqoIeBLSPTFHPKGif/XsRAoYY0BU8MiKDAhPLDzid6Zp6CJ5R3hicGGBmeUPlXzROrT4guMTKVZy/PvlACysbHNlDKxlc2fvRMSp69PHsgeTzVBkpgL7AX2BdIAPUaBPYCe4F9XAKody3PHnMy5NkDuyfUiKcIJTJjDqYz+7iq13oojK8wPhKiZPQEjUAxIIICE2pLGI8Npa0z+zR5EMyconOlMH6JnrXO7LHdYJlG9Kijjtokq37p0qWFsyqwF9gL7IsNHwogAnuBPbpWFMYvcbOBehcM2A50z/7YY4+173znO6hTL8/+mXPbspMemTWFrlPWE1GCXlwNUI8RNeACe4E9ulYE9gL7zT6zf/LJJ7OQ/FlnnRW3cnU95NnLs5dnL8++SALMcUuKDRQ6JnNmzm6eER1h6AvsBfabDfa33367nXDCCRYKM2VjTJw40W699dYo8AvsBfaIIUsRrWBABPWYGGBA+6K05dnLs0fXStv8+fMLK+hFLbc6bJMSOOCAA+w3v/mNuXd/yCGHZDL4/ve/b1/60pey///RRx+1v/71r01lc+2119p1111n8+bN2yZlJ6YlAUlAEtjaEpBnL89+sz37xj/0OuYve9nL7Ec/+pHttttuLceVZy/PXp69wvgK47eWABoBUhhfV+8KLUlZ4dH/+q//sr333jv78fbUU0/Znnvuab/4xS9s2rRpAvsWEkAT5PzPUaUva07rP5k9Y/S/RUC8Sp4UxsdKAKOhYWaNMsDEzBOzntCqhOiYDE+sPiG6xNCXZy/PfrM9+29961v20EMP2dlnn52NMXfuXLvgggvsrrvuKhxTnr08e8SQpdjAMCCCAh4DDGhflLYrWgqeGPooTwwwMTyh9KvmSWBfItjqnv3Wv2f/xS9+0W655RYbN25c5s1/6lOfsjFjxgjsCyQgz37rr9N8OhgQQcEBBRvGC0ZpC+y56Jc8+wLDxO6uqwzlCeyrM6KRPVu/X8uzl2cvz75YYwT2N9usWbMgs4JuthiZomMy0Qp59vLsCyUw0IvqQNrY0ElgL7AX2AvsiyTARGBQYBbYb9xYePVOnv06e/rpp+HEI6QyGiPTwQT2qNIJ7AX2AnuBvcC+tQRQW8pEFpSgV2JkAT2LFdh/I6u8F6uhn59xlr2B8nkq+7hJr96VL1NGT1DdYzxG1BNkDDPaF6WtM3ud2aNrRWAvsC+UAGpEmeQjefby7OXZy7OXZ7+VPfuVK1cWhvHXr19vXixl7Nix0ePZ1atXZ33Qvkg/hv6iRYts0qRJ2U+s+beWTd/H7OjosBEjRhSSZ3nywWbMmBFjyarkyT8Ope9X9Lx63sKFCyGeypZpinW6YsUK8x90nhCeGJkyawpdp84Pokv5d1ap+yhPbiOQOXJeXKYxXWbmiOmL0vYxU/DE0Ef1npEpwxNKv2qeWH1C8ImRaZvAvhhvUhhRZkxf9AL7cjdQAntsU8oaJ4F9dO8Kb4gZYGKAER0X7cdsYBhgYngS2GObUoXxI/qZ4tyQGVMJeljIm5GpzuwxmbJXhVyVkPA8c25ddnKszuxVQS++JcPzAHws9Myc1SdElxj6AnuBfaEEdGaP1S5Qgp4S9MoEERRAnGaKDQxDH928McDE8ITSr5ongX2JYKuiOhgwsV4wkg3v04gqnRL0MM+akWmKOWWNkzz7ONyjOsIAEwOM6LhoP2aNCuzvt+nAuy2pZCrPvsTNBuoFM4ZZYXwMGBmZKoyPyVRgj4W8UQBnjDgDtgJ73MlRudwCwKvaiDL05dnji77ss1DGkMmzx8CWkSmjJ+imVGAvsI/HKvCInjx7efaF64kxYgJ7gT2S1CLPHttsCOwF9gL7uATQKAyrT4gtYzZQCuMrjK8EvQIJoCFaJegpQS8OC7gXjAKIEvTSyBTVewZsBfYlgq08e3n2yG5Ynr08ewSYUcBlgAHti9IW2Avs0bUiz77EzQZ6FsoeTfgnIs89MoZEZ/bl3gmXZy/PHtlAMDqKJpMpQQ93clCZovM0qDx7VdArVlGm2h1aspMZUxX0sGpvjExVQQ+TqSroYZXJ0ApubmnQvkwFO6baHDou2o/hyfui4zI8pZApOibDE6tPpZfLDS/c6onbEm8jIHfS5dnr1TtknSgbv/znpVN4wYwXiPZFQ7MK4yuMj64VhfEVxleCnhL0mkqATSjyQdCcCaQfsylGj9AE9tgNAxRAmA0pE/Jm5inFBgodk+GJ1SdERxj6AnuBvcBeYC+wbyIBFPAYYED7orTl2cuzR9eKwF5gL7AX2AvsBfb9JIACiDx7PYQTgVBuN4ZmjuvqHZ6VisoUDY8ySq8KetjVN0amKULebNhRYfyo2YPfj2DAlgl5o+Oi/Zg1yoScGZ5SREvQMRmeWH1SGL9AnwT2AntEQXTPHttssMZJYC+wj0kA3UQI7DFbzmw2FMZXGF9hfIXxFcZXGF9h/DoJyLOPAGMKj4kJT8qzx3aDjEwVxsdkqqI6KqoT82qZkDfqAStBjzsS3qaL6uiefbGKpgBGZkw9cYuFnBmZptiUCuwF9gL7uATQTYzC+JiTQYXx165dW1hUxyseeTLX+PHjozO5atWqrA/aF+nH0F+wYIFNmTLFpk6dCn1r2fSdfy+WMmLEiEL6LE8+2MyZMwc0T/5xzj8i0zlz5pj/LF68GOKpbJmmWKfLly+3zs5OeJ4QnhiZMmsKXafOE6JL+XdWqfsoT24jEF1yXtBqb+i6Z+czZkdy5UnBE8o7wxMjU4YnVP5V88TqE2JLGZm2qVxuMd6wZVg7OjogsO/q6jKkHKLK5WKlXdl58llH5I+WzfRSmP4zY8aM6AYGLavsA6H0Wf6RdcqW9yxbpil4YsqwouCAzhE7nyjYp+AJ5Z3hiQEmhidU/lXzxOoTYp8YmSpBL2Ka2fAwUgaVGVNhfIXxkRsGzJpC8zCUjY9Vm2OSudC+aLjbzRcT8kbHRfs5fZQn74uOy/CE0kdpp+KJ1SdE7xmZCuwF9oUSQIGBURDds8c2MIxMBfaYTBkQQcEBBRt2PtFkshQ8obwzPDHAxPCEyr9qngT2JYKtsvGxpI4UwMAovcAeAyZGpinmlDVO/r2IN8IY57KLPzEggoIDyg87nwL7WdEjsVQyZeYUXSesPiG6xGyg5NmXuNlAvWDGMCuMjwEjI1Nl42MyZY2TwD6OTSiIoACiMD5+jMDIFJ0nBmxZfRLYF+iTPHt59oiCCOwF9nFYxs+XGWBA+zLAlCJawdBHeWKAkeEJpV81TwL7Ej1rgb3AXmA/IYpjaASKNU7y7KOih5PZGGBigBEdF+3HhNEF9vfb9OnT44sk9EA3MIxMFcYvcbOBGlEm5KwwPuaFMjKVZ4/JVGCvbHwEmVIAE7OBQelXvYFh9QlxXAT2wO6JWSBlJwkxwCSwx4CJkanAHpMpa5zk2cehkbE7StBTgl58ReHHTfLs5dkXSgCNVjDhPGXjY2DLyJTd7CD1IAT28uwRsEE3MIwXKs8eO5JlZKoKepHVnKKKFzOmKuipgh5SSYtZU2gFP7bil6sS8q1MxTO00iTKE1OZDa24hvLj8kH7orR9zBQ8MfRRnvxb0XEZnlD6KG1mnhieWH1CdImh36ba+MVon6LmODOm14j2htTzZmpEM+8dlF3HXbXxsTcUfN6rnFO2lrd/L1LPu0qemJrrKDig/LDziZbLTcETyjvDEwNMDE+o/KvmidUnRJcYmSqMrzC+wvgFEkBDlHr1Tq/elRnyZpLJmJA3Oi7ajzlqYkLODE+ojlbNE3sspgS9Ao3S1TvsnCfF+S6j9Dqz15k9YshSrFMGRFBwQMGG0RGUto+ZgieGPsM/Oi7DE0ofpc3ME7OBEdiX6FkL7AX2CIgoGx/bbLDGyVUZlT/ST2A/CgkWCOz/gds99IYDuoEQ2E/ACnuUrfACe3zRl32dkFn08uwxsGU8jBTAKLBXNj6y20gBjPLsMVvO2F2d2ZcYWUCvqTGGeTDds0cMg/cR2Avsy97oo7rHgAga9mXADu2L0lYYH682x8gUnScGbNnNM6IjDH2BvcC+lAS9NWvW2NFHH20/+clPopgvsBfYI4aM2RQL7LECNCjgof2Y6BMDTMymDAXmqnkS2JcItgrjY6Gfso3oH/7wBzv55JNtp512EtjPihtdFJgYQ1r2nDpt1jjpzD66z4VrnjPAxAAjOi7aj1mjAnvVxi/UEMaICey3Pti7Rz9jxgz77W9/ayeccILAXmAfRTzGEys7tyQFMKL8MMDIgG0Knhj6DP/ouAxPKH2UNjNPzAaG3Twj0S+Gftt99923sUg7N2zYYN3d3eaFVWLNFdMb2hfpx9BftmxZlg28/fbbxz7V/FvLpu9jtre32/Dhwwvpszz5YNOmTRtQPE2ePDmT31lnnWWHHnpoVvTn4IMPzsB+5cqV2U+rdsUVV5j/3HjjjRBPZcs0xTp1ft3ooPOE8OTCqXKdOk+ILuXfWaXuo7rnNgKZI+fF9TSmy8wcMX1R2j5mCp4Y+ugaZWTK8ITSr5onVp8QfGJk2jZ//vxCsI9aY3XY5iTgALDHHnvYvffea9///vdt9uzZmQxysO/s7LR77rmnpVyuvfZau+6662zevHnbnOzEsCQgCUgCVUhACXoRqTPHCOhZLDPmQM3G37hxo73sZS+zyy+/3Pbaa69+YB9byErQU4IeEqJk9ATVPSY8jIZ90TCy6wXaF6XtY6bgiaGP8uTfio7L8ITSR2kz88TwVHkYPxjtQs+eVThnHlFkZoLQczud2W+9M3v36j/5yU/2w/UlS5bY7rvvbl/96ldtxx13bIn5AnuBPWIjWNuDvOTHgAgKDqgtY0AEpS2wT7OBYuYUnSuBfYmetcB