a) Решите уравнение (1-tg^2x sqrt(5sinx)=0
Статград Тренировочная работа №1 10 класс 31-01-2024 Вариант МА2300109 Задание 13 № задачи в базе 4051
a) Решите уравнение б) Найдите все корни этого уравнения, принадлежащие отрезку
Ответ: ;
Ключевые слова:
ЕГЭ по математике 2024 Задания ЕГЭ части 2 Задачи 13 с уравнениями 10 класс Статград Тренировочная работа №1 по математике 10 класс 31-01-2024 Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
a) Решите уравнение (1-tg^2x sqrt(5sinx)=0 ! Статград Тренировочная работа №1 10 класс 31-01-2024 Вариант МА2300109 Задание 13
![a) Решите уравнение `(1-tan^2(x))sqrt(5sin(x))=0` б) Найдите все корни этого уравнения, принадлежащие отрезку `[-3pi; -(3pi)/2].` 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FXwX7ckt45Zg70AAMAYA+0CAQQRkGkjRM6EC8LLe6mlq9nMCerVZ22jEj7yHheyiKA1YJoth9rg5z8Vbb3kxfgeCRTwTFIaEFydpJ6SyjR9eSxq5wIJT5pVgmLWkkR86HDfI93dPDKESva738CoL7kkow/xss8s8xhgrE8E8QebuJjiGQjmFNdGjFrV5D10NWD67YcJ/418kfyjK2iF28VBNdG7wue3fzoYtCGoYZZkxK5RKiiSMYRQPgx9lO6xrlzgUjrIuUOR3O03SfonAojHJQFvjZpIYKicXV5r7i/bFqatcCCLgc2l3r30PXWp1PXZ2qwGt5Z/todxJMsToDzc4FS3kUT1DKJV1YI7p0143Iwc7cbn3aX/A10dtB2ZpVhTW9YluvOOKhCntqJByT7fdFkXDjIoH2S60f9jdzZjN7O/es6pu7Aepr2yD8Wuvh/GTgsqPsjqT6HvpbUTS63q5jEd3AU4z32JdENCW9flHQe88Uq1mnkOJY9A4dK+7UqhVAHIAAcJolmTQ9JYPyeT9yoo1jQKPkLpLYRSVbJi7xN315II4HqzXRbJ2b3e9gqZ+qjZzVgMh5jzc/bwdGOA4LcL9NdsatZBJAh7ZIAJJwBXRu8B7qSaWeYww1AZorvqpavJTFAXFQ2vXYknevZIcY0UbCGj0bHUFqkHeu6xrlzgUrBlBHIgEVO/W3sSJvo49SnW9Zga66SfFtVsCkCDjenN1BF8jEgAknAFXchnJcf0DapxmCGfm6AVBIJYg47sZ4X4DpEPOQUAAMAYAoDA3Oexfxa4PVKe5M8aRVGgjQIvIfbk3SPhDQjuZ+b1BbCDg6B0ZfBq6NGIX9H7dz7tL/ga6NGLXsl1XAJAz2RBHDK89WuZZzOeXJKlQSoUbkavSYbXEdW2eojycmgwOcHOOxeCQooh86jBEahuYHaZ1Td2A9Txd1jXLnAq8ukmGEpLmVItCtVrIkafuRO8lRXryygCLjdHXexRVcl57oRRUoIXBOTwTEvSfpGPka/lO0EVXMPUWITzeo0xCqN5AVFmym0P/Q9AgjIOQe8v9oKibXCjeLAHskAggjINQWaQvr7pTkD7TlgME3XIlJdQOM6x2OjTmF/V+3enRayVaDFtH2bq0E9ey3Q5T1E91rCPwmlWFNb1NdCfCco6hUJEoThf7mOCpHFtbf6bLVhGyIXfnJ3DatJ041YOKxfvQtJ/G6ejZP4zUiBEVfBeE0STJpehawJyiFCCIbiNOw7hEZvBatTjrrt6sEzmfjab383yP0r7tUe0aj0qaJZk0PQSeDOjEqVDIZFyUKd3fYkkigoAAYAwB8hEgAknAFa3vJTzSGp7YQEHnFUIURIE3XAxwn2gk9FNdGjFp2+kji0q2z1Ef8AoO5u7V55RU8CC0KVZnNrHwT+Pfnyiq/3MMNKoVQByAAHfEgAknAFTX6JslW0wni19i9flAnN6utoIrao0EaBF5DjYbvNN8j9J7wVCcwofTvk36Uf0T4Y5+zbs4tpKsE0Wwq6GbaSujXzbcOknxbVBtBH6KO30kMwp6vUa6IlXyAHdXWBBLVj7olO4RGbwWrDcSSeLPTjruk/8B394HeDEVRwCCzf75Q10Z7t2DbF7kSvRgd70SHGgcZ9oJPRTXRoxa/I9/7o9W3u0X+A76F9fSUvyHfjNsatXBtUPktTTGfMMH+71BCIYgnC5zLeRw9xe4N1AncT7QSeimrCfmj07rGuXOBRd7xwiZ6qlUKoA5AACrn3aX/A1Za0s3qwy88svwF/JogqBCkCL3F++LWoEKQIvyPf7QVEuiFF8VAHfQpo6Tl+zZ51h9XPIVodMF5iDMaiUgYLl/hJEEiFG5GhYJy1vSIsa4QYHAkAEk4Aqyy88s/cTYfpSLuGUMpU8iCDQsBoKPQsPGSQvSIsa4QYHYgt0gzjsWsrm8mj7q6kl1iCKjYbZeXL1Bme5TJ/o7WtcgZ3PG7c+1QJ8kX+HEKeb9zPHOZS6S4SoHvZ90lrF2+UFzFVkZNBEvEYk6T/AME+zJ5+p9XPIVbQb9bNu5qaBJ0w9PayjHUTvWbyIbhJKN+ibOklC6gflKKBBGQcg/CXkmi2erOPRbJ3FrvfzfB2IzPNN3UjiC/9HFXcxdxBDSD2K6pJnuZwUykQ7N5EZUGjmKEt7yCUYL1+c1JZTiVHd/ki8Ob2BO5lwIX18tJzVi4isnerAbPMebnsWA165uyLlOvEP2NPOIEyagiJfr5+yyK+zqD6GpLKCSvYAN4pXStF5HydJKF6U3mheo54pOUo+BkgMs4dzlB3EraIXbxUE1YDEJkPN/gr6XRAfN6s4uqg7qe0SeoLZIKmtUnqKNY0Cj5Amu4YqgmWaPWnBpETGtwtdfD+MldfD+MlLKj7I6k+honAJAzSnK55eh2PcSjPScXc3ZxbSU40dGJ6vUCFIEXsdGbwP/n2HcIupjgVYjXdPN9izSrCmt6gQyymeb/VO6IBBBGQalsoXoQXMW8U2aF7o2niKUrBxlSCPhr+QxwUl7FHEBXtN3ySCknu9YDw9+7hF1McCoc3MwlIwicvk26l6mAvWhIbUmXeV66OGIOE9sJylT2cEAyTJUFtayJUcMcf9CAd1Gc9Jy+idzPeQodB3qScT4RIDRurrwgoXN5+Dx6NO0icZpVhTW9SCW5QycohXRXu32JNOkCZestez0qhVAHIAAd6yK+zqD6GjbSQ72z+ug1Feb4nBib4WeETpg1FaQxfAugdSp3FAADAGAPkSTIG3mO5bVpOnGrBxSWbzOXuascpdSw8b467mGGp89eIIDopRhcc/U7nuGlRNndQfU095AnN6F1Gl2ZaE0R2EicDNEDgyIDSyo/Jwez1EAy5QVGUK/uEY9KvZ+qhq06/GZTkNwvLsYKRVY5FymOJs3ecvMcpV1hLV66NGLT7DnnWLYbyVjQhnn3k5oKsIsIZTzftSOI0LtyFPf8AhClZvpPJKsjKYszcL+TRBVmmi1TsSwJNs4oe1WvhrSoLsyzlCn2kSACScAVLewx1+04PKSoZVmTWn2q7hEZvBe6dwiM3gtWA1vLPxg3v5nqxzLcyzdqW8hip76V9oEoQXcu5ko2DDRSWkA3EVX2Ov0RpSQoPeBKKkygzFc5SoptD5dBJnzoXMGxEeiv2nB5SV+0ovJ6iu4peDoHRl8GrMtj6xVkXl0lMwQZYgCpZXu8pBUECQ1YGPMnYu4ZJ8BHwKjjESBB4fYT3Jd+qtqgtRFud5Kn/AJm6EFAADAGAOE06QJl6FzdHcQ1a3Bl2OzjheziJKtOq9BL2HPtd6E7U85z1MFQQCIebnm32jPOIfVqEM1zvPslJawIMaAaPsvj1NSg2UwdM6DQIIyDkH7Un3gk9VPcSyLGhY1LfxvHgaxTm5dBG4ei90IOQiSrB3MGXqVtELt4qCahOizld+ctWCaIK/ez6cZryKKjNcXNRdHDnLSoqbIoHoOwdr/110QCCCMg1NaQP5JUFsJp5Ur9lf/moWEycilPYzU8TRHEikUGxtHOUFJdSQYBdJRU93CYPPXVlPFDW9+/lCKRAi6VGBUhIjYrzArovHUH7Fdwi6mOBWZLvZNoqhiWFNCVcyiGFmqxi0Ra35vV/MYoqtdXULr51NOJZi9WHXHLuSUq+xFKk9SuIkLtyFIkt3Nmrm0EEQdKhOYUJ5lRwup85gh3c10Ym7v2CQASTgCjLJc5SH/d6hhWAeZPM/aLuERm8Fq1xLOZpSPROF5LygTnJQsItFXUWbIp5CrM5tY/txlDjDAEUqKmyKB6Cj/Hvxo20V0m+IKgQpAi1IgkQoeRoWcWU4Xd0IKN7MZddTXcs1Q2BfeWoo1jQKO1fbXqV7TdHlBRtppzmd6RFjXCDA7LRI+7opPqKnsUwXTjZDFonC592l/wNdFe7fYk84gTJpInusPPslAADAGAKJABJOAK3u7vziSmkRMa3C1MRLfx1ICY2C8yKsIRLKddIgRdKjArpX3agOtgAlHMbilRU2RQPQVdYMEtWPuiVdJJLFojoQCC2f7+iuivduLuEXUxwKw935pBSIEXSowPtK/fRbNUKYnh/2NEgAknAFWmZp3n4XbBLZ6shotY+0SBwlkWNCxoXc8p/gRVazvK7xyDD1LMkW8jYoEEZByDV1edRsm71ZTGaHL1dXZhlThc3YgqN9caP5ippVhTW9RX0crhAH+ybqcQR1E8VsmtzmRqluRPPFkYQN2b3X1x62i2wFWNqdpX7ibD9KRdzdYEEtKpc4UEmjbTIgkq1vFfY1FKkoyhyKkTMco8Xror3b7DnuxEdA3kqK2366fd+N/PzhiqAXDwiJBoFGz21zymoleRwI6cMLZhklwldFe7cOkpf30SrbOjWecnC9mEcJXxerRClsgPC7OLaSrBMWvB3CLqY4FIDeHW+0VAADAGAPtOaMSxlDUNqkFXl0BmIVDPHaxCMpJQu4MZEtXM5nlqCaUTCGYcJr/D4ioPmPW222T6VbXZnmZadwiM3gtTO84eUnEdQ56lNfPSKmJuboQjZEqaRIIatIimXfm9SD2q89EqWRYIqTMznbMr/APsBUSJbw1ap19y81MwVSx5AEmoUN1P1poAAYAwBXvU5J2hjqEB70yImI0+yZ7WaeeorKGOvZpTfa37BIAJJwBU03tJ/+FWobDbMtfzNn5Sx1BOJ0yO3z6U/wHcTSrCmt6Ae8IMu0VAADAGAOF9a6P3466Nm5xcOjTgyxfYV5ddRsm71bTQxbvky1FeQy8JQzRsEODUNkE3l/fegABgDAFX76LY1YxaIB5vwgf2Wd4nqS7iRM5D17M88LzPUF7CEUGnvDLtbCoLTD65d3435/gBBzc1EuiFF8VAFO4RdTHArBvX8oKAAGAMAfaU06QJl6E807/wUwnm9PLdRbkI1RuJEDryNIgnvC4GESmRX2dQfQ0YIBnMaVA8Ylef/AGRagiJczS7PV9LogPm9WVtyeukpOUNWUHUx+prpKblFUERl0HlCm6CprpIXw9QPJuUiLyOajgcymWerycRJj/vNQTQW0NSym9lCJUMCQDCCr9yIdCc3qGNYIKvLvXlEq3iEMISr59Fq9QB5U6qLZOb1FGsaBR9n39zt1VWNqdpX4zQGBxPDUE6T9q2Ob+btzTpAMuaRHusSS7J4JQAAwBgDi6B0ZfBqdDaXIqzmM8VWJzPP9hNBC76ygJoQxryRKktIZBjQFowTwbwvUd6nKXMb0rq+6MD6jhenrZ0goAAYAwBwlhSYYcVHYQpwMMROTGhNKipsigeg7EsKyuh8Up3CLqY4FDN44c7QigABgDAH2ne+/wANAADAGAKnBeFlTGTRyES1iqBIoMQhxmnuoEGdYNXN25iwiEIasrVEiElEgAknAFPi8vAOaJUsscCVbfx70y1NOsXq/gtQD2ucyvwvUBgc4y9Wa6LZKLAczjNOBeXnolCCKCLITON6sYtjK/N+F4H9pjcI7gUI57nefKJVziO7gHJEp7uMbJmQ+SVdCYxCSauuiTQgYeQHEkAEk4ApXV90YH1H2W7hEZvBatonuZy79m6gxmeHZxVtMs8XZs/f5+1POsWw3kpIC56657V/Drhrot9nSrDa6mCbp9jSQxyf1oDRstG8D4euvnhOJos1FLE96ZqBBGQcg907hF1McCsPeEa0xDQAAwBgD7Uv4iYg45pUN9FoGs4ejPLPtAlW0Cw+rnnT2MTuXqK0hTbRmukkzbUl6BFGiIXNCGWfefZPuCuongnJiqG2Odc51vXU3IlmEWwkqG0CestWkPUQ44SrrhdfFgRUBukxCIqhgOdc51vUEQhBGS2TmrmIzIF9d6VQqgDkAAOxLDHN/WmaiiSMYRQKmiWZND1DbRQ8Z4BPs5NQ2SQvrQv8Dnccs1eyS60iQ410LGXmZ6M1za4EmHSo3EiB15H4a/m0RaKtIhFAOyQCCCMg1NC9tmaCoLlZ+xZ+/wA/ZkuS76Lara0ER1neTtzDMMgHMqatXMM1dFY6l/sl4IX5xijYkbwSuKzfReUtC+AwJkdKjmjk/ocHtO4RdTHAoZu3y4xFQAAwBgD7VIBBBGQa6iH8FKAAGAMAdlYkTdEUH0H2ObmFXwX7N7JkdQm7tUEfUwqnwpIAJJwBUWbq97ie2wettqtZxOnk/Gz9+n7EshuZeohNQxLCmhO5ufeZf8zXRXu3dwzJNnHgcfYLIr7OoPoaewhoR3kecOklC9MW08VRzRyf0ODwdwi6mOBW96+TtAKAAGAMAfIk0ghiZ6jnupuUYoy3cU6IXoe2+UVGa9/CFQT3M3NAE+JJABJOAKd3uyYodkp7I9cEpRhcc/U7mp7hIMZr9pweUlPfxhMpVpbaP333c/DX76IKsE0XZ/w7maAxEywVBcrN6S8LH3m64EgAknAFSzmYmGCraAQDA7qRMzyDPLNdFe7d3oe0nL6Mx1FcxS8n+xJbSN90GhxSSyQYS5/2enzd3WjfqkoAAYAwB8izprhdPMVbrohRaTE9+/klX52SKoUMcKIfAdt7/wAEiJoX8dC6gflKKSRHzocN3UE59pmM1e0zz7QVYzyTB9fYv5+UaVFewQpgI9Q3aTnCcJYUl2kXNTmCAZ0JmoLIc5ajjWNAqbL8NfYM8FTkQ34pWDjKkEdzPaCXDphHq2nOeon2erL3i59XpmCDLEAU8r3Z0Q7ReL1FCkIwg7qWZIRlzRkBnkfwbVXRRyjp3WdzyzwnithFl0qwR/UJ9iXEQmhKVZwGBPs97zwiQy1bSzO51x4HwNrcifX2p30Qu/kKsExBX/j3/pF3AVIhsAgpJhczkGIFBRs4DzipI4oEJAxUEwnTI7id9ELv5CraBromnxFaOE2wtdGpi24u4RGbwWrOFJy88lCCIbiNKCKuSABnhPMsEeuoSC/XzyV7dB9+kdZFyhyPhDIgGS6gV18P4yVNgzmbXHhBtTu0jZc5NWk5ieuvh/GSuvh/GSuvh/GSuvh/GSjcw/ipRuYfxUo3sHjJXt1t+LRvrfwer6WGXBSrW4MD084nkzMSE8kpLu2TASj0lDXt8Xk9e3xeT17enlJQvPKGava/7eeva/7eeva/7eejdv4QTULufwtHq8d3ly6FOFh1uX6rRX87/b1/O/29YvfvxVov/wAdKxe/fjrF75wVi984q0X/AOOlGC5fndUliRMJOuqWRY0LGkje8PWzbJQAAwBgD5NJA7V3J1UDVbQHqEpRgD4Cc4gc5xtXRnu3a6SOdENTEQWVWEWiD1fsEgAknAFWrySyyHOYuN8+i1etYtrD1erKJ0TMlXr4h9XrrxBGIYhmWrSaZ5ZBJ271zPOIEqKNY0Cir065kgpVCqAOQAA4yJrjdPMVCZ7XKdTmjPdPtHBoqATaP4xyeE8InTBqKyhjqWyhkqGJYU0J3DtoQnBOPKuvuvCGhNevyhrF75xijFffjpRivvx0oQXXjPQtJPG6lr2T+4no2XnNNRsIvOSvYbb8KvYbb8KjZweMdPYwYOEqW2liByKtLRQgd8PmhbQ+ESV1EP4KV1EP4KV1EP4KV1EP4KV1EP4KV1EP4KUEQclA4XM6QJVnbCetc1ns+8dQTLNHrTu5rZJ8a6tYUN46Hkmastr+bup5xD6tSRST4e5/2SgABgDAHyI88cX9bgVFexSvjv8ApX3aov8Awk3zsN+4JABJOAKgvBK5ThdyvNL1EVKMLjn6nc8SQASTgCjfwVdXiTw6EqK7CQAJC5xUL9bEHxjPZSBvajLLV0IpsI8oSkmgGiIScWkRMa3C1eTjRiJ0JaoTBDEEE0dQzpNnRwvcyzxQUMz3vpDwu3M91hM5SoIltIS710aMRu/bEaK5YKAx4Jaokxl+w501wunmKsH2MJ5p3M1yQdEI1vQg0ZmmOuRa6K92ogEEEZBp0Nk5li3iqCeOb+ju7L3+arP3+fuiiMclAW+2pr5InxUd/C/YaRExrcLRv4KN/GOaS1DOk4yh43DFIWKbtVtbba5xrc1exoYHaoN4I/VR31/GZIKtHDwJ3E6mSJkFT2uIB1WzpXt38rn/AL6soCmXfm3YIBBBGQa6iH8FKukHtcKInZvDPt1NRQXMm5ndK9iztLPI9Do2GoLNIX4z2gnqGCI3rpzRaS0gG4ipUVNkUD0FO4RGbwWkfaa58X2FWCaLYVO+iB3qwgxmV6vdb6IaRAiKvgvC5nYTJHD9lviC+9JO4nnMx6qCoIFhQbDXV2cW0lWYxax8CAQQRkGprPfXBlHqC75RT7Sdzcvogdq6NTFtVn7/AD/Id3dHPUw1bWiQ+r1cwCaKrBy8HC6mMKbbu2wqO0yA8xdzV2iF0gSOtA0aNtOMVPF7M/Xw0rBlBHIgEdic9fKIE/1egABgDAHfOgdGXwarDbrYe5JABJOAKJ/jmcZ6rXQIIyDkHsXMsiDMUZeke9fnGgodfNeHBAkStF/+MlRhgg1nLdhpETGtwtKwcZUgjtWByZjyfXxlQSIUyRmkgQQiKgABgDAFEA9i5mWCKraA566bZz9l3MKzxVZyn3eXskgAknAFGWW5OINkqGBIEwnDpX3arb3aL/Adia0jmrXPbbSjWlQzpOMoe30ocQpUS6IUXxUAVB+50nJ8hTvogd6tYf5pC/imvgSACScAVYZ0P6vwvhtHLjJQ0LmHRnWKtAZpXn/2Thepm1erb3aL/AcCMggHFOLmDm5qGOONRo+AgGOk5u5vJSXEEdPbp1HVAVZ6xBiTmp7LuERm8Fro3cyydm6uRAnm9R2jz5eerDYzReR7QUDOBjPdGBDP1p+zb2DOZU2cVaTiaPiSACScAUXe8cImeqqKNY0Cjj0r7tQAAwBgDskAggjINT2mMyQVDeh9pf3HoEEZByD2Yh7VfF/BOHLpb5C6Sz7NUSEGCUeKBOE8ms9RHUaCNAi8hwIBBBGQau9BlKwx1ZEG2TheYkeODzNAADAGAOM0QmiKGujXzbfAJ/1WXuJ5xEPNzyFWsOMyv/W/bdA6Mvg1QQiCPR2ZLZZJhKScrTMFUseQBJqwGUeU83P29KhtJeuiqGVZk1pTuEXUxwKdzePoTaKoo1jQKOxf4xDH5v3E9pFNWZ7LmdcdRSLIgYcbyfQMJ/W9WMRig4T/ALnScf2LvkcvjblNcDrVncoYMOUTFSTvNlLb/d6hhWAeZPM8b6YxJVjBhNZ5vVjhDLB5PU0qwprerVC+Z3zl+Lz3MR3hGivbRLtCjl6ghFtBSTJLnQ2cd/F/1WbuDChkDld+9d1jXLnAr2+Cp5hPiKGo0EaBF5D7enuokpJjFLri2rJvpsckpECLpUYHZvd7q27llDjDAEVNavDmWCra717Ps9TSrCmt6tI3ml69+N7teQP2zLHnSXXP249lE8mukRY1wgwOw0SSEFlzjhPC+sTQ0IDM4e5/2TsgADAGAKdA6Mvg1RQpCMIO/tMm/n+Fv/6462mTRBB6azRiNk6S0ZnnnCQ50fbMtzDHs70l1C42koEEZByDwvJyMRRZ1vQsE0U9hl6QSwz4Td6guw+z7Sdm89/g7u/wJ6aR3xrctVnMksXG/wB5oU7TMFUseQBJqNXnn+WXcIjN4LVhnQ8p5ufhWRX2dQfQ0AAMAYAp0DrpYZFIixrhBgfbN9Bm6j8paNg5l22SkQIir4LwvtryJ69pg59atG5eba2HprqC2EXrIebVNZxS0k01rtKlC/gpXV90YH1HCcZ6Th7mWdId3NdfPPtBRj6q6QS4ermKAxfv1EXizLHnFQTCePXwut7+HjPdmKXQIqN3P4WtB26jWUOvHKpRcuhklygxVgMWvyzfvotmqBNECJ8oGdFdUJ3ar4RmKoLnRa65qF/BSOHRW8Gp0WRcOMiksIaVQgwoAHEgEEEZBp7WBxjQKmtOoQyJNopL+YV1rF9bSNmra+8JqS7gOwlrr4fxkrr4fxko3MP4qU97An/fRvxyRCa6+9PKGhYmTedyXqVHgm0RS1oeeQJrD0LDzlpYkRNCqMU9o8UoMFSEiNivMCsuJfHXqqHrzvMEHZnDmFlTGWq2hMEOg8SQASTgCldX3RgfUfKs+Zb6JByTfuyQASTgCllR9kdSfQ/IcriJC7chQvrfxep+omk19fVrDbfi63oxoRgopFTxiW6EUKVBNDGRAncdJPukNQWyQxZerOKKV5Zau4oxdQ17DbfhUejYa/ZkHnJQsIKFrAnKIUby2h2Skv45CECPTuERm8FqU68y/fNWtsIE837EriJC7chWfab9O6uzi2kroz3b5UkcRoXbkKsU5zPzfup5+p9XPIULV5d53qdEgKdRtLTziIR9bsX7+eUQprNRuJEDryP2k6B10sMisQe1iIQ1PBaQJvHVhCcmariUQwl6yQh/Gm//AFVtbJD/AJ9xfhw6TVLexPA9QXIgg0AEyVBA8swmn7JAIIIyDXssH4QpzDaDXoqe6hnTH79awk0ZIIRahvY5n0DsX6Zyd8IKsLYxnre66S30RVCnVRqg+VL6SU5iq1nSVO6hPXX8pepXd3MUP+jvUVqier1gz3/pF38iCRCjcjQtpoDmB6F46bTw1HNHKBoYdl3WNcucChPNNtAMJ5vWi/8Ax0pLt0fRc/ZOiazclBkUHN3dJQAAwBgCr2B5kqziMhM0vckAggjINXyIBGiIASajhjj/AKEA7i5dI4svuKsTriL6ESpZZZrvEdCGIHIjQHsdK+7Vbe7Rf4DubmcQpVmOvuS7/Kzj2WcSptEaBBGQcg9zvbXbv4PUCaI/MtuTRGQaRFjXCDA7criNC+CcVBMJ0yKmlWFNb1bTyzudho7bKHGGAIqeCJN0lEL1Fey+WvsDXdXfPMaUAAMAYA4X0WuA+aVaOXtkJ+yJhmGQDmVNWcBgi727yb+Dub9C8Ar2qaJOq0BKsoOph7N7mWaKCgABgDAHcXUzQgaBliaEZw9zPXRaYg+Vr9NcFWhzbR9zNEsyaHqHNtOIDvG3FjhCTVg5licn7/CadIEy9RuJEDjkeNiRFNPFW99P5RJQAAwBgDtTXMUVa7m5/oGhKhsl5zZkeliRN0RQfQcbl9EDtXRqYtuN/LogxUIxCgPMKPtbn0p/gO6h/m7oy+CcZ5lgTW9W12k54QHXfyVPPlxBDU9s6J1xly9Wr64Ebt9JHFrVoMW0fytc+7S/4GujN4O5kmjj/rcCrqcOEdEOz1oup+b9VUIY3eBLKQm71c+7S/4GrD3RKnnEQ83PIU6O88Ym5vSqFUAcgABxw5uZUSoYhDEEHZlJWJigy1Yup8ZxFUdnGm5y/Ca5iio3VzL/AERUucDVjOBnh0m+IKjTRGieQ4O4RdTHAqHN1da/te1yb+fuSQASTgCsmS7zbIBWib2tEd8vwunM1zVna9Ru+71LLNJd4iqdEg1z1Yw4HWnd3ogEEEZBoAAYAwBwJA57ZPZv3y8UNKoVQByAAHytdHFtJVguLUdxma5mdEOhEqK0hTbRmrt8zww1fSmKCrOLqoKmGYZAOZU1bXQS0xzeoIDkyz7vUGXv5n4zziIebnkKsg4vPXR3Dusa5c4FdfNc7QVHaRjc/v0AAMAYA49JIXgqG7jdMlwDUt7DHWJr70iqKNY0Cj7WkfRG7+Qro3LmZ+5uo3lTQj4ropNneoZQL+YvUl3ySEa3qzdEeUz7PU96eUNWMGiIP4vV1F10BSoL0RJiWhNLOf4Gyeb0oIXBOTwy8l+MpsnZktlkmEpJyvyv0lvFUaaI0TyHcZ9kvPNJKN5r2gGt6toChMkhzIav93gj834iJA5fQNXCCCSKeVtsPwfVg6Maqigw+uU63p4XN2ko7TuERm8Fo3uvaBC70LUzb3NKoQYUADskAggjINPYQmorKCOgABgDAHwoOc/YTKGUqeRBBq2gEAPc3bBLZ66NTFtU1nFMc1DBHDsgp7KJ5NdT2uYNEWEqNNEaJ5Dg0SPu6KT6igABgDAHy/PmW/iQck7lkV9nUH0NKipsigeg4TwidMGokESBF5DviAQQRkGkjRM6EC/Jd+dbxwUqhVAHIAAfM9n79P3zifX5pUauEw75+WEzPfeifNHRmT1vzNO5SB2qwj0QfM7gsjKDgmuivdvma/LGYQ0iBEVfBfmeUEwuE56TiuizmF/maS2R5hKea/GumoqdTDHkfky1/cvpY/qfeQF8SpnWlRXqcpsoainWc4QP9TjDETkxoTQAAwBgD/yUzzxw/wBdQTCePXTMFUseQBJqC4SfOPpbO/VQl6Q3s24wlBL3xkiNYvPOCrl7mEby1ZQyZEzv3hIAJJwBSTxPyeiQASTgCnv4RUF5HN2biUQwl6s5Xmhy9TyiGEvVhJLLO5eiQASTgCokN5OZT/RXRf8AQ9X0hfMKV0YmIi/0Tlv0Sra5Wf41P5y5P4Sd3eOZZhAlRpojRPIVeSmR+piqyTE76KuSZzJviJK6NhzmWroIL2Dg0iJjW4WnvIE5vUEwnTIrpI5EcNIgRFXwWr/Lzxw1bwiGEJV++i2NRuepEEHN93qJEtbaoUe5nP8A81GgjQIvIfRK7k6qBqtQLa21vVmC8rz94k6PKUHNaaVE2d1B9TQIIyDkHgHTWUDDUPDsO6xrlzgUb2Z94YatbnrsoRhxU105cxQJl6tZZPaTFL2L+QxwVZxdVB3domb6d6uZlgiqGCWev4VrDUxaeYDGgPUaLBCF8FqLNzdmY7onA2LySOXkqOygSlRU2RQPQVLiTpRKnuwmybyVBtf5lqS9iSp3nnTJTEVW1zDCmAjl6l9qn5phKhiWFNCfQy5nECUBezfv50UZbmDebdKVgygjkQCOx0k41xJSI91iWbZKAAGAMAd2zBVLHkASagjnnd5Uqa00QO7vl6sfdE4WQzPNNTMFUseQBJq2eWa64HN3d6OSJSqEGFAAqeYC5k9ExVjEIoAaWJE3RFB9BUsyQjLmtb3tz5IOF++ucIm+KN1dJu8NQyrMmtO6EE6TSOhTD0YHe6ETuXp5I4I6Eb3h1ybRUdc87mPlFWbm6xE9QxCGIIOzPaCeQPUFokFT2qT1FbRRck4LEiboig+g7DMFUseQBJo9JQ0CCMg5B+hEQM928p5JTMFUseQBJoTOUlJOdewSoZo8CHWNabcJbmKLm9dfPNtCmPV6gQm93OSnZup+oi10kmbUSy1LfnXiOoS7RAybNUt1omEWNfC5vBDsm71G+uNH8xV/Logq1jEcCCr87JFUS6IUXxUAVfz6E0VbIILWru5L5jiq0i6mALUraIXbxUE1YYETyvUl2XzFBU8BhtPUvl6F3DFCle1STbQJVzDoi1zku9WMWiAeb8JcQX6SVNeCQFIUJqxiMUPdO4RGbwWoJpDK7gZlNJbNKdc9XLiG2arBMWvwBAIIIyDRtYH5xCgABgDAHyDPKevhiThNIIoi5qznM6fbE06QbvSsGUEciAR3V++i2NWcei2SpV1wuviwIqCz6l9ctXLxSy5hBq1thK5D1FbRRckq4fRC71YJiHWeb1NKsKa3rN1dbj9xKSaWCUJPwvzukVTzF8fgjZKgshFU0qwprerJBNO81Tvohd/IVFE9zLSgRR+iinPtN8mjknDafpL0j4X4L3iUlrLLvdPUyYvoIk4OgdGXwahYeDzEpSIsa4QYFMocYYAiuoh/BSgABgDAFXds886eCUAAMAYA4Mivs6g+hpI0TOhAvcyypGMuwFPfZ2gQuauxNjXM9WsCpCOF3madIKAAGAMAfKZ3vx6R8Okt0RPN66NTCO/ekgAknAFdfD+MncXTyJFmJCWp7VxAZXcmUVaOXtkJ7skAEk4AqCcTg+jYppUTZ3UH1NI6yLlDkcJZo4f63xSOsi5Q5HYF7EZtFEgAknAFC+zOEokAEk4ApLzXdaE3Tg88Sc3430769EdWrl4EJq+cSzekdW3u0X+A7rpX3agABgDAHC+n0RFPF6s7UDEpqDe/nfh0ocQpQ68Wwm67CVPc9dHEHqMgxqU5YrpX3arb3aL/AAFXOZ73RV9EkVslPfJyh3ekgkncPP8A7JQgmhlLwVciczJFK9RRrGgUVKuuF18WBFWdqYOEFt1Uzy6+FqjGd534Pbh5hLk5HwsFt1xJmfJSlRU2RQPQUcz3/pFwmfqo2c1YJnXP8qQb3878L/L3caUiBEVfBe8kcRoXbkKiR7zLuSIq9ggq1JhneCnv4RQvi+dEFQTza3fQ7iheJycGKgQRkHIPG7u+cEVWLo8ACd3fPi1eoHleEQwV7LHFE7vmSujPdqkfRG7+QqJA4ee5qxixK8vKOr+d0wiVYa+ozJV/Log9XqxtOUr10jLogqwg0YmNX8uiCujYsza+F05mnNRLohRfFQBwny984iraGDzCLUET3M2cbZyaAAGAMAd10ntAno9I4dFbwaprn/sgGt6FllDrfMtA3m0OjFW8IhhCcOkucNQwGeTAyIqu7YC2/cH9FRXsKQJSI94+ubaOgABgDAFBEU5CANTKHGGAIoQxA5EaA8YMzXkkvx0eIL9x4SVcSCKFjVhFiIynm/C/c7QJSIERV8F+U5W0Qu3ioJqwkDmX75okAEk4AqHE9+X4SXMUaa9eaE90/KGrWYzxZ7l5TeTCHbRrpVCqAOQAApmCqWPIAk0Q8iTTirSCIQIanOIHOcbVYJothU0CTjDioCYp3gf/AFTjHAkbu45vW0HSXpJ3fSW+iKreEQwhKufdpf8AA1aAC2jq/mxFoqCB5