+64F9s2nLw/jy7IslgHqhLDigm2KUPmucqtzoozwJ7LFCQSiAMWuU8YKZeUKBuWqeWH1CNsSMTBXGL3GzgRocxmMZqGF8gX1/CeghHD2EE9vkMsDIABMDjOi4aD+GJwaYGJ4E9tgGTmAvsC+UALqBQQxd3kdhfIXxEa+F2RSj65QBERTwULBhgBGlrTC+wvjoWhHYC+wF9gUSQA25PHt59siGF11PqAEX2Avs0bUisBfYlwb2qCGTZy/PXp59seFBDbjAXmCPrhWBvcBeYC/PvqkE2IQiJejFfXt0Q4wacIG9wB5dKwJ7gb3AXmAvsG8iAdSIogCuM3vds58+fXp8Rxh6MGsKXadtoYRf4T379evXW1dXl40dOzb6katXr876oH2Rfgz9RYsW2aRJk7KfWPNvLZu+j9nR0WEjRowoJM/y5IN5/flYq5In/zaU/ty5c7PqeQsXLoyxlI1ZtkxTrNMVK1aY/6DzhPDEyJRZU6hMnR9El/LvrFL3UZ7cRiBz5Ly4TGO6zMwR0xel7WOm4Imhj+o9I1OGJ5R+1Tyx+oTgEyPTtrVr10bB3u/vjh8/PmqYV61alfVB+yL9fIJQ+gsWLLApU6bY1KlToW8tm77z74U9YgaC5cmZ8drzseb0q+LJvw2lP2fOHPOfxYsXx1jKxixbpinW6fLly83LBKPzhPDEyJRZU6hMnSdEl/LvrFL3UZ7cRiBzxBhRdN2z8xmzI7nypOCJAUaGf3RchieUPkqbmSdmnbD6hNhyhr7C+BG4SXH9hxlzMN2zR0NPStBTgp4S9IoNDxqa9VFSXCdk6KN679+KjsvwhNJHaft3omMyPLE5MIiOMPQF9gL7Qgmg95cZBRHYC+wRQ8ZsitF1yoAICg4MMKB9UdoCexyYGZmi88SArcC+RLBVudxqy+WiCiKwF9gL7OXZF0mA2ZShdkdgr4dwCrUuhXfBjKkwPgaMjEzdOHhDAAc1JCqqU75M2TnVQzjRFBg4jF41MArsMceNiSwojF9iZAENJTJGTGAvsEc2JcyaQtcpG3YsewOVgicGRFDAQzeEzFEXSlthfIXx0bUisBfY68y+QAKoIZdnL88+7lenAaYUGxgUQJgNDOOFMjyhOlo1T+zmGdnkMzIV2AvsBfYC+6YSYI2TPPs43KcAJgYYUcBD+wns8RsGrD4J7Av0SQl62DlPivAoo/RK0MOOJhiZpphT1jgJ7AX2MQmgmwhmA5NiA4WOyXjWrD4J7AX2LSWALtAUwMAAk8BeYI8YshTrlAERFJhQvWN0BKWtM/s0RyPMnKJzVTnYq1xu8V40RRlSZkwvG+kNKfHJlI1kSiCXXdpV5XKxEsA+71XOKVve078XKfFZJU9MGVa04hrKDzufaAW9FDyhvDM8eV90XIYnVP4o7VQ8sfqE6BIjU53ZR+JOKbwLZkxl42NeMCNTXb3DZMp6Igrjx4LYabzQFNEK1FtlohVMyJvhCfXCq+aJ1Sck+sXIVGAvsC+UAHpNi1F6hfExsGVkym52kDvprHES2AvsYxJAAVdgj+VfCeyBZwSZ3aA/xIPsslBgZAyzPHsMGBmZyrPHZCqwX2ejRo2K4RdVR52xOwhtndmniZag88SALatPCOYw9OXZy7OXZ18gAVTpdc9e9+yju4LQAV1PqAcssE8jU3SeGLAV2JcItrp6h4V+WC8YCfkyIWeF8THPmpFpijlljZPC+HG4R0FEYH+zzZo1Ky7QRBsodJ4E9hMmRCcJFSZjxAT2Ansk9KUwPrbZENgrjB815ATYMsCoM3vMljMyVRi/xMiCzuyxBSrPHgNbefbrrOx8GQZEUO8adVzY+dSZvTx7ZLOFrlOBvcBeZ/Y6s28qAXn28uwRsGE2OygwMZsylD5Km9mUMZ41q09IlJKhL7AX2AvsBfYC+yYSQMEBBRsGRFDaPiYDjOi4aD+GJwaYGJ5Q+VfNU+Vgv3bt2o1F1t6rDnkobfz48dFN3qpVq7I+aF+kH0N/wYIFNmXKFJs6dSr0rWXTd/49mS1W+YrlyZmZOXPmgObJP875R2Q6Z84c85/FixdDPJUt0xTrdPny5dbZ2QnPE8ITI1NmTaHr1HlCdCn/zip1H+XJbQSiS84LWnENXffsfMbsSK48KXhCeWd4YmTK8ITKv2qeWH1CbCkj0zaVyy3GG6a0rZdtRErLMmOqXG75MvV58oaUo0RLcXopTP9Byxoj68S/EaXPrCl0nbLlPcuWaQqemDKsKDigc8TOJwr2KXhCeWd4YoCJ4QmVf9U8sfqE2CdGpgrjR3xL5jaAEvSUoIdcF0LXiS9NJkRZdjIbG3b070XOGavkiQkPo2FflB92PpWgpwS9aOgzdEDXqcBeYF8ogRTApGx8ZeMjm4IUG22BPZZ0iAIIs4Hxvui4zDyhmy2Udiqe2M0zoiOMTAX2AnuBfYEEUEOiCnqqoId4Yeh6YoCJAUZ0XLRfKmBkeEohU3RMBmwF9iWCrYrqYGH0FB4To/Ty7OXZI15LinXKgAgKeAwwoH1R2q53KXhi6KM8McDI8ITSr5ongb3AvlACeggHA0YWGMo+X5ZnL89enn1cAijgCuwxx43ZQCmMX+JmAz3fZoBJYC+wr8oLZj2RsjdQjJ6guseACApMqGfJRL9Q2vLsuSRWNOmRmVN0rlh9QvReYK8nbgu3MCmMKGPIFMbHNjCMTFPMKWucBPZxzxYFERRABPYCe3StyLOXZ68EPSXoNZWAwB7LXEcBnN28oV5oimgFCiAMT4wXyvCEyr9qnlh9kmdfYJiVoIed86TwAhmll2cvzx4xZCnWKQMiKDigYMPoCEpbnr08e3StqIJexLNPUcWLGVMV9FRBD6mkxawpVdCbEY+3hx5oxTW0gpsTRfuitH1MptocOi7aj+HJ+6LjMjylkCk6JsNT5RX0VBu/WO9T1BxnxvQa0d6Qet5MjWjmvYOy67irNj72hoLPe5Vzytby9u9F6nlXyRNTcx0FJpQfdj7RcrkpeEJ5Z3higJHhCZV/1Tyx+oToEiNTndlH9ose4wcAACAASURBVPgpQonMmMrGx0LejEw97OoNCSWjIVpdvStfpuyc+qY0ds6tMD6Wh4CGhpmjCe+LjsvME6qjKO1UPOnMvkSw1Zm9zuxRABfYx4GRNU5ly1RgPypiHWu/ZoARBTy0XypgZHgS2GMbOHn2JW420Lu+jBEbTJ59OBKy0aNHRw2UEvSwaAVjSJk1ha5TgT1mRFGwYeczFqXIFY0BRhTE0X4MT/Ls77fpwLXwVDIV2AvsCyWAAkMU4es6COwF9kgEJsUGJgUwCuyxiKLAXmBfiBOMwiuMjykdI9MY2J9zzjm2ZMkSa2trs912280+9alPZf+7qAnsBfYC++LtMeNZp9jAMPSZzQ46LsMTSh+lncqzZiNliI4wGyh59vLsN9uz96x6v6JyxhlnZGN87WtfszVr1tjHPvYxgX2BBGIbqPo/ZQyZ3rOP5yEwIIKCAzpHDIigtHVmr3v26FoR2AvsNxvsL7/8cvM74EceeWQ2xqWXXmqXXXaZ/frXvxbYC+xbSgAFxzIjUPnHCOyxPAQUQJgNDOOFMvPErCc0DwIdk+FJnn2JYKsw/tYP4+fTt3LlSvvABz5gRx99tB188MECe4G9wL6JBFAQYcCWAUZ0XLSfwB6/TiiwF9gXSmAwZOO/5S1vsbvvvttmzJhhV111VWRGzXRmrzN75DxSnr2u3kWNSeiQYgOFjjmoPPv58+dvRASqPpJAvQR22mmn7BqJV/kaNmxY9quf/exnNnv2bLv11luzspiLFy9uKrRrr73WrrvuOps3b56EKglIApKAJLAVJKAz+xIjC2jiFeOxDAbPPheh37PfY489sjP7KVOmtJSsPHt59vLsiw0PE0ZXGB8/vtSZfcG6Y4ApRRlShr7O7PFFX0bm9ite8Qo77bTT7F3vele2gpYuXZqd1//v//5vlrjXqgnsBfYCe4F9kQSYDQwacmc2UOiYgyqMvzG0IqEzYCuwx4w4I9OB7Nn/5S9/sfPOO8/23HPPbAk5yDvYH3HEEYWWTGCPrRMXImp0mDWFRqDYhCL/XgTEq+SJAREUHFB+2PlEvdAUPKG8MzwxwMjwhMq/ap5YfUJ0iZGpwvgK4xdKAAUG5shJYC+wRwxZig0MAyIoOKBgwwAjStvHTMETQ5/hHx2X4Qmlj9Jm5okBW4F9iWCrMP7WDeM3Tl13d7e1t7dHcV9gL7AX2CuMrzB+awmgGxhmsyHPvsTNBuoFMx7LQA7jN4oOXaACe4G9wF5gL7AX2PeTAAuM06ZNg14WQoGJoS+wxyILAnuBvcBeYC+wF9gL7OskIM8eA0Z2U1Z2Mpmfxy1btsxmzZoVPcZAN4XM2SHL/8iR8Try7Blj2TJNwRNzFoye8aKOAzufStCL61IqmTJziq4TVp+QDbHC+MCbwehkpjA4zJgCe4E9ovTMmkI3G6xxEthH93nU7QqBvcA+vqLwcr1toRBK4dU7r4Tmd7LHjx8fpbtq1aqsD9oX6cfQX7BgQVbMZerUqdC3lk3f+XePyavKFTWWJx9r5syZA5on/zjnH5Gpv5bnP60q7NUzmkKmKdbp8uXLrbOzE54nZJ0wMmXWFCpT5wnRpfw7q9R9lCe3EYguOS8u05guM3PE9EVp+5gpeGLoo3rPyJThCaVfNU+sPiG2lJFpW3jAJAr2XV1dhUVScuPsz516KyqoUt8X6ecThNJftGiRTZo0KfuJNf/Wsun7mB0dHVEDwfLkvHjd+Virkif/NpT+3Llzs1K5CxcujLGUjVm2TFOs0xUrVpj/oPOE8MTIlFlTqEydH0SX8u+sUvdRntxGIHPEGFF03bPziWw0fMwUPDHAyPCPjsvwhNJHaTPzxKwTVp8QfGLoKxs/AjcpwqPMmArjK4yvMP6E6KYQPZrQmb2euI0uptABPeb1sXRmH5EoKkwWGJWNHzeMjExRI+rTjc6psvGxDQwj0xRzqjN7DBjRdc/Op87sdWaPbEzQzYY8e3n2hRIQ2GPXCZWN/49sHSFRCBQcU2xg5NljGxgUQJgNDOMFM/PErCd0A4WOyfDEbp4RXWLoC+wF9gL7AgmgSi+wF9gjXhi6nhiwZYARHRftJ7BXGD+67plFj77QpnK5mBeawmNilF5hfIXxEa8lxTpNAYyoLWN0hAHbFDwx9Bn+0XEZnlD6KG1mnhjPWp59iZ61wF5gj4CIG4eyQ87y7MuXqcB+VNRp8g4MMKKAh/ZLBYwMTwJ77GhGYfwSNxvo+TZjxJSNj3nBjEwF9phMWU+k7A0UO6dIVUAGRFDAQ8GGAUaUtsAeTwxmZMrMKTouq0+I48JEFgT2Anud2evMvqkEWOMksI874iiIoAAisBfYo2tFYC+wF9gL7AX2TSSAGlEUwOXZ48lsTAQGlT86n8w8MZ41u3ku3bNXBb1itE9RmYwZ0ytJeUOqfjGVpNCqhGhlMv9GlL4q6GFVARmZMmsKnVO24pd/L1L1C10nKXhiKrOhFddQftj5VAW9eNXQVDJl5hRdJ6w+Ibrk/KP0VS434tmnMDjMmAJ7DBgZmapcLiZT1jgJ7ONhfBREUAPuFFNsYBj6KE8MMDE8ofSr5onVp9LBfmNoRUuUTZKp8txO2fjKxkdCX0rQU4JeHJbxkDMaRmbCw0zImQl5o+Oi/RiemJA3wxMq/6p5qjyML7AvVnt2s4NkBDNjKhsfAyZGpgJ7TKascapyo4/ehGFABAUHFGwYYERp+5gpeGLoM/yj4zI8ofRR2sw8MRsYVp8Qx4WhrwS9yBafBRGBfbw2v4rqYGDLGJ0U65Q1TgL7eLwgBTAxwIgCHtqPWaMMMDE8pZApOibDE6tPAvsCfVIYX2F8REHk2WObDdY4CewF9jEJoJsIgT1my5nNhjx7efaFEkDDo8wOX549BraMTOXZYzJlQAQFJsYLRPuitBXG1z17dK0I7AX2AvsCCaDGWeVyVS435tWymzf0hbYUGxgUQBieGC+U4QnV0ap5YiNlSJSSkanAXmAvsBfYN5UAa5wUxo/DfQpgYoARBTy0n8Aev7XB6pPAXmf2LSXAGBL0JUGF8bGzM3n28uzjUJ8m5Cywx3S06g2MwL5Ez1oJeviiF9ibITtndAMlsBfYC+zjEkABl9nAoDqK0k4Vragc7FUut3iBspXZOjo6LFbmkhlTFfSwam+MTFVBD5MpW/HLNQmp+sVUPCu7rDNTmQ2tuIby4/JB+6K0fcwUPDH0UZ78W9FxGZ5Q+ihtZp4Ynlh9QnSJod+2du3awgp6LiD3AsePHx/dtq1atSrrg/ZF+jH0FyxYYFOmTLGpU6dC31o2feff79kjYI/K1HnyNnPmzAHNk3+c84/IdM6cOeY/ixcvhngqW6Yp1uny5cuts7MTnieEJ0amjJ6g69R5QnQp/84qdR/lyfUJ0SXGiKLrnp3PmB3JlScFTwwwMvyj4zI8ofRR2sw8MeuE1SfEljL0laAXgZsUV5qYMVVBD7tSxchU9+wxmbJhR1elMo9G2DlFClox4WE07IuGkV0+aF+Uto+ZgieGPsqTfys6LsMTSh+lzcwTwxOrT4guMfQF9gL7QgkoQQ/Lg9CZvc7so2Eqgb3Afvp0ZJnAm0KBPSBQZjdYdjIb47HIs8e8UEam8uwxmbKeiDz7uB1n7I7u2c+KCzTRBgqdJwZsWX2SZ18w/crGx7xQFhiR8CgT+lIFPQxsGZmmmFPWOAns49iEgggTcmZC3ui4aD9mjTLAyPCUQqbomAxPrD4J7AX2LSWALtAUwMAovcBeYI8YshTrlAERFPBQvWN0BKWtM/s0eRDMnKJzJbAv8cxcnr08ewREFMbHNhuscZJnL88+JgEUGJlNGQrMKG1mUybPfkL8mVNmgtAzc4G9wF5gj+kecjQjsF9nyLk5assYEGGAiQFGdFy0H8MTA4wMT6j8q+aJ1SfEljEyVTZ+iZEFNHOdCU8qQQ/zQhmZyrPHZMoaJ3n2Mb82TciZAUYU8NB+Anv8OiGrT6WDvYrqFCtoimIlzJgqqlN+oSIV1cFkyhYBcU1CCoEwRVDQ4lMqqhMvuuXzgxaWQfv5mOh8MvRVVAcrUMbItE3lcuNgX3bJTqa0q8rlYqVdGZmqXC4mU7a8p2sSUuKTKW9atu4xZVhRwEP5cfmgfVHaPmYKnhj6KE8MMDE8ofSr5onVJ0SXGJkqjK8wfqEE0KMJJpynbHwsjM7IlD3G0Jl9POSOhrLRM2N2PpF8AR9TYXw8VwmVKTOn6DqpPIy/MbSiZc8akSrP7ZSghy96NOlRYI/JVBX0VEEvvn3QmT0KjMwGBgVmlDazKfO+6LgC+xI9a4E9BkzsBg7xAhkFkWcvzx5JPkqxThkQQY04CjaMjqC05dmn2UAxc4rOlcBeYF8ogcGUje9Bora2tqiDI7AX2Avsi9UEBRCBvcAeXSs6sy9xs4GGvBmPZaCDve9WTzjhBPPM7S9/+ct26KGHCuwjEkDXCesJln00w3oiVR7hoTKVZ4/VDkABhFmjTMibmSfUC6+aJ1afkA0xI1OBvcB+ixL0dt99d9t7773N//utb33LLrnkEttvv/0Kx5RnL88eMWTMplhgjz0agwIe2k9grzP7qHfH7MZQj0Vn9lv3zP6MM86wnXfe2U455ZRsvm+//XZ7xzveYX/605+so6Oj5RoQ2AvsBfYK4xdJQJ49Zsvl2euJ20JLksJjcoIepnr9619vixcvLiwzKrAX2AvsBfYC+9YSQJ1hgb3AfquA/RNPmN1zj9myZWZdXWY/+tGPMsD/0Ic+FIqHeAERs6eeqv03//EPu+uuPwXv/y5761vfaiNGmG2/fe1zd9rJi7LUfvK2Zs2a8PsOe/GLO0IUof/v6plkNzD+twjgoEqnq3e6ehcNZ4YO6HpiwuiMF4yOi/ZTGH8QhfHnz59feM8eWcDqs21I4I47trdf/WpHe+KJgNChjR492saMGZP9bw/h+793220327BhQ2bUWjWvJPXwww/bHnvssdmCGzdug82c+bjts8/joUTrhs0eR38oCUgCksC2IIG2++67rxDs3XB3d3eb37WONT9b94b2Rfox9JcFF9O9te1zV7Hgg/1by6bvY7a3t9vw4cMLRcXy5INNmzYtJn4rg6c//9nsjjtqpBzU77xzbBh3+CZX6oYNG5aF6p8I7r2H7adMmWIveMELbIcd2oNnvj4D4Gc9a1NP3ce96aabsp9zzz23H0+PPFKLAHjEICT3Z/+7p6cnox270jd6dJftuuuTgX53mAOzGTMsRAOaiyzFOg1lp7MNDjpPyDrxry9jThulgK5T5wnRpfw7q9R9lCe3EcgcOS+upzFdZuaI6YvS9jFT8MTQR9coI1OGJ5R+1Tyx+oTgEyNTZeNHIJQNDyMFaJgxt8bVu3vvtXBtrgawjc1rkzuwOzjVt4Dt9sY3brTZs/cKIfnbNvl9kVg398z+V7+yEFmwsAHZdHTfkPrGoDEx0I8EjjnG7JBD+v5Gr95hOQPsVSGXcJlHI4yeKBtf2fgRUw5XuvNx0OMW74seebD6hOgSQ19gvw2D/fnnT+j14luJIQf7f/mXdnvtay1csevr6ffrX/7yl9tpp50W07N+v99csG8k4p7/vHkeKbAs+tQM7Ov/xr89XCAIm5fyz5d1Zl++TAX2oyC90pk9lrmOgrLAPoTHYy2Fx8QovK7eFS/6n/7U7MknzX7602577LFNvWCf3wMPrCXKeXvFK8wmT27uBTqwfvOb32y6JE488cTs/L5VKwvs68f3dXLnnV324IPjs/B/SAmwBQtqRwGbtq5QG2CD7bLLaDvgALOpU1uvbHSHL7AX2MfsIwMiDDAJ7AX2yAM/8uyHuGfv5+9nn92fyUYv2AHer8p7ZnxjQ8OjiKHL+6QC+1b1GDz0f+GFfcDv0QpvecjfSwJ86UuWZfs34x8JpwnsBfaIDqCbR4H9zTZrFnY0kUKm6Jg+5+hcKYxfItjKs6/tcB3cPNHuhhs2Fa6fYb/mNV3B8+4K59hjsiS6osaAvV+Ty7Pzi8bc2mCff8v69bUz/wcfXBPeAG8PiU39k063287soINqvd/4Rstkgyq9wF5gL7CPSwAFRiZageooSpuJwAjswZA/4jEpjH9zpkHILvfzn19rv/td8/C535D72tdqIXpGpgzYo0pXFdjnpqj+uOmCC2pn/s3avvuave99WIhQYC+wj0MdvnlkgIkBRnRctF8qYGR4Qu1O1TzJs5dnXygBJBt/yRKzs87ywjZdm2Sjz5xZ+119E9j3Byb3+D/yEbP77ms2FV323//d0a/QT7NeAnuBvcA+LgEUcAX2mJPBRBZ0Zl/iZgP1ghmwbQX2Xrlu4UKz3/ym78pcDvYO8J553uoBOoY+yhOzwx9Inn399Pv9/vzo49pra2f89Rsov773utdZqCew6aIR2Avs41Anz15gPx1ZJvDxocB+iJfLDcnu5gVoGttRR62x446rVbQragJ7DJj++7/NLr9802iJh/fPPLO/hAX2mEyZTWGKdcp4jCgwoWFklnckw9rHTMETyjvDEwNMDE+o/KvmqfIwfqjqU1hBb32Icbp3M7a+YHkLJFn9zD0ntC/Sj6G/aNEimzRpUvYTa/6tZdP3MT3De0SztPa6D2J58j/dfvs97Q9/aLcf/3h4mI+23tGmTesJ5/kb7M1v3hA80ep48g9C6c+dOzfcj58XIhMhNBFpKWTKrNNHH10TjOmEzMu//vr+L/m53Pfbb0Oo1tdjXgLYf2Z46b6SeGJkyqwpVKbOD6JL+Xf6fxGdQtdJCp7cRiBz5Lw4/ZguM3PE9EVp+5gpeGLoo/PJyJThCaVfNU+sPiG6xMhUYfyIYU7hXTBj+g7X69EvWvTSfl8aatnYeef1/3hmh4s+G7wthfGbLYV6mfrZ/nHHmYVLB/2a74PPOef+kOW/DEqkTCFTZk2h9FlPxIWCJN1WuU4ZjxH1BFF+XD5oX5S2j5mCJ4Y+ypN/KzouwxNKH6XNzBPDE6tPiC4x9AX2AxTsHVguu8zs0ksfy75whx12yP7rRWD8Wlh9JbucBWbRC+w3H5iCcxiiLGZ+rp+3DRuesr32+lvI3n9pb1GiVksLBVvG6AjssRLADIig4IDqHTufCuPrnn0EnrJfo+tUYD8Awd7vgvs1OW+PPVYD+xe+cIdwflz8sajRSQEMjCEbqAl6zaQbk2l+dc9rDKxduzbblHkBnx13bD1XAnss0zjFOhXYr8sesIo1FEAYvWeAiZmnmI7mvFbNkzz7EsF2KBTVya/R5WJxsB81qjucF+/YtMJdvfiYRS/PfvM9+8Yl64l8F13UB/b+ewd7B/1WGwjkwSTGkKYARtY4+fcioccq1ykDIig4oPyw84mAso+ZgieUd4Yngf39Nh1IHk8lU3n2JW42UI+tmWGeP9/sG9/wq159H+Qh+xe96HehklsXfBaMGNsUwMAs0KHk2eez9T//83B4c+CJUJ//Jb0T+Pzne7VCs6OO6r/I0HXCyDTFnArsMS9YYI9FagT2AvtCuGWM2GD17N/xjv4Ptnit9quvrokFKaqTCxA1OoxMUwDTUAT7/OrdxImzNili1FjYKIVMU8ypwF5gH/GFsl+jdkdgL7DfZsHer3TdeKPZAw/UROBZ3V4Ix+uze512gX3NkCAhbxbsXLZIFAQ1ZI337H/wAzOP1uRz6xs49/APO8yvdGE8MYaU5R+RqcBeYC+wj0sAPfJg9QmxT8wGSmH8yFymMKKPP/60HXvssH6lbf3luQ99aNOPkWePASM7T6nBPp/Jt7+9/1U9P8v/ylcwngT266zs3JIU59vohpCdT53ZKxs/vtVQNn5URqiCsiCCeEynndZtd9/d9568P1Jz5ZXNP1lgjwEjO09bC+ydjj+f62WN8+ZFqq65phvKiq5ynbKeSNkyZecU0T2BPRatQL1VZgPDeKHMPDE6gm6g0DEZnlh9Kt2zD9eFohX0fHc9fvz4KICuWrUq64P2Rfp51SOU/oIFC2zKlCk2depU6FvLpu/8u8FpVXVryZL2UAhnWLgX2WM9PT02fPjw8I58l732ta0/13nyNtMPfiPN6W9tnuo/CaU/Z84c85/FixfHWLKYTPMBmHWSYp0uX77cOjs7W86TZ+z/8Y/t9pe/DLMNGzaE+vrD7Igj2uzVr95QKANUpiz/Res0/yDnCdEl759Cpil4cn1CdMl5QiuuoXOUywnVUaR6n4+ZgieUd4YnRqYMT6j8q+aJ1SdknTAybVO53GK8Katk5803Dw8ANyIj5kD/vOdtCOHcYkPvfb1spDekxCdTNpIpgYyUAPZvROkPpnK5KE9oudzLLuuwn/xkmLW1tdmwYcOyub3yyoaSfHVLEqVf1jqt1wa2vKf/LVLis0qemDKsKDig/DA6gtLObQRiHxhgYOgz/KPjMvOE0kdpM/PEyJTVJ0SXGPo6sy/G+lLefv/sZ3333UfoAx942vbeex2UIKYw/uAP4zcuscsvX2M///mI4A0Pz3710lAJ+dRTLXjRmy5GNJyYIuTNhh3965HQY5U8MeFhNJSN8uPyQfuitH3MFDwx9FGe/FvRcRmeUPoobWaeGJ5YfUJ0iaEvsE8M9vXPzOZX6hjDLLAfemDvxmnNmpH23vf2r2TmL+n5i3r1jTFkZSezscZJYB8xJgJ7gb2K6rRWEhYYp02bBlUpSm1E/ZU0vz9f33JjzvLkY8yaFc9MTc1TzJSh9IfyPXt0nvzMvLt7VL818qxn1d5DENjXJMDoCXpFk/EYUU8QXfeMx4jSlmefJlrCzCk6V+zmWZ59AeIMlKI6f/nLKPvWt/ruWDeGaRkjJs9+aHr29Znj9cc8Hv05++y+h45Qo8OsKRQYWeMkzz62HU4DTCk2MCiAMRsYJuTM8MToyDadjb8xtKIlyhqRKhV+IID9okUjQ+Jd//Bs/etorMcisB/6YO9rIn9QJ9fFfM0whkxh/JHR64wMiKCAh84RA4wobXn2aTZQzJyic8VunuXZD2DP/uqrV9t3vzsq1LdvD5nWZu9856Z10QX2/gbAN7KfpUuXRl0h1AutelPaWEGviLFWPHk1xf/8z76/PPJIs0MO+YdNnDghKieWf+ROOmucqtzoo+tEYK979lFlCh0E9hEpuYCqVPgqPXs/n1+5siu7TtXe3m4nn2z2pjc1FxhjmOXZbxuefb5SGnM9Zs1aa6efPjpqn5g1hQKjwB4DRgYY0L6otyjPHgdmRqboPDFHE6w+ybMfgJ69n7HecYe/WNcV3jMfZu9/f/smWdX1n80YZoH9tgX2vk7qnzn2NXXIIR12/PFmowswn1lTAvt4sitjxBlgQPsywJQiWsHQR3liZMrwhNKvmieBfcRnYYxYFZ59/Yt1bpjPOqvNXvWq2v3pVo3lycdBs7yR3SBDHwUG/0ZU6RTGxzYwfm3T15QXNfL/feKJ5awpdE5Z41RlVA/liQERFBzQdc/oCEpbnj1udxiZMnOKjsvqE2LLmQ2UKuhFNhtFlcl++cvhduGFtap43vbbb00I369vWS4378dUO1MFvdUZ2MVKhzIy9Ypb3pAKVWh1LrSCntP1MRGevO9b3zoyOxbydtFFa8M3N8+nZflH6LMVv8qWaQqemMpsaMU1dI3kc4+sO5S2j5mCJ4Y+wz86LsMTSh+lzcyT90XHZfUJWScM/TbVxi9G+1b1ub0i3te/3hHuApv5/eh///eNtuuuTxTWxq8He6bev/8dUs+bqRGN0kdr0/s3ovS3xdr49auMkenChevs85/ve5fiLW/ZYMcdtyngp6gjz9bydh6Ret7oOknBE1NzHTXiKD+MjqC0fcwUPDH0Gf7RcRmeUPoobWaeGLBl9QnRJYa+KugVY33Twh7+qIn/5C0vloOGEpkwus7ssZA3I9MUiaRlZOM3W4p5OLG+EqMfHTUWbGL5VzZ+RPHDr9HwLBPyRfuitJ2LFEcTDH2UJ/9WdFyGJ5Q+Stu/Ex2T4anyML7u2RcrfaMRnT/f7Ktfrf2NX69773v7su4F9v+AaqPrzB7bwNQbHU8A9UTQvB13XP9rnQJ7TKYMiKDgwAAD2helLbDHgZmRKTpPAvsJ8XvBqDAZI7Y1EvTqPaxGgyuwF9ijiZSIZ93oYdx7r9mHPtQH+KecYvbGN9b+zegJuk5ZT8S/A0kqSqH7KE8Ce+w6YdXAyMwTs55UQa/AuWWNSJUKnxLsOzsn2H/8R5+gmoVSUYPDyFRhfMxjY2Q6GMP4+cpzwHcPf+VKs8mTLZzn13JGWP6RzYbAHgNGFGyY8DADtgwwouOi/RieGC+Y4QmVf9U8sfqEbJwZmerMvjiK32tETz99gj3ySK2zn9ePHbvpHwrs5dmn9OzzFeeldC+8sG/9+b8F9timkAERFBxQsGGAEaWtML7C+OhaEdgDYH/jjd3BuNbQ/YADzD7ykeZ/JLAX2G8NsPfVV3+c5P++6qp1ptr4qo0fMWdwghwKIMwGhvFCmU0Zutmqmid59gDYokYsRRh/4cIu++QnLbsX7S+Sfe1rZlOnCuybSQBVOiXoYV5ozJDOnm129921mTjwwKdDlb118Jm5wvgxWMQzx9F1H5vP+i9igIkBRnRctB/Dk8D+fuj59VQylWcf0fnDD+8Ou+GeDOwbX69r/FN59vLst5Zn72vvz3/uizJ1d3eHjehq22WX7aIohq5T1hNxwsg5IwqOKY4mUgAjyg9jxBmwTcETQ5/hHx2X4Qmlj9Jm5onZwLD6hOgSQ19FdVqYxjVr2uzcc4cHz6nHenp6stD9q15V+BpwVlTGPSak2hta1MaLS3hTUZ2+SoXNpowtwOJjIEUr0IIdXjCjs7MTnidknfg3xujfcIPZvHkd2Rr1ny9+cVgo7tRdCPjoOmWLgJQtU3ZOEZkyxVrQIiyxOaqfDLQvStvHTsETQx/lyb8VHZfhCaWP0kb0rn5O0XFZfULsEyNTlcttYRbf/vYx7kwjYgAAIABJREFU2W/cgD7veRvCG/Uboh4TWgaVKQOqcrlYaVlGpoOpXC5aCvToo0dZqJlhu+9u4djp6cK1iq5TtrynE0VKfKI8sXOKlABmyrCiRhzlx+WD9kVp+5gpeGLoozwxwMTwhNKvmidWnxBdYmSqMH4Ts1if7ezh0e9+9yk4PImchTLhSV29w863GZkO5qt3rVD885/vDpXUasdNrW6L5H+rML5evYt5LlWHvBXGx45EfR7RuRLYN1n173+/2QMP1H7x3veuC+H7pwX2o0bF7ANcYlIJetgGxgWOnkfeddf68O59Wwb23r7xDbNp05pPmcBeYB9TZhRAmDXKAJPAXmBfuEbLyMavf7J2TIjkX3pp+VeaGC9Unj0GjIxMh6Jn7/w//vj68CBTLUGv6Elcgb3AXmBfLAF0k81sYCpP0FNt/L5Jr697f+CBtdKkLIhsy2F8z28Y5g8GRJo8e2wDw3hN+TqdM2eC/e53tQnwpFKvC9HYBPYC+5iOyrMv37MW2EdWHQO2W+rZH3mkWVeX36k3u/rq2ocx9FEjyow5WDx7z4i99NJL7dRTT43ZkRBi/kb2s3Tp0mjfFDIdqp693/AYPXqCHXVUn1ibnd+jMmWNk1NFrguhXhOjJyhPTHgYBTyUH3bzhtZxT8ETyjvDE+MFMzyh8q+aJ1afEF1iZKoz+2fs4gUXmN10U+0fXqxk//0F9rkiF0UrPAP8sssuC7cVvmLvec97BPaz4l4jCkyMIa0HxltuMfvyl/sAf948s5126vs3Sp81TgL76N4VzsFggIkBRnRctB+zRlFgWr3a7Oc//73tu+9+4Sqz2Q47FMtVYI+94SCwD+vorLPMliypLSg/p7/yyr7FlcK7YMYc6J79xz/+8aCYPw9JjK+ynXfeWWA/AMDeV6/Xzs+LQDU+2iSwj2/IUGBiwS4FMA0lsH/wQbOHHjK7I7zpvOeee/Ya4le+sjXgp5ApOiazTtjNszz7gk3e5oTx16/v/y54Y5U8BphRI8qMOdDB/qMf/Wgo5PLFkAl+elYKUmH8OJCg64QBksY1df31ZnPm1JTFH23ycH7eUPqscZJnL88+JoGiiEE4CQxHe7URGsH+BS8wmzix+egoMFcZrfAvZ/VJYF8y2HuI87rraoM2e+SGAWbUiDJjDnSwz6dDYH+/LVu2zLZmudx6VWi2pvwp3OAgZa0+Ox9dp6xxEtjHoA6/SskA01Dw7B3o77/fK+yZ3X77/HDl+Z/DJnUXe+tbj7L3v/9ztuOOFoqbCeybSQBdK23z588vrgEbX7+DuseZZ7689/s/8pE/h7fBQ4aeGiyBaeEyt3v09WDvu3JP2GvVrg3hk+vCDmue77TUkkqgfn2feuo9NnnyuqT0NLgkwEpgzZp2W768VrHU23nnXWlr1twZSk//LGwADgjRwq8F4N9gU6asZYdW/zoJtN13332FYL9hwwbzKnKepBVrng3sDe2L9GPou2floY/tt98+9qnZc6Bf+cpEu/fe2tO1b3/7Rnvd6x7d5O8Y+j5me3u7DR8+vJA+M6bz5M1BNdacftkyjfHksvaferB/KBy65Wuh2TdfccUV5j833nhjjKVsnLJlmmKdrly5Mku+QucJ4cmFs6Vzum5du33wgzsEHbZwBrraTjllNSxT5wnRpfw7q9R9dJ24PiFz5Ly4nsZ0mZkjpi9K28dMwRNDH12jzWTqPkFnZ0eQ9bCskNlVV20X6kUssb/97cs2atRTdsYZ7wtvPexlz3lOd0gybV6yHKW/tXhqZdRYfUJsObNOt9kEvWuvXd37Rr2HiDyhqVljQu5oeJQZU2F87E46I9OhfPWu2Tmfn9fnZ/aek4KuU4XxsSxn9MzY7QvaFw3N+piDNYyfJ+PldvcTn/C3A2r/Gjbs0XCj5Dm9JtnffBjR4i2sFDJFx/QPROeK1Sed2Rf4gkyC3kUXrbEf/7gWOip6upYFkW21qI7O7AfemX2uKr/6lYXnb2v/cqP50Y9iGyjWOPn4iIFCDWkK3UsBjCg/Avs+YKxPxnO5fOELZg8/XFujnlB6+OF92fiTJ5s997mtDT8qfxSUmXkS2IdQeqwxE+RhGsSIMGB/+OHrQ2hzRNOkvPpvT2FwmDEHi2fv1+885Is8xauiOhjYMkYntqY++EGz++6rrexjjllthx3WHsKkxe8dCOzl2cfsOLNGc2Ds6hrVm4zn/18o02F//GMf0J90ktnf/14D+xjQM/QF9l4VpaDFjEj9n6YIjzL0UbA/8UQ/J+rKHg357Gdr3k6rxtBHw6PMmIMF7BGjkPcR2G99sHfZe0a+t65QJvKaa7oF9pFFi4ID6rikAqYU0QqUd4Yn7/voo+vC2XzfJrPRo//MZ2qT4km+Bx20Z6FHn08fKv9UPKHjsptnxMHNN1Cxjbv32+bO7G+4wey//qtm8F7xio6Q+Vms8Qwwb+tg/9RTT9m4ceOiuC+wrwbs8yqRvvaPP36YHX10e+FcscbJB0MMFGOc0ageqnspgBHlhwFGFEB8zBQ8MfRR/muhe0/iHpkl4/llnPyM3kP37tE///m1s/nly39rb3rTq6K2JJVMUZ4YsGX1CdElhv42B/b13s3119eeAy1qAvvygUlgX75MkXXqVSK9WqSD/eTJw+ziiwX2Md1HPCYGGNC+DNgOBrDPk/HWh4v0IwKa1yfjOdDnHr3Px4tf7J79zVDNCoE9niC4TYF9fVWxvfZaa5/85OgY1ushnHCdDEk6ZJROYF++TBGw9znys/ulS7uy1wk/8Yn2UH+8tQqwnog8+6g52Saz8euz7u+5Z304ox/R0qMPJTts/HguWpFiA4WOyXjWrD7Jsy/Qp9iZ/Zlnmt15Z22AE09cHc4wa3fsY7v7skOJqGH27xpMZ/aoggjsqwN7X1NvelMN7P2uf9FNFNY4Cexj1mTbu3rXeL3urLO6be3aWkTJH2fyR8fy5h69A31u95BqlN4XtTtMtAQdU2A/QLPx8xC+T9AVV2DvFTPAjJ4bMmMK7DFgZGSaIpHUgXGglcttBT3HHbfeHnusPQN7P8cP7xc1bQJ7ZePHty+twbbZ9bqHHurJNpqNofvGrHvmaAIF5m0e7ENVn8JsfD9j8TO+sT47kbb6mWwLtC/Sj6G/aNEimzRpUvbT2ObMGRG85FpluyOP7LI3v3klxBND3/n3DH8/kypqzJjOk7cZM2bExB9CY6sr48k/DqU/d+7crFTuwoULIZ7KlmmKdbpixQrzH3SeEJ4YmTJryvk//vgdMqN76KFd4Spe8xLRzk8zXWo2aSlkyvKEyNT1CZkj5zE/X44tUnTds/MZsyP5d6XgCeW9FU9PPdUWkvDaggzbQrJd2zOh+zbr6dmYee//+q/rberUGvRMmtQTfvrDEMMTKv8t5anVOkDHZfUJwUdmnW4zZ/b1Xn1eRQw5E2E9RuR8mxlTnr08+xTr9OKLR9mvfz1ykxfx6g2aPHt59rGNjv++0bMuqow3enRPuO48rHfYVvfo5dljkWcXJBqx2CbA3sE9L4ebhy2Z0I/O7EdG72Q3U/pWhkJn9tgGhpEps4H0tX/zzSODTtTuO3/qU2bN3gsX2AvsWbCvB/pm1+uOP74rHBt59NPCA1p9Z/SNdAT2AvvCtdcqQe9LXzL7zW8seyYxB32BPVaVEM1DYIBJYF892HsE6uij+4qbNEvUE9gL7BmwL/Lo82S8PORdn4zXjIbAXmC/WWCfh/Df8Q4z/2GAifWYFMaPl0oW2A8MsH/3u0eFp0Rr+uAP5TSm5QjsBfYo2A8bNiFc6ezr3aoynoP9tGkjopXxBPYCexrsb7/d7NOfrv3ZaaeZveY1AvsUGxhmAyWwHxhgv3btqJAoVdOHZz2rVqO8vgnsBfYI2Hd2Phmepd0uJONZYWU8H2uHHZ4O4fv4c+kCe4E9DfaNiXn5AArjK4yPJL6h62QwXb2rP5o5+WR/J6KmFV5GeurUPhUT2AvsY2Dv1+vuuKOvTHZRZTxPxps4EZOpwF5gT4H98uVmp5xS+5MDDzT70If6/hw14im8YGZMZeNjXjAj0239nn092Ne/dX/ssWZve5vAPpcAmuWM2hIm+oXS9jEZYETHRfo50IfyEsGrfyr8jCusdZ8n4yHjsjyh8kdpM/PkfdFx2c0z4oww9Id0Nn69IWtMQGIWiLLxlY0f83AGq2d/663W+xjUzJm12vl5Y42T/x1ioKrUvRTAiPLDgAgKICwwouPG+tUn4/kDWF/4wrjeErhFlfFi4+Zrj5knVP4obWaeGLBl9QnRJYb+NgH2nnjkwF/fmAUisBfYD1Wwd77yo65QD8quvlpgL8++2FttrIx37rldwbOvPSoWq4yHAq7APkEYf+3atdEKeg524/OixQVWb5WvgtDQvkg/z95E6S9YsMCmTJkSzh1rB48nnthhTzxh4V3kHjvhhO5+X+7fWjZ9H9Oz8WOVr1ie/MNnutsVaVXy5J+G0p8zZ475z+LFi2MsZWOWLdMU63R5ODPqDIff6DwhPDEyZdZUo0xPP314CMe2ZXNx0UUbbPvtaybBecp1KTZRKWS6JTy1+l63Ecgc+d+jldHQdc/OZ8yO5Dym4KkV714Zb9kyr4xXo/7tb7eHM/seGz68PQD9xlCZsTt7ptabV8WbPLk/vKAyZXhC5Y/SZuaJWSesPiH4xNBvG8rlct/+9jHZojvqqK7sp74xJRaZcsFIyU6mDKjK5ZZfgjhFadfBVi63fp2uXt1m//ZvtRcgd9xxo33962uz/82W9/S/QUp8Vql7TBlWFBxQflw+aF+Uto+Zgqdm9B3o77mnr/rdBReMtEceabPu7h7bbru2cATkb9X3Ab2XwW1sKF8MTylkio7JgC2rT4guMfSHbBj/7LM9S7S21PxKkV8tqm8K4ysbHzkTQ9fJYD2zz3XiuOPMVq6s/SvPb2HPGP1vy5Qpm3SJ1LhgwsNoyBldIy4ftC9K28dMwVMj/TwZr9n1upEju+zkkzsyjz5WGQ/li+EphUzRMV3+KE+sPiG6xNAfsmDf6spdbtzQyUxhcJgxlY2vbHxE6Zk11awq4r339t1WycvnssZJYL+JI7vJ/8HYnVGj+iocFo3MACMKTPX9iirj+Rn97Nl9V+9ilfFQ+gxPKWSKjsmALatPiN4z9Ick2I8ZMz2c19fUozHDWGBf24mWnXTIeC0qqoNtYBiZljGnjZUmWeMksB96YN/smdqHH+7j84gj/EXOGti3etSmXioC++nxRUJEgLZ5sD///Ol23301mTYrA7q1jWjj7DKGWZ49BoyMTHXPvrlMjz/ewjv3ZocdZiGh1e9Q3x+qneHGSWAft+Oox4iColNkvGB0XO/X1TUqu0efJ+P5cegf/1jj0T36N7zB7FWvMvOrdy960bhoCVwGmBieUsgUHZPhidUnefYF+pQ/hPOBD/QZqGYPfAjs5dmXDUyD/cze5eHG3K/e5Q9GscapbJmyGzid2cc3GyjY//3vT4es+76ytq1q3TvFceNW2a67hkfqgYbSF9gnuHq3MbSiOWIVrkqF9wXS1TUtZBPXwN7r4Hs9/GYN3bmx/CMGhxlTnr08e2SHz6ypVi8ZNhahEthjpV1RW8I6GVWd2ddC9363bkS01r2H7seOLR+YBPbly3TIndn/7nfT7Pe/r4F9/St3jYCPKmgZRrSRNjOmwF5gv7XAvr6angP/o48qjI8ALmpLBgPY58l4+RW5WK375z4Xv2Hg/Muzr2FTrDFrCpWpwD4idQaYW3lMAvv+ElCCHraBYcFhS5MuvQBV/gqeb5T3209gvy2BfX0ynoP9+eePsMZkPD+j91afjJcCmOTZy7MvhGZfINdfv4vdddeUrN/nP2+2227N/wRdoAL78oFJYF++TMtap/VXVr/+dYH9tgL29ffo3WJefHG33Xlne2Y865PxGoGe2ZDKs+f0CYnoMTIdchX0vvKVPcK5fUgVDe3KK9e03BygFZKYanc+piro1WRf1ObOnRteyJpnCxcujHXNKo6VLVNV0Gst09mzR2flUL1dcMG9oeTppOgceYcUMk2he0xlNrTaG2pLcjkhldFQ2j7mlvLUrDLeihVmw4a1ZSVwY5XxGP5RvhieUPoobWaevC86buUV9IZabfxzztnL8t341Vf3L5Fbb7WYespobf4Uddy9RrQ3pJ53lTz5N6L0VRsfq/fPyLSsOvJ33dVun/hErSTqmWc+ZK985bMhsFdtfCwbHdURFEB8cpg68o3jukf/wANe674tS8a75JL2sHFrs56envB2yLBQRrk7vI9Qy+H2Ovde776xoTwxwMjwhNJnZIqOyfBUeW38oZaN/5nP7G1jxoyxl7+87+nOZtZKYXyVy0XCZOg6GQpX73I9yUP5b3/7KjvmGAzEUtQuKOtool7/mbNgNPEJXSP+HWhflLaPubk8NRbMqU/GGz262z772VoYvwb01vIePcqTj4PyxfCE0kdpM/PE8MTebkHsE0N/SCXoXXLJH+w739ktA/sPftDsta9t7ZQwC2RLE58av4IxYsrGx863GZmmAKahCPZvecua4NnVHpOKtRQyZecUufbKgAgKDqgtYUAEpb0lYP/nP3tBnNrM1t+j938ffPB6O/DAEVGgZ3higImZJ1T+jEzRMRmeBPYRK8Io/Dvf+UB4qevZGdi3KqaTk0Mnk6GvbHwsg1QJetgGhjGkZa5Tz8QPqRImsB+a9+y9Mp5fscuBvlllvH32WZ891Y2UwEVtKQOMAnvMljIyHVKe/f77P2ajR48W2Je4gUI3MAwwCewHNth/9rN+DuxX79bYxz4mzx6JaqAhVxQYGS+UAcZHH10Xzub7HthpVRnPz7enTRsBlcBFeWKAieEJpc/IFB2T4UmefYnAlIP99Olj7MILiwdGJ7NMjyn/ImZMhfExYGRkmiLkPJTC+HklvWc/e024giWwHypgXzuj9zfna2VwGz36k06y7JlabxMnPm0veEFfudwiGaC2lAFGgb08+0K9y8Hezxk9FFnGAmVBBDk3ZMYU2AvsEa+RWVOxaE0O9mvWrLFf/lJgPxTAPk/GyzPSi2rde+h+4kTsCIOJ6AnsK75nP1Sy8f1lpn/+58dCBbAx9p73jI7pJ5UVqwS9kb3XGcvYQCmMj21gGEMqsMdkyniMaNiX8WzRvihtXyMIT3kyHloZj6GP8iSwF9gXAjNqxJYtM5s7d5Wdc844+8EP2uzuu2vD7r232UEHbUoCXaAo/dwwy7OfEN1oCewxYBLYl/86IwKM+QJGAQ+1Jex8ItX7YmDvHn19Mt6FF3aFCqMdGYsd4T+HHFJ7ptZbfTIeyjvDk8BeYF8K2C9ZYva85/WEWs7D7CUvqQ25//5mp55q9ra3CezrJZBiA8MovcBeYL+1jyby9b8tgX3jPXoP3T/0UE+ojFcrmnTEEc2BngFlRu+ZcZl5QjdbVW9gKk/QW7lyZeETt2zJSp9QpBwkU+Kwq6srOubSpR2h2tcY+9nParvVH/7Q7PDDayoeqgRmJQ3rW9n0fewUpV29bKS3GTNmFG6KcvqI7Nk5RcrVMvRVLhcrAczItMw5vemm4SFKNsL8+Oqaa7qj6y7/zqp0n9E9pgwrWnENtSXsfPrVN6Q148lL4OaV8XyM7363I6t139OzMVTG8xokG2zffWtzO2lSzyaV8VDeGZ68LzouM0+o/FHaqXiqvFzuUDmz9wn6znfM3vnOPvXYaScL9+6bqwuzG9SZvc7sY0Z3KGXje5TsrLPMlKCHJamhtsTXENqX8UIbveBmHn3+et3o0T2hMl7Ns/fW6h49Qx/lyemh48qzVzZ+oc0V2GMLRGH8f2TrCAklo4ZMYF++TFOsUwZEUGBC18jWAvuiyniHHdZtr351rQzuuHFmu+7a3KSivDM8Cex1Zl8I4KjCb9hgNny42U9+Ugvj//a3tTP7Vg1VUJR+vuiVoKcEvVgUIHb1rf7vq1inf/+72Qkn1Dz7c88dE8K9MY5qHmvZG6gUujeUwb4xGa/+Hn2ejJdXxnOgnz493LhvcZVeYI85TswGpvIz+6ESxv/+982OPNJ6z+wF9q0NdAojyuzwlaA3sBP0fC79MRwHe6RmRT73AntsU4RElBiw9Q3MnnvOCgVz+ug31rrPk/HQyngMfXRDygAjsylD6VfNk8A+oh8oMAnsufPAsvMQBPb3h3fgl9msWbOiFn+ge/b1YL/PPmPsvPOiLMmznxCPaDE6wgDT9df/NjxD+6qQ/Fabp2a17vPrdTvs8HTw6OOV8Rj6KNgK7BXGLyWML7AX2DMbmLK90KF0Zl8P9sijUvLs8ZAvCowo2Hro/sor7wie/Z6ZHS2rMh5Kn9nACOy3HtgvCI9bzJw5sx+2DpmHcAT2AnuB/dNw0mEstyQP4wvs+x6NaeWVoADOACMKtgJ7zu6hhYqYOUXnamuG8QX2ddqKTiZ6jJArcsyI5rtbFJhUGx8732bnSZ598XVKgT1+TQy1JSnA3jPvb7ml5tm3Oqd3unnmPQpMaD+GJ3n2W8+zf2e4g77LLrvY2Wef3Yt6Q8azP/98sw9+UAl6aPIPutlIcb6sBD1sA8MYUnazE9uUCuwHNtiHekd2//21N+nvuOMOW7JkT/vjH2t2vbEMbn3mPQriaD9mjQrstx7YexTh9NNPt3322cdmz56drYshA/af+pSZ/+QV9JSN3yroWDNiAnvdsy8KaTrYX3ddWzgWeKWtXPmH1ovpmd/o6t3WTdCrv0t/xhmPhsp4z+mdozLK4Ars8TwMVFZbM4yfL4YjwxW1q6++ugb2X//61wvL5W4IF9j9BznrcKa9oX2Rfij9733vwHDHfld75JHhoTRk7Z7w+PFP2Le//e2mhgqdIJR+vmsdHi77+09RY8b0BeJtul+KjbQqeWJ27X6edNttt4V3C8LDBQBPZcs0xToNZacDKK6E5wnhiZEps6ac/xj9D3zgA/bc5z43PKLyYHhb4nz7p3/qsLa2npazlUKmZfPkH88YXKcf02Vmjpi+rWj39IwNNx/GZh69t//7v5n2v//bE+7Ljww179fYs599R+/DNqNGPWHPeU5XvzlDeUL7MTx5X3RcZp4Yu4fMZyqe3D5sv/32MZOX/R7lKSZTl2OOIW0vetGLCsEe+rIB0OnJJw8PCvAG6+w8IHgjtVedPvzhD9tPf/rTAfB1+gRJYHBJ4IEHlofoz9rso8eO/VU48/25bbfdNYOLiSH2tQ70XV0v6OXqiSdOCuD57OzfDvQ77PC13t+1tz8SNiqPDDEJiJ0tkcCQCeO7EDyZbdq0aZB3hSbVpAh5M2MqQQ8732ZkmiLkPNSu3rk+HX30l4OHcUavffFy1P6ISrOWQqbsnMbyEHIbgdRC8L6od4XaEh8T7duMdn3o3o8p/bGvfMzjj5/Q69GXUQYX5Z3hiZGpiuqUc4wwf/588x9vAvvIVimFwWHGFNgL7KtKuvzrX++33/xmei+ouKp4XswrX7mp0gjs053Z1yfjueQd6K+7zoKXX0vG2223e+xf/3WXbFLKKoMrsC8HbOs1hTmaQDeFRRsoB3lPhu49sx8q5XLzXbs8+7jRYTYbysbHlH4oeva5cfK73Mce22e2mnn4Avu43jFecD3YFj1s48l4Y8bUrt61esGuHnBQEEf7MTzJs9962fgO9O95z3vCU9Vz7TWveY08+6o8JgZs5dnLs69qndZ7IrffbvbpT/fBhoOMPyed56IK7MsH+66uUSFBsna9zluzh228DK5fvTvooD1DQmUkTBl+jYI42k9gj8t0a3r27tHvvvvuvUCvMD5Qz5oBZtQLZsYU2AvsBwLYu7Fo9PAd8N/97hrACOzLBfu///3p8NZCXw37ooI5y5b93o44Yr840gvsoZtiqTYwWxPsmy0GndlHVIQB5m0d7Ht6ekJW8LCo0RmqRXX8mto//dM/RflH1wljdFKs06eCSznOD4Hr2qWX9iWG+f+dh/QHC9g//PDDttNOO0XnyDug3i1zvor2XbJkfXjYZkT2nfXJeP5v//xn6qRkZ/QrVtwMPcDE8ITyzqxRhn5XSEjo8IQEoKEyrZqnRx55xHbccUeAIzyRk5FpBvbd3d3hjvpP7IEHHrADDzzQXvayl/V+EGtE/A8RT4SZILQATGM2/p/DYdeNN96Y8eN81bcU9FEjzsi0lWd/e4irvrIhU6oKnvwZ1O+HhwmefPJJO/zww8PrW1Oji3kogr3LwevI/+53v4sCPrpOGEPKrCmUvt8L/vGPf5zN7etf/3rbddddw1UvC7Ur+gO+J+3tssvgeM/eZfrzn//c/vrXv4bbBkeHe+m1q2vNGgoOqN4h85kn4z3++HobMWLEJsl4hxxi/bLuvfzGrbf2gf0VV1xh++23X1YqdUt4QnlHeKr/DnTcRYsWheTQ3/RjoVVdDlT+KO1UPPm4jmXf+973Mox885vf3HJDg/JEg/1HP/pR+/Wvf23vete77OKLL7ZPfOIT4W348Dh8aKwRqRrsX/ziF4dElcn2+9//PhTWOSFLUrgupK6uCjHIhQsX9i4eVJgs/8j1H2bMZmDvvLkR/vznP1/5BubQUGrNC0W85CUvscsvv9z+9Kc/WXt7eyHgD0Wwzxn2c7IlS5YU8o+CLWN0mDWF0nde9t577+zs71vf+pZdcsklGZB4awzpz5nzZPAyN1a20Ud5cn4mTZqUbZSvvPJKu/vuu0OxoLYtAkbUliDzmSfj+bvz558/wkIgorfVV8arv173l7/8xUK9lCzr+mMf+1iWgf2GN7xhi3iqGhiPP/54+5//+Z9+PCxdurQpT6j8q+bprrvussMOOyw7R3cb7sB/yy23ZOuxsaE8UWC/du3ajV4sPweO//u//zM34L6zck+FNSJVg73XAnYh+n+vuuoqmzFjRgiHrbd9990349E9FETpcuGz/KcE+xCEyRTZF40DbNVg75spCfO1AAAaW0lEQVSoP4aC3B//+MczcV1zzTV20UUXZVGiojYUwf6mm27KNskeJbv11lsHPdifccYZtvPOO9spp5yS8eKRpHe84x3ZZi4Pr9Yn7XnY9dBDu+ykk8b0Ju21EgJqyMrWPU9kO+200+yXv/xlVhnPNzDuAFx44YVbBIwoP0V2xzdP9cl4F1/cbXfeWds0F9W699+7XXA+vvSlL2X6ONjB3vnxKNInP/nJkAQaskAjDZV/1WDvRd7+7d/+zV7+8pdnHH0hJGLssMMOduKJJ24dsG+8epfvPlypfcf7xBNPhPucXaGK1tiYzG316tVZH7Qv0s+BGqXvG5SXvvSl/c5F3Pi6p+ke/3nnnWdHHXVU5uX7T9n0nX83hB5+K2osTz7WAQcckCVBeZjupJNOCpnRn87A3hXDw6zenP7W4MkNpdPx4iQOBm9729tCbe6ebK245+cGx+WQr4dGWfh1kHnz5vWLtLSSVwqZlrlOR48enc23R8e++MUv2sEHH9y72fEzb19/jQ3laWvOaf03brfddr3ebp6H4clFvlFevHhxBpS5DJ96qi0Yq9G9fB5+eI8dc0z/Eq3N+N8a67Sers+Rz1V9c1D0o77//M//zBwEB4P65noa02Vmjlr1dRnec09frssFF4wM5/BeFa8WcfBN1L771tbRpEkbw09f2WKXo8+He8IeeXE7l4N9nkexOTyhvLP8x8Z1flxv3FnzqKZHm/06tW/MnE8/LnM8qG+M3UPms0yePIdp/DOVqNxOegi/sTk/ztfm8OR/E5NpPm6/BD03TMeGC7WeZOS1sYPXnwkeBdsyjWj+gSww+pnxC1/4wuzPc0P1t7/9zV772tfaL37xi2zhuBIwC4ThPxXYO4jmC9XnpUqwzw1nvWHxteNztccee2SerUcefEPVrA0lsPf59ghY3oYC2OfRqfqES5+zCy64IIsqNQLjd7/bEaI6NbDyjfWFF67NQvqtWlW650Y3TyD1zcub3vSm4D3fmX1zHkXYHGBE+WkFIg70Dvjebr213a69tiPYro0Z2O+440b70IfCE3ehuUx32aUP6P27PYHSE7/8+PU//uM/Bj3Y+0bT15jn/3jLAdLD376Z9ta4iUHlj4Jiq3lqtZ6Lxs3nyP/23//930PJ6e3sRz/6UTaUY5FjUr3DltNAefL+KF+9YO+g7jvD++67zyZOnJg9UuJJBGwozYlXlaDXbDLc6z355JPtjW98Y7ZLzBsT+kETBNFzQ0amzXiqB/v6329tnurB3r/Dv8vB3vM/pkyZ0ko3Ms/Df1qdwTXyVPbRSIrMcVdYj4TVg30rAaDrJDdsiD4xawql7+veZf+DH/wgO6JxD/hZz3rWJmx50t68eWsykMpD/K0q7VXNkz/E4uf0XnTEz7o9pOp5Pc0aGvZF9a6R96LKeO3t3faWt7RvkowXpqNf80TDI8Jh/s/Cc5+uc4062cgXyhPaj5lP74uM6zcmbrjhBjvuuON6I0zvDnc8PazvR0uNDZU/QpvFB5Qn7+d5TX7Ud8wxx2TR2HPOOSdLpHR82lyeGPpNr9694hWvsPe9733ZWQJrRJw4YpyYCWoE2xxUmimoX6vJszh94+KJKp8KlscjFlUCYz3tZjIt4sn/9txzz82yh70NJLAPryZmGylvvoD32muv7EW7otedBPZY7QDGkLJ6imygfAPzqlC15dFHH81uGRRlrrs+u3d68snb9S71VrX0t0T3m+l8LieEp/q/f+ihh7KjKPe0dtttt02GRsEB5adxPosq4x188Ppwg6h2HFhU697zrfzd8jxUPBTAvtkcf/WrX7XnP//52THs5gIjOp+M3jFg60ex9TcM3Hv/zGc+s0nuVSr6TcH+rW99q7361a/OvHvWiGwNsG+l8I3/vyd3+DOdefhnIIM9ytNAAnv3KA4Jd4H8vNBbfq7rYbiipyQF9oMD7H0j5958bPOWGyf/7zXXTOhXS79VaV3EIWBtDwv2+Qbbn8H2M+LGhoLD5oC9J+OFvUbWmt2j//CH+/IFwjF8yweI3Cv81a9+tcm3bylPKO8pgMntgydTeqQ5b1/+8pezKEzuWGyuLUeeVU/Bk4/5ute9LksOzZs7R5/73Oeyn8bGrCl0rtrC7nbjBz/4wezddw/BeQKO7548kcA9fFbhqgR7/1ZXeI8EeOajX0fx7NtmDRUmyz9icJgx86Sh+kU6UDx7D8N70qMrpYewfVPl5/S+Wy1qAvuBD/bu7Xr43q9TIoWS8qORsWMnNL2HX18Soird85obfnPEr6g973nPy27rzJkzJ0uobJYwiBpRlJ8cRFavntAP6PNHbfz34RQsPGpTO4edOHFEVgK31UuDzXRsKHj2nmjtUUy3I35mf++999qZZ56ZJSc3K7SDyh+dz1Rg7zkVfk7/3ve+N4uCekjfI6H/6hPe0FCe/M9QvjLP3q+e1Hu/vw1bzbzSDwNMKc5CGfr+3fvvv38mRFfkxuYLxs9+mMlk6KNnocyYze7ZDxSwdzmef/75mcH05iFfTxSKNYH9wAZ7T7b0Wy3Nmidfek5PM+NUv9FvVWmvat37YXgX1o2uNz8v9bPuVg01ooxh/vOfV4Xjjto7wUWV8UaMeDrUN2g4oG/xocuXL+8tZjUUwN7Z9HyKgw46qJdjxyiPNjdrqPzR+WTWqPdFx/V8EXeg3Rn15tfBfTO9JTwx9IdUuVwvUOAFQJolETUzTlWFErcU7FsZJ2bRl510GAP4+t8PRbB//PHHs3NTpMQnuilkjA6zphj66Lw2bvRbVdpzD3+wrFPUiCP85Ml4K1bUShA3PlPbWBlv8uR1IXN7FCR+5u13lCe0H7NGGWCCGH+mEyJ/ljY6JjsuylcK+kMK7BvL5RYJFhVmCiPKjDmYHsJBr4AMRbAfik/csgbf9a1xA93sedyeHuzZYEZP0A2M14DwGyNIQ/lHbEmejOe3nhYtGtcvr6FZZTyUtvMxFMHej5P/3//7f8g0UZvHKs/s9RBOZDoZhRfYV2dEmR2+wH5gh/FzlWSNUzOw9/+v8Xnc009/KmTB939gp5kZYHQfBfsUwFgE9o3X6375y7XhbvXoULukuDLetg72zDwhmy3WA0fHZMZl9QmJPDP05dmXuNlADQ5jxAaTZ48qiMB+2wJ7V7F6D9+LVF11VUc08YzRE1T3GBBBAbdo3Tder+vs3NB7U6Xeow/PefR7jx6lPVQ9e2aeULvDyBQdkwHbysE+vGzVutRV4ISpYDcQKuj5owLNHhZoxHS0QhHLf6oKel7jP9aq5Mm/DaU/lCro5XOyItQ39R90npB1wsg0xTp1fhBdyr/T/1tUBtcr7XnhnbyEdazSXgqePNMbmSPnBT2WarXuV6wYFtZE/8p43d09oWLfsMLKeAxt75uCJ5R3Zo0yfDE8oXanap5YfUJKSjMybfOHcIpAxAXkyVx50Yaivnl5VLQv0o+hv2DBgqyKFPLMqn9r2fR9TL96F6u/zPLkMp85c2YM67Nrb1XxVPPeMPqeve8/fi4XaylkmmKdekZ0Z2cnPE/IOmFkyqwpVKb1Wd7IPHmfovXnzwR873sd4afPuz3zzK7wAl3z0VPw5DYC0SXGiDau+2Aybdmytt4SuJ6Md/317SF03xaeCO62PfccFh54qdW694I506ZtDDajvxlmgCkFTwx9VO8ZmTI8ofSr5onVJ8SWMzJVGD9ixVKEEpkxFcbHQt6MTFNcER2KCXps2NFVCTlnnDNnTQC/vvcEWlXaY+cUqXHBhIfRsG9jyLc+dN94vW7ixK5w17+jF+jD425NG0rb/zgFTwz9FCFvhieUftU8sfqE6JLPP8qXwF5gXygB9CzUB0GVTmf22AaGkWkKYGSNEwr2jz/+jxDO719pr1kt/RQ8MSCCGtF83RfVus+fqZ0xo3b1zj366dMtRAIF9s0kwMwTanfQ+WT0jgFbVp8E9gXQpGx8ZeMjCiLPHttssMYJBfvcODe7lldfLW6wgX1Rrfs8Gc+v3k2aNC68117sZTDAxAAjOi7aLxUwMjwJ7NcZcqVQnr08e3n2BRJADYnC+P/IpIhutvJ+jdfyHBTDkxYhY70Wniy7+BMDIijgdXY+Gc7ntws/tYV02WVm4Tp/1nKPPhSXfKatCjXex7f06PNeKG3vn4Inhj6qI4wXzPCE0q+aJ3bzjOgSI1OBvcBeYC+wbyoB1jhtDtj73zR6+A74XtV6MIC9f/sdd9RC896+8AWz8EJrb2u8Xjd2LB59Q7w1gT1+fCiw93csCxqrcJur8K0+gaGvMD5uSMr2mHz+0B22zuyxMDojU0ZP0DyMrQX2zmezWvodHQPfs/fQfX0J3FB6v7eF17Zt9uzaP/NnalEdYYCJ8YLRcdF+zBplvFCGpxQyRcdkeGL1SZ59wcZEYC+wRxREZ/bYZoM1Tluy0W9WS3/27HUh5P00fDSwNbPx65Px8hK4+et1jaH7+mQ8FEQYsGWAER0X7Sewx7PhWX1CbBmz2VAYvyisEX6XwmNixtTVOwyYGJkK7DGZssZpS8A+V8P6kL4X35k7d3WonbFdREtrUaWtCfb1yXjnnttljz9eu07nrVmt+/x3AnssmYzZwKSQKTomA7asPpUO9iqqU2xHUhT2YMb04hLekEIgTHEJplBS2QVgVFQHK77k817lnLJFQPx7kUIgMZ48ae+88zqsp6cn+3nb24aHn65Qea61rqKFgphiLc2KsKxf3/ZMwZzat3z72+3hzL4nJBS2h2S8jfamN3WHp55rvxs3buMzBXP6vjvGe96TKQCzpTw1kypDH+XJ6aDjMjyh9FHajN4xPLH6hOgSQ79N5XLjYO+1vJHShV62ESmDypQB9bKR3pASn0zZyLJ58m9E6atcLrZOGJkyawpdp2x5T/9eVE9i/Z56qs1OOGGkeUpRe0D5Qw/tsmOOCa/HtGgoT0wZ1mbgcM89w3or411wwUh75JG2UP63VgLXv3HffWuV8SZN2hh+ejb5WlRHGGDaUp62FOxRnhhgYnhC6TMyRcdkeGL1KaYj7MZQYfxirFcYHwyPuhjR0JcS9LCQMyNT9hgDCXmzYUf/XiT0iK6Tiy/utu9/vyfbQHtrVWkvlxPCExMebjy3fvBBs4ceqhmM+sp4G0LCwZQpwzdJxmtmWlDemTPzLeGplflj6KM8OS10XIYnlD5Km9E7hidWnxBdYugL7AX2hRJAz0IZBRHYC+wRQ7Z69Tq7/PKefqV1m1XaSw32scp4//Iva+11rxud6VGsMl4KYGKAEQU8tB+j9wwwMTylkCk6JsOTwL5EsFU2vrLxERBRgh622WCNU9mefR6tGDZsgh17bJ+haObho5tSBkRywCuqde/JePUlcGOV8VAQYcB2c3iKmF3YAxfY49EKVp8QW8ZsNuTZl7jZQA0OE3JVNj4GTIxMBfaYTFnjlArs3eg1Vtpr9PBR3WOA8ckn14Ww/ajeyngeum92vS4vgVtU6z43MwJ7ZePHNlqpNlACe4G9wvgFEkCNs8rlbl653KLF17iBK6qlnwLslyx5OmSP116qKaqMN27cqlDrfjxiw+G8Fnn2N9usWbMqkymq94xnzW6e5dkXTL/C+ArjIwoiz37wefa52reqpb96NcYT4tn7psKT8R5/fH14Z35EYa37yZP9BgKmd4zHJrAX2CO2jNlsyLOXZy/PXp59UwmwnkjKMH79BzarpX/44eWAvY+9dGmNml/VOv/8EYW17p/7XPwWisAeP99GNmUpj0bk2UeAMYXHxJzFyrPHPAxGpmh4lDFkysbHgImRaYo5Hahg73JprKU/Z86TtsMOI6JPfcZApD4Z76ab1ttPfjKi1+o1q3XPzBHTV569PHt59grjt5QAuhtNAQyMIRPYC+wRQ1a0Thtr6XuRKE/a23ffvrK1zRSlFdg3u1734x93h4I5XhnP7JBDrK4ynll9Mh6qd4yOCOwF9oiOUGF8VdArDlekqEzGjKkKeli1OUamXh3LG1KhCq2k5dWx/AetdIhUWvRvROmz/CP02YpfZcsU4ckr7Z144ugAyt3W1tZmF1/8dFamtlVrVZmtWWW8np6NNmxYW7/KeD72Lrv0r4yHzhE7n54vgDSm2hxaRQ7tx/CUH40gfDE8ofKvmidWnxD7xMi0TbXx42Bfdh151cafY14ff/HixVFbhtY8Z2TqY3pDak+jdbe97nVnZyf8hkHZ7w2w/CP02VreZcsU5WnRovbg1fcEYB6W/Rx66AZ75zu9zO6my6ux5rovhRUr2npL4F5+eZvdeWftD4cP7wljtfWWwPWCOdOmbQxJe/03E+ga8THRvgwwMXXk0XHRfgxPDDAxPKWQKTomwxOrT4h9YugrQS8CNylC3syYumePhbwZmabILdHVu/RX74pUtbPzSXvPe8ZmdfS9ebGbd79707+oD+PXJ+N5z8brdYcd1m2vfnVtPM+692S8Zk1hfCxXyGWHHk/Ecivq5wGVP0rbx0bHZHhic2BKD+OHhyZax7yemRz3bBHCKYwoY8SVoIcpHSNTJehhMhXYVwv2vk6vvHKU/fSntXvx3ppV2qsHkaLKeJ6M9+EP167euUdfVBmPAQa0LwNMDDCi46L9UgEjw1MKmaJjCuxDxatYQ4XJAJPAHgMmRqYM2KMGQgl6WLSCMaQp5pT1RPx7UacA6cfyNHz4yPBwzij74Q/7rE9jpT23EfvuO8vuv9+ilfE8lD1x4oh+yXjy7DeVAGrLGWAU2GO2nJGpwviRXQlrcJCXt5gxB1MYP7bBy38vsBfYpwD7XPeKKu25Pk2aNKsX6Isq440Ysd523z2eJMeAHdoX3Ti7TjHAiI6L9mM2pAwwMTylkCk6JsMTu3lGdIShL7AX2BdKgPHs3/Wud9kVV1wRxXyBvcAeMWTMprhxnTartHf00Ra8/tvspS/dJ1ujl11m9sc/1pZrs+t1kyc/bdtt13cs0GphM8CA9mXAlgFGdFy0n8Aez0MQ2JcItgrjY6GfLTGizabL0z4OPPDALBt9aV5+rGBeBfYC+9Rg78uv0cPfJ2D8TjvdYXvuuWdhrfs8GQ8FPBTAGWBEacuzx5PpGJkyc4qOK7AX2BdKYKCH8W+77Tb75je/afvvv79de+21oeLYT+TZRyTAREtQo1P2Bs5ZYI2T/w0C4luTp9zDf+opC3fxzXbe+f6QcDc9XPusTdLYsWZveENfwZz6rHvUiKP8COxxL5iJVqDyR+eTmSfvi47L6hOiSwx9hfFL3GygRpwxzAMd7OvFd/DBBwvsgZe60HXCGB1mTaH0WeM0EMHev2nhQrMzzqit1FtuaQsZ9pNDkt6DGdB/5jN9K7jxeh1qxFGwYedz1KhR0Y2zPHt59ug6FdgL7CGDgnQS2C+DnuVEwZYFB+aKLJJIOlTA3r37NWvM3vWus23Zsk8HkN8lZNh/xU466dB+JXAbr9ehRlRgjx0fMl6oPPvyZdo2f/78wnv2iJFXn6EnAb9fvPfee4eEph+GV78ebsrgiSeemIWwtt9++6xUaQ72jz32WKhCdmdLoXi4/7rrrrN58+YNPcGJowEngaVLa2/N33DDt+3nP78uPJYzJazV94ejp52z/3/06A0hQ39dSNKTKRxwk6cPKk0C8uzl2Ze2mOTZy7NHzhlRT7iso4nwZEFIHq0t80suOd/22mu/cKVu3+zfRZXx5NljxwjofMqzvz9ElKZD9jaFTAX2AvtCCfT09GReu//EmsBeYD8Qwd7X7YMPmj36qNltt9Wy8b1NnerZ+a1XtcBeYB+zecwGhj0WQ3SJoS+wF9gXSoA5XxbYC+wRA4V6LWV59vUL/IYbfhvO6V+VlcCNNYG9wD62RhiwFdiXCLa6Z48ldaQwoohS5H10z1737JFNQYp1yiR+CewF9ohdQ9eJwF5gXyiBwXT1zt8Uz18dK2JKYC+wF9gXGz4UQHyUFBsYhj4aqWG8YIYnlH7VPAnsBfZDBuxRpRPYC+wF9gL7IgkI7LEoLbOB0pl9iZsN9HybCU8OJs9eYK8zewTE0XXC6AmqewyIoJ4gyo+bGrQvSluefRqZovPEgK08+xLBVmf22G4whRFlDJk8e3n2yKYgxToV2K8LdQbiZ/HMZiMFMDLzhNKvmieBvcBeYfwCCaAeGwsMThIBHNSQuCIvWybPvkyZsnOKVAVkQAQFB3SNMBtilLY8e3n26FppW7t2bWHZqPXr15uX4Rw/vlaFqqit8memQkP7Iv0Y+gsWLLApU6aE+7PhAi3wrWXTd/7d4Hj1uaLG8uRjzZw5M8ZSeOVrFSR7hj7Kk38cSn/OnDnmP4vz10gKOEPpszyVvU6XL1+evfqHzhOyThiZsvwj9J0nRJfy7yxbpil4chuBzJHz4vRjuszMEdMXpe1jpuCJoY/qPSNThieUftU8sfqE4BMj07aVK1dGwb6rqyvUkw6vRkTa6tWrsx5oX6SfTxBKf9GiRaHs5aTsJ9b8W8um72N2hIexYwaC5cl5mTFjRowlq5In/ziU/ty5c7NSuQv9hRJgTZUt0xTrdEUo0+Y/6DwhPDEyZdYUuk6dH0SX8u+sUvdRntxGIHPEGFF03bPzGbMjueqk4IkBRoZ/dFyGJ5Q+SpuZJ2adsPqE4BNDXwl6EbBJEUpkxlSCHna+zcjUw67eygw5K4xfvkzZOVUYP7Z1xp9jRUPDTpE5xkDHZY5bUPoo7VQ86cy+RLBVgp4S9FAAF9iPjCZqscapbJkK7OOJdC5zBhhRwEP7pQJGhieBPZZ0Kc++xM1GimQyefby7JENTApgFNhjRhQFGwYYGbBlgBEdF+3H8OR90XEZnlD5o7RT8cTqE6L3jEwF9gL7QgmgGxhGQXT1DtvAMDIV2GMyZUAEBQcUbNj5RK7IybPHjxHQ+WTmiQFbgX2JYKswvsL4yG5YZ/YYMLLGSWH8+Jk5ujFggCnFBoahj/LEACPDE0q/ap5YfUJsGSNTefYlbjZQL5jxwhTGx4CJkanAHpMpa5wE9gL7mARQwBXYY44bA/b/H0m/m/R/mKOWAAAAAElFTkSuQmCC[/img]

Information: 2023 - Sess. Straord. - Q6