Qhkxo2wlMyRJlsAVEBd3r1POlslP1r3MXX1NdJHsMu9TBzOnXnGunvYhyy5o9dPPiWkChRoxp9KurhIkIz+/Vja8pXqecw3SJU15vog3ehBNBiaI66eC5nx1pCVFGsaBR3c8KzR6HoW05wjz4iqCCOH+jssivs6g+hoAAYAwBRAIIIyDQtYBuIhQAAwBgDsS3SJ6vURnfdxoSryXqoKsE0Ww+OvIi4SWLmlYnvDiXKJSqFUAcgABwe2Ek4l+VLo4tpKSBxDFLD/AF0Ip58dfhEqy2v5qu30WzmrCEHMpq4lEMJeujUxbcAQe3Z7X8vB3NzKYkzo8TSRqkQjHLFRQvE5w/8ACq/mG0VROjpmMjHCLM9+X8E7F7vdW3dnEnSf+CcJV1wuviwIpIboRCLISpbTFt5vSXREIRIXLrQgd313P+yUYJUn1wBKgtQh1vl3qa0Sc5eobaKKprZJ8a6igSHZBUlmJJWfXSWt0NhNU9oI4Uxu5egABgDAFSwpLtIuajhjj/oQD4ua5ihrE9346EqCCOH+jhOeuvI4vBPne/OLRqtvdov8BwERjvtacnqVdcLr4sCKgmNrmF46uVnwJZaF3AIqnmnkGUBRKs4jBBg9ueCX2svDWLuYaJAESoYlhTQnC6l6mAvVhCHzLJWiWzcdUDJHRM9zlMGJKhgSBMJwu4TMmUO4pLubkYMyVFA8sgnn4PdIkwi7myTM0s3flQeYzjvrycwRUBe7ProXkiHFzHSsGUEciAR3lyZBCTEKsER8ud34zP1UbOasEzmc/Bu4RGbwWoLgT5ITgXRTguA3ZnukgoXN3Jygq2nnkfEsPG6jkkTET6KFldJylp3ubSo31xo/mPlS/QvAKRAiKvgvZIBBBGQaEEKHIjFFQeYzjvGRX2dQfQ0AAMAYA7lLaIOXxli2e4lbRC7eKgmujRi1+Nu8m/g4Mivs6g+h76e2yeth2lqCfrvRxzHC8cyukApECIq+C1NKsKa3r22WR8QxUZ73GswpQ6SkodJReT0L7MyIid7dojwHX4b10ZtamnnkmJigq1iL3XonYlkWNCxq20S3JllegQRkHIPYaVE2d1B9TXXw/jJXvd55xR/Pd5nqGwMmrRClsgPxs/8A1KH4G7Qoevjr2+LRVnES5nk4XUDTlKRFjXCDAq/lMcHq9WMRigqOeO5lMZQHRQiQHZVGKdwiM3gtW0wni11Lcwx7O/dX8hjgqLXKEhj2i8WqfFpaYjqxjEUA7HSQBhqKwR4kr9mQeclQQiBMDjLYxyuXJepYE64RQZJqzhMGv5kM0QODIgNG/goX8fgklRX8T/aUv/VYe5JABJOAKjkSQZQ57j2SHOdFAADAGAOwcT3/AKRVdydVA1WEOiDXwuzi2kpJSIRDDvI9SwYnjTuukTrnSKreEQwhKv8A9+eGHs9J+7VBNEII8yJyqW9hjqGVZk1pwJABJOAKmunmcwwVbQpBttr+ZOlTslR9HR0kEScowOGNxyz2XdY1y5wKjvYnk0fZkxx0nF25LzF0I+F1Kzv1ENQQLBHo7yd9ELv5CrCM4Mr83q5PX3KQUAAMAYA4dKOMCOrKARIHpDr6TPkndJaH2kyvwuYDKUZNiDQyAMkHsMoZSp5EEGv2ZB5yUlpAnKOlUIMKABwdA6Mvg1CwKHKT0LAbYf5kvPfoO4lbRC7eKgmrRBPmaar2M6E0JuKjBEahuYH2Xee/wdu8g1wnRXtuLOrOAxjW+7v2p57nWUiShBd+M1Gwdzky1BCII9HYvn1ypBW0MPoi1YDJkn4MwVSx5AEmoB7TeGSpW0Qu3ioJqCeQZESa3q1E4z13z3MM9Jxdw6B0ZfBqtpeoPUT8DLIL4RZ2I+CZgqljyAJNQ3CTIXFPfxpUV/FJ5p8Nd+/wdskAEk4ArYTGTB6rXQIIyDkHtXN4IHr22bwtXr2u9/Aq2mnkyJYsdgQIJjLzer2KWXGioE0QInCcF4WVMZNWcBgi4Kipsigeg4XUksSZjAq3mE0If5dOfjNn6T9UTuZ4hNEasHLwUUTXrKjUPHgXTXoLDUfDsSypEMucCgQRkHINMwVSx5AEmoJxPkoD2AQRkHINGRF3ZwBQIIyDkHj0kcWtWsLT4TOIqiiSMYRQKntkmqwlyhhfmnwt771bdu7cuRBHQtozAI6g66BxE4Lp8NdMBA9dGpi2+ebY5v5u5Z1Td2A9TVtPFC85pLx5pwiJwn26Sh4TTpBu9Kcrnl6HY1cRCaEpVhLmIxHmlXjl5RBFUMSwpoTjMnWxFM4zQ6MHi9fsyDzkqG0EMmtH49KY6gVFGsaBRwmlWFNb1YIcPK/Nz8Lfe82vakBMbBeZFWlt1Hw808cO7msPenfKQ0AAMAYA+HkkWNCz7LX7Tg8pKguI5+XzBY+83Xbupuoh11FBJONc8r4erm1ggTm9WtqkaAkb1YDMs0/C89/gqeeOH+usPPe/vjjc5trkTCrJOc7837E17HC+g1+04PKSv2nB5SVDdJOcIH49KjKI9I4dFbwap7uKKhC9y/Wz/wCyUAAMAYA+F6S2RH8n+GnvBDsN3oXl34QUL2VN5oKS+idwnZaJH3dFJ9R8NNcpBjXRvZxuYqjfXGj+YqVBKhRuRoQRhAmgYqDD35MXy+SACScAV0bvAe3MnWxshqKW5izF1ReooHMvXT7vwginB0ckV88LqAzYKbOtRW2+uVy70m3ST6+N1m5lEEdWUpeH1TbsNEj7uik+ooQxjlGooKBnAxnsTRLMmh6FrdDCCfCVDZxRfABJOvL5GjGAO30r7tUTa4UbxYA/C20ObyZ34G7QzmGk6iefCJgx9xczGKPIGSdhSRXU2HeXRQhu0faahLdCcI6dzfuUgqOdAkSO+5AqaVYU1vVtdmeZl4zziBMmoMTOZp3FZglwmUf04MCVIBwazOX0JOXpLO6TOJEqCMxx4Llz8nLq8fgLn3aX/A10aMWnftEhmEhG44OgdGXwaoII4f6KCJrLhRqPj9h9K+7VGmiNE8h8NdSiOAmhiK0Mp3eXarGIRQA9q5ncuUiOgJVhcuZdD8J7oQuiUZ4xIIy+H4TXPVTIlT30cXLD11qdT12dqnvZDvFslQbwR+qjsdK46lKMBigSaoA15LrlqxGbubjKhubwx0LCCobSKFy6Z4X8pRNFQXMUCbR5erW468E6MfBHIBwAaGSBkAfJl1gQS1ZDFon2DPcuL1I0+FvtzDF8PfPruUgp/wCPdCBM6E4yPojd/IVZTGaHL8TYF5nLmoEX2/0i4bS3kkvhFVkDLK878Lome8o2sUVq9QB7nEPKNKukx1VqlKoVQByAAHY95v8A0Sr7M10kQqbEFmQlWCaIPV+M8UyTmeGheTeNo9CW8l5RBKgjeNMO5c8CAQQRkGlUIMKAB8v3/ub1be7Rf4DvLad5p5PGP4R3CLqY4FWaCWeSb4W79/g7m6uRBooEEZByDU0qwprera76+Up2Z3ZIiyDJr2q6EuNFQT3LygSxdgpALoymXD0b2BKgmE6ZHC8nQQ1BeQwRBKicSoHXkeFzKIYWarKLRFrO5k3q8kEcD1gwWHrLVumiBEq4mEMJerCI5Mz10lLiLR4vVsgtrUu9WgMs73PZAArq01a9A1efzV0l7tVt7tF/gO7vJDFA9WEWiDvXvIEyNdftODykoXwd1RE7EsixoWNSu88TSHaIVYJog+FmGek4u5uIhNCUq1n0Zgm20Vvfy+UAqKGOH+hMdmeYQRl8E0ekx4JUL9bEHxjPA2c3hdvXsOdpZ3evYIE3epLKJ9FIgRdKjA4TwRpOkdC2iAxoSgABgDAFS3MplcQ8o6SX2qYGfCInCQPPdAFMIlT5kv04XVs88o3xHSqFUAcgABUMZmuzI+umUOMMARQAAwBgCr6YxRVbCQQgSn5RYEqQDg0iaBzZvVj8Z0pvBVt7tF/gO7uz106W1AADAGAOBIAJJwBXtkH4tAgjIOQeDvLBebnKPV/OYkwnM1Yh+oy/ZFvFvlAxJzQAAwBgCgiay4Uaj49ie2685dzXSWEtkSol0QovioA76wcvB25f+qw91eESzZjqDR1KdXsvaZQ4wwBFaRp04GMYxQAAwBgDhdziCKrJJca5HzmrsmecQpUaaI0TyHExoZRJga+ByQcECoElcdUMpk7mjYxGLFJaya8zSl8dxI4jQu3IVChuZ+v+xAwOcHOPkvpX3arb3aL/AAHc3ZnyEho2xEJM87mrWzEya3o2EZ5vLUEIgTQCSKlJuZ+oGyDnU1rCIHqwcvBwvkzbNVmhnzLNQAAwBgDsHIBwAaMN7Id5NFG1uRulzVq8pT+N2Zz1t/CnfSPojd/IV0ZtB2336Ui7m7nJPUJUdqiQFKtElh1p3LuERm8FozJLda5aN/5xEVYJs83wM0SzYD0qhVAHIAAd0zBBliAK6+H8ZO/JABJOAKF3BjIlr2+GgQRkHINXM5SURRDL1m88oKnnng59TUd6DgSgpwnBeFlTGTVpmK9MfyX0r7tVt7tF/gO66T2gqJdEKL4qAONhhxLJ4u9XpAtnqziEcAx478L0l3SCrXMFy8Pex2wSZ5dffX5xCETm9QJohRPIduX/AKrD3PVpq16Bq8+7IBBBGQaEEQ3EaVfvrkSCo00RonkPi5HEaF25Co0e8y8udFXkEQCCLZyaiXRCi+KgDvukpuUVWtmBh5KNtEQRoSrF8F4K91vneXk9PcwoM6wagi9pfr5qmgEkRXA5YWujTmCpNXVNo54OKe1ngzKZKtXMsCP8ldK+7UqhVAHIAAd1ee9wJUlxCnOSkvUlOER+AMts8uUL69xoqUPPPEkiUAAMAYAqd2SIsgyatEk1maWpYCZ0lTZx8USACScAVEPabnr9tCbL3B36UT0T4a1R3nMsyfGXuZZooKM4jxDENb1BAQ/WzbycJ5yJliiokAEk4AqOeOVyqd2mJ78+ScCQASTgCrIZnnmpkV9nUH0NaI7m5xEmI0oAAYAwBU76IXfyFdGjEHC/fOIBzfFQp1UaoPkq/wBzBF4O/dzWqT0lrAgxoBrQu2FGwxxTfpOT467k5QJ/W9RRCKMJ3EX/AFWb4aa5SDGuhJdT7xYRKFpP43T0YbrrsB5aN1HFs75ev2nB5SUL+CopklyY2z2WYIMsQBSyo+yOpPoeE11ch3xDSXkrjaCjeXXjBVtMZ4dZ7meWcS4hjpBLc3hzlMVFAkOyDjaJrmmnq/fRbGujYjvLU0ohiLmkinusPMcJVqMTkQPmPuLHeefhcy6yYIqhiEMQQVe3WBoSoYJ9G2Y6tbnMGZXp83r4G0Qp0DRMg2yCKQ3cOYglWdvoy8u8lO6xrlzgVDdJM5CfJN57/B38tzjKRAySVYbmaX41iQpIGTUELgmWbeTuYt+k5e4kuUScRcLm7EWybyVGSUUuMNgZ7u53v4qAAGAMAcTaomuaXDnc1YpG6PK4FJFbvuiRGkhSLOhcZqR9Ebv5CoJhPGHwRx6VOyVNCbTQ6cL9yIdCc3o4s7SrYuYQZamIjgcjbCnFQTn2YyTVPPMRr3RKj1dUuvngZ7UraIXbxUE1bO+DDFs71iS0nQa9Yl4XcoigNWk5hQoIS9YmnuUSWgABgDAFX75ljiesyXWUh2hqGJYU0J3DieCZ3iGsPWi6n2mxGlQQRw/0VMHaIiPZqtbTQdcu78DYQ0iLGuEGB2GUOMMARSxIm6IoPoPkm73v4e8Nygn6mpZViXLtX8a78NEVSokFm9WCaLYfB3s/UJUJzChPMqPg7P3+fuL2EaNaDDinusQJjeRxVrbdV+/JvJ2JpWjGREz17VdnZIKSW5E2JYu1cQCcYNWchSU20vHpJ8W1S/wLD/RKsU0WqcL+YCApUM8MVsmXqGdJ0ynDQuQcbipnMt6kY5Jwny9/FV3me6jgoAAYAwBXSRxaVawGfDvsi1e4M0EHbn3gk9VNWIjRDO9Q5nnE5Gw2ThfBn0JQAAwBgCpHNtemQ7o9Ge5k2ih0er1NBKmJZj1tJewUb9OSI70Lm6d8CGlzgasZwM/Lc/8A1OHu3cIjN4LUBfMtzoqCATDr5uF+deiGlUKoA5AAD4OfNzehKAAGAMAfB2fv8/cXLqsD66sAOv7PXw/jJQIPa6+H8ZKd5IHyk+uo50ExlehfxeUlQ3fWzmPRV9h3hgq/3EUXi5pECIq+C8J7MJC75dzUFpD1IJGcikRY1wgwKmlWFNb09+fwaso+cp3eSncIjN4LVluZbl6ssyzyz8L0ma5SCo0EaBF5CkIur/0TuPYIdeaAAGAMAdogEEEZBrqIfwUpUVNkUD0Hy7cjN/D3d+5EaInN6ij0QrGQOVW2IJng4QZnvHl8E2Hwd1ORiGHeQ10UMu7/AAlj7zddw4NzdYORElXSCJ45xSsGUEciARxdA6Mvg1fsyDzkr9mQeclRoI0CDkONy8qIOpFCzd/eJXoWEFdRAg3iSojau5RESlUIMKABSRIjMwXdqw56Sz4IKnDvfj0xxIBBBGQaAAGAMAcL/XrjFQ2xlOueozPDmBKmSWSDQHrqSLTqkq1g6iLRwEUedQRc8FRU2RQPQdwbuAPoL118P4yUbmFRvMlG/gr9pweUlC88oJqN5N4Wj0bufwta9rvfwKgMpizP8uy/9Vh7vAnv/SLheQGQa02dKF6/UmPfrahVLaAa6ivYpXxxnuXgnT8Ki4EZfwAzVkXmmeXJ0cW1aTpxqwcV7Lefj1ovvGaOoHlcMZUxwnmWBNb17eX2hhd6hnuXl3i4XV3oOiLd6SAwQyyl8uRXRnu3wln79P3M0YliKGrZHSIJJ3TEhSQMmrAyyZd5KvHJdIEq2tRB8W9hE5Jy9CwgoWsCcohXUQ/gpSoqbIoHoO4E8bvoRwT8tDfpL/AdzdzSw6NFF70IXd6tUud3Sv53+34NoXMh8BuaRDeOXf8AoFXgAmiijGjjdRCSAihOZYEhqKIRRhOJIAJJwB2WUOMMAR2BBFrL6BmpohLEyVBEIU0D4SHCdKS/ClJbMl4t0q0Mkl0X+x55XnlMEFS2rQaJIaguhMdBGHH2vk5xg/694CDnG+D8NZjN5P3V/vohpECIq+C8b98WtWoxbR0LXN0ZTxkcRoXbkKtXxea3TaTOOxNapOcuXr2HG0U7pUEUsWdcpcfGy7dKR/C37lIKsYxFAPsTro86daZ4PkowQ4bBxVrbGHJfdzV1OII6sYcDWdy/2vpGrVgZxjP2CSACScAVYbiaXzfur3a/hqW9hjoi7n8oqQFUVSckVfRGWGvb8QIkdWru8IL8JZBEmtqlzezaE/oSrmDXFhNim61BOs3pJ9hTjPScPwrIr7OoPoaAAGAMAUXRTguA3xZIAJJwBQIIyDkGpb6GOor/ADNxmlWFNb0BPeeOhKubOKGKoRiFAeYUVPI8aZRC5o3VzFvLFQfM4luQSKU5XPL0Ox+WLn3aX/A10aMWvdTQJOmHqK1ii5J2L/kkaDd3pECIq+C8JUEqFG5GooUhGEHDG55Z+wpf+qw9lgSpAOD8C+SjBDhsHFCwzu710a7mJ+JniXOZFpZUfZHUn0PbZggyxAFQ3ccz6BTuERm8FodJiv2nB5SVFOJuUcg7rpKffqagEl0nPREKS1gQY0A1NZI7/cpRgDhfTa5tFC/hqGVLrkmy8ZnFzdY14iFRFNGI8EDbb5Z6SkxBoqK/hSJBh6/acHlJUNzFN3sxE1/CE+yOfSn+A7yRxGhduQqCZZ01p3TzTXWUhqDXZzCJ+T8GGVIyR6ihYxDeU5pIIpd7Z3QivZL38eraKRBiWQv2b+TLiGuqNteQiiAQQRkGp3klnEMFT3LwaIxu9Rlig1jDVdyuZRBFUtykGA51vQvcuoKEB+0SACScAVaoJ55pamstAMsFWMplgqaVYUy1RvrjR/McLb3+ajDETkxoTWUXC7DyHE2ENQ2SRS6x9u6Rq1YGcYz8Y8KS41rnFdRD+ClGCI7mNKhgIneUgDwTu5544f66xNc88xRVagC+l+yLY56Tm7qa5SFwH4Xx1uIEqKNY0Cjjnccs9tUVNkUD0FdJbInG/m0Q+r1ZQmGGtcs15hNkQ8bV5HvJuPUJ1/XYOuphr6TSiQASTgCrAZMk9TYfpSKpn6qNnNJPo1uP/FarS10DXNu9FQeYzjtSrrhdfFgRVtCIItFOgdGXwaohdQ5iRKSzydc51vxntpTP1sT0Re+cQqK05PK5kf5qkuTIeqgqC1CHW+XepH0Ru/kK6OGIS55ufsd3CIzeC1BJOJXmjTOa/wDqdC5uUdI5e4v4tcHqlRXSeyCSrSPnO/8AW/Yms+um1l6HRkVQ2ccD6wX4tKibO6g+po38Ne3wUZRc3OXwka0CCMg5B4YF1f8ApHU7lIHarCPRBwmN1HKzjdKgmnTdIs5qA3B3lAAqa7SA4ekuoniL1YoSXneruUJA9WuiC1TXVqdd/M9dJy7CKjAYBDMa9pg59atQyiVdWCPnPG45Z7N3K5cQVBCkKYXhfuRDoTm9QJohRPIfY9++i2NWoxbR/wCg4Y3HLPc5Q3eM/wAHXQAAwBgDsS3M4fCQUk98eUFLnA1YzgZ4y2fXTl3ev2ZB5yV+zIPOSv2ZB5yVGgjQIOQqY4hkI5hTXRqYhq6nE2IEpECIq+C8L06LWSrUYto+GUF5MZ6eF58yRQ4ShfZiwiHXRs5p8PIae2SSIREnAqCFYE0JRRGOSgLVNEsyaHqOwhSgABgDAHCynkm16/s2e6KP1UQy9SPdwjW9RvrjR/MfI97HynTnHUUoljD8N57/ANIvsjpX3alUKoA5AADurmd9ZhiB117GPZOqq0kzmJxh4+5vpTFBVlr6jMhqed5ZTBBVtCYIdB7AgjRy4Xc8SAQQRkGgABgDAHBokfd0Un1HAIinIQBu4vZRFAas4uqg+Id1jXLnAqK9ilfHeyuIkLtyFe2u+epgd6E954QUL2YbywVFeRSvxJhhOttCGrmcT4hhqNNEaJ5D5HIBBBGQaz7FPj/sep51SAvVjGUhy/N/sjpX3bu9I1asDOMZ7u999iozwomzpsOWaspItZd9pXPwrwa51kJ2T4gkAEk4ApM3s3lCKv4kjgFLnA1YzgZ7kkAEk4Aqe+5xw0lrcoddXU0hTROlWUyPABwvp9uoSvYE6jzkqzkMkP7/AAmsppZi5epbEQoZYicpVrP18Wv5ImiSZNL1FYIn2T0r7tUJzChPMqPhZ4I5v66u7ZIMaNeTUUCIi5RM9kuq4BIGfsi/lxEIhzeoY1ggpD7Vd6+cScLqbqIddG5eO21vjW1WVy80xD1NOkCZejf+cDhKVgygjkQCON8+i1erCAIBI/C90ezPrpLVHhiOND1gWoeV5HerOPnO+7vTuERm8FrozeB/V+Anh8ZBV1cpoKR4d3qzh6mH5y6Sx7NVt7tF/gPhrw5v043UckiYifRRtZU3N09JAk6bzyvUnRv4RpECIq+C9wLuEy6PgndY1y5wKN/FSOHRW8G4TXkUJxQvrfxekvI5ZdA7d1gX8Rep7sS7biKrYxmAdVTuERm8Fqa6M7plKxJczojjFQWyQZ0VlJb1zPsiU7vefuRDCUiBEVfBePSn/gUNKR7Y0AU95F/maEMs7h56crDET4LUzvKTKaE8egMXAyM1I73mEizoqJBEgReQ4S2UUr5qG0hi4zmYbxVGSUUuMNgZ+NJABJOAPlLpIZtatvdov8B8N1aategavPsX8uiCjmDo3/OrQYtY+xczCCLXSOHRW8G4376LY0YDFbLLVwZVQGEBjTxXaIZTNUV7P4prqC4SfOKZ1Td2A9T22YKpY8gCTSXqGEyGjfk7QJVhOZXk4EgAknAFZN1L5QVPBrh0QhEpECIq+C8DbxNLrKZNXnUww7RJVnAIkz/3ntTzCBMmppGu5xQRQmgDC+VWPvE33KusCCWuio+ctSuYL0yGjNcynEUWitCwzj2qjexDaOoXmfJkQKOMsayIVNewReb0kEcX9CAcJ4ROmDUcCJCYqSwhFKoQYUAD7FeGOQhnTOPlK/x7LVt7tF/gO6SRHzocNxubrqtk3kqAymPMq4PbkkSIZc4FC6gflKKN7AlKwZQRyIBHD3q+9IqvP41zHBQAAwBgDjPMsCa3qadJ7mLYlBRu5/C1q2eSSLMqaDwZFfZ1B9DVyf48EPqDwvzskI5uafFtZVYQ6Iavv4s8UFPcpBhE3NIbwuhKYTs3bBLZ6sbZHTW9KoQYUACooEiJKDc8L+TRBRs82oioTXMWUeEvSklckYPB54kzlxlahQ3M/Xntsivs6g+hqW1Dj9z9w11F1JtNMNFQQrDHoSpoxLGUNQQrDHoTi0aPjWgaliRN0RQfQfQLpX3aol0QovioA7oQS2kplFQyrMmtKu5zFsm8hq1tNB1y7vxuYjLFhG0UOjPKejBdo+0pfjPCJ0waFjb+KV7EOu8k4SauqbRzwcVZQGBDUEDi7kmfsMivs6g+hqxQGWWXjNcpBjXSX0W+vKVa5nnefhATNfPJ4JV7l54oKOI08lUV10hmd0rowAQdq/3MUFGwHOGRwatJXErwS8b/AGeB6Rw66lORU92EwIv3zQORkjHB7aWWeWknniiAEFRRTzSh5voj0nvEid2QCCCMg0XNlM4SoINGZZt5T2J7pIKF/BUd1DKQAe1NJcmfREmKFpdeM9Gx/FmkeoLR4Jj2HJVGYDJFdFe7cUwb13lcfuVJm9fENQ3JgQwFDrpDP7M7v/XVmHhtZiUqyBlled6uVLwMi1a2ohQ66FpPEf4EtC2lfe5kokAEk4ApWDjKkEcUs0ExlPCW1SSXXlw3GWNZEKmhYJy1y1BaRQ/Ra/fRPBQvoPF69utvxaS+ieTR3E86QUlsZwZJub8qs2fRodMFOw8MbnLoCa6iH8FKEMQORGgPavpH1pClRgiNQ3MCpp0g3elYMoI5EAjswxLDqC+JzxeyieTXSqEGFAArG45Z4gADAGAOzfvotjVomiBB9IJrWOZw711EP4KV7NBz6paWJE3RFB9B3EttFMcvQAAwBgDvbv3+Hhj2u8zzRKAAGAMAfBAe1zkn+hPkFmCDLEAU9/CKS/hNAgjIOQfna7gMqDRs4qZ7pIcuUSrBNFsPg1RU2RQPQfBEgAknAFS30MdQTLOmtO9mkEUZc17fnaKF3r22f/7N69ruvwKN7dJziq1laWLLp8XKglQo3I0ltCgxoBq/iiSCrXPs0fzvfo7ogQUqhVAHIAAfYt0jvCQlCCGCHMtWHKUjZM92XRTguA3CRBIhRuRqGJYU0JxZFfZ1B9D8S0qJs7qD6mhNETgSITU12kBw9ftODyko38NGRLu6y+EjoAAYAwB9Hp7Z55xkgJQBs7sAbo/BjhScE+go3d34QUJ73wgrF6fGJKtYZo3zNLnsTzCGIvR1yu8tQbwR+qjhfylE0VCRbWIerF5nlLvnRwe5xOkSb9xqGrTkZxnHZV1fdGB9RWtcgZ3PYvpCkFQbwR+qitby3+EfZON5OYxoTOtqSwymXJ62obB0lpo0fGtA1GGAc4o6EIu58ptCKe0hfA0UAAMAYA+cQQe+kfRG7+QoXt0/KKhdz+NrRv0TZ0kr9pweUlQ3aTnCfCTzCBMmlYMoI5EAjsO4RdTHApWDjKkEV0lvoTm/G6nEEdWMjzQZeuvj16Ne/CSRIxlzigQRkHIPC9hecAJVyghsdFWuBBFwu31zQwVe7mK2pECIq+C1cSiGEvULiDMz7yvSRS3m8p0JUdpofKSP2o9r3XKakvn5wplKibXCjeLAHhPtBJ6KagnEMWwzK5rEntcRl9Hq6u3fPVZCVBvBH6qOF/uY4KnnCAQQ7vslWkAgi4TydTCz1DOgnMsoodJQ0rBlBHIgEcL463ECVDEsKaE+bEukeYxdme5WChFPPvKeqSj0bF5vSSvZy6Jd4q66PRr1jFQTpPnR3ZAIIIyDSoqbIoHoKE8sl5oSrybqYagQyw5nw9QWwhmkftMwQZYgChcws+A/CeR40yiFzRvLvxgqK/m/B10bu68IKtzKyEzAKau5XSWER9pkV9nUH0NAADAGAOLOqbuwHqau3E88aaxorWbNzocOlQzx9aZZ8s9RuJEDryPA5u7zG+hKnkEEBNWUO3XSbu/C/wBxFF4uaAAGAMAcZ8z3IgoAAYAwBTMFUseQBJqzHWzvPVr/ABb6aXhfza5dA5JVlZ8pJe2SACScAUIzeXT1fBf3II6RAiKvgvC/fRbGrCDbrnog3N6au0QCO2Ti+bu7IiqLMBCTjctUU6SuQm+OHSOTbVaSxyQBK6iH8JKAAGAMAcJrWTrzLE9C5vPGGlJK5Iwfmu9zFOk9AgjIOQeN1OII6tYc/wAebd+CTJLnQ2cVLGsiFTX7Mg85KiiSMYRQO8dwiM3gtWCZ1z1dZlvI4u4vpy8pTwQ08HUQJLylpHDoreDcL99FsaskEUFWskss7vvo4Xr4vIaF9mfRzSpZkhGXNQ3aTnCds2ss75nehYQUlpANxFUtnFJSqEGFAAq5lEMLNVgmIPV6nzcziCgABgDAFXN1NFPoArXPPONsvHWLvzhouIgNb1NdKIv3CHLVZwGMa33d+F++whpylpa+T10amLariUQwl6RJHOsIX3odJReT17XKf6IDUJkKZmwG9OzdHEBAQvmrCEww1K8j32yZKUMgDJBpWDjKkEVNEs2A9FMQlE22wtWVt1G709sHnWWp3c3ISBzRGQahgSDZKuYBOmKtoBAmOBAIIIyDT2Me7plHoW154zVChSMKzlz8mSzJCMuaPSUXk9QXyS9xLIsaFjT3U8mTDsgq1n6+LX3RIAJJwBSsHGVII7lpETGtwtLKj7I6k+h4Xkeu2erB9dsON1C73kXC/fRbGrCPRBUN0ZbopjKcL9ykFC5EVshlqC7LzaJOwxwpOCfQVBcGZ3GgjHZvn2EI5vUaiKBQcDSKtTrv5n7E9ykFKcrnl6HY8TbIZjKRV9mV4oKAAGAMAcLzMl3FBV6/U21WMYigHDBu7w1eIIHhdKggMx6+eoECdJS9xO7i/hCcLyUzSiBKt10QotX8mZ0iouEg14wAtWCbGY834SCMZkdAdG9WAyhm8XPCdw905fklRgxaJyn7maN/BUDvIWzGUHC9tnn0UiBEVfBavIDPHhKhiEMQQdieURRl8E1ZTGaHL9q7YJbPXRqYtuxcziBKsoSn78mdZ+VJpVhTW9JC90/XTUiLGuEGBV9EJYCasZTLB27rM9ykNXbiKERJVrEI4AO6uiZ5hAlQQLBHo7c88cP9dZup86MIK9gjO7vJU9mkMWuKrWQzQB6n3gk9VNdF46g9m+zK8UFSYhgbG2FqwixDnh0m+yJVpba0Es9X+Engl7p4UFyJ5HqaaJ4XAlTJWrV4oE0O6ZNLKj7I6k+h4zzpLdJLQvoDUciSjKHIqWRY0LGjeT7S4xHVpmV3nf8A0TgSACScAVZDrZ5J6nzNeJFwv5THB6vVlEIoddazd3dHEaeSqKst7qaXtu4RGbwWhdHr2l/2SnvbpOcNWMWR154G2TrzNU8QmTQaRAiaV5cHQOjL4NUSCJAi8hw9iiMuuiAQQRkGhBENxGndX76LY1ZxdVB2pc3s+hNkSgABgDAHYntknK6/lWTN1eaP+xKAAGAMAcLo4tpKtMQWmt6S6jeIyV+00oyosWuneecGZDoQVYSmWDL0SACScAVbOg665q2hMsvXy8HdY1y5wKimjm/ofPcRwJGXI5sc9u6nMOAm8hq2tt+umOt6AAGAMAcOk5+UNWvuyUzBVLHkASa6K927BIAJJwBVrmW6knq/3iRPF3pECIq+C0SACScAUmby84XWZr2JO5ubR556HRiULCCp4oMiCoLZYOBGQasokeWV8Zjo2UHjHSoqbIoHoKvXzOIs4QVOTcodG0MVWU6JDGnC+nKfwU5vT5s7NKsE2ebhNbddKC9X76LZq6Li5y0yhlKnkQQahiSFNKdu7ikmQIlQQLCg2Gur9y86Q1CnVRqg+EJABJOAKTF7Pn/sTtxQpFkRrj4lokfmgNdRD+ClCGL8JPt6d9ELv5Cui02d+PScuIhHQilmgzLsiJVnCZ9jnqquUU2r+i1AHusR8kSrtlitj6gqKsU0WqVfyhICKgtpZ0qzdihD80OincIjN4LUUBvCZZKeEe1AWpzwluXF5zGgU9+/NI/3Ke7JwlsNZq5F1D++8lRNrhRvFgD3KZub4n8LiSACScAVBCbucu9AADAGAKuji2kqwXFqOxfy6IPV6gAgtayLq9GDlE4Xz6LV66MixEZKmfqo2c1BOkZeZ+b1DIJYw47myuZZyalkEaM/kKtoDM/X8bqQRwOasE0QcZbMSyl66peqMY2XBFRWcUT8HgR5hK1Mivs6g+hoAAYAwBxnhE6YNIgRFXwXjMcQyEcwpqwyYMv27DLzyS/CzxSS4TOIqijWNAo+YL/PstdG7W3Ce5WCrZDPmaaukZcJoq0iEUArpGXRBVgmi2FXOZ7tIa0DQV5DGNqvYTFo1uXoyiGxjq0QpF6nc10nLiIR0nWzxiOMaIqhgSBMJUjiNC7chUERuZTV/oSIQpVnAIYq6Ux1AqJdEKL4qAO56KH9fAkAEk4AqeV7kYjzoSujPd+HSfu1RLohRfFQB2J4DJdo+2gVImuN08xVlbGDPC5hE8WioYxFGEFTxdbEUqKxiipVCDCgAdxeS9VBVqEgiw7gPV+/KGogFjULQOKFMivs6g+hoAAYAwB8BfyfwuqHN6gTRCieQ+HAA+Zp94JPVTVlcpDCQ9e0ySj+CmB4u9CAXMv/AO3NDEaeSqK3vL3heoZbxEqQiGEtjZRVimzzOMO3DpL3hM50UkEz4dBlAdlNOL105xpU0Oi9iBOvOK2RfJR/8AVHKkmdBzV++whqAC1tNdQ5nu+G9zf+kPdWOIrmaKpZ0h3c1iS73faKuqXqjGNlwRVtMLbXFLUU0s0uyYjq9/fvIY/gNZfpLs3kEs8ooWA0VHBruTFQAUADYAAAcQfgJHEaF25CoUNzP15+fzEYJnPUCZGoQyz4679yLwQUiBF0qMCphmGQDmVNWMBh4socYYAigABgDAHB4UlxrXOKAAGAMAcLqAzYKbOtJZufeZc0qKmyKB6CjBI95reulHxBVhDoi11dvIkP8KrKDqoeF0JtGIKjyEUOctgZ7c9oJjrB0PUdnGj6+LRI+7opPqKAAGAMAVCdd/J5J380ohiLmrCM4Mr837cEBid3c5L0RjsZ7+WF55f38dTQAAwBgD6ITRLNgPSqFUAcgAB8DcSiGEvVhEY4O+JABJOAKfN7NgbRLQAAwBgDuSOwDigc/TCdJJrlE/7B38sr3TmGD/d6hiWFNCd4RjsA/YENz1tyY6uJRDCXqxkeaDL/AEcVFTZFA9B2Qe5I7AOR8demV3EEdexmJ0eGrkTmcRyvu9IgRFXwX6QHgDih3BHEfHkgAknAFWmZbl5+xdTGCLNIb2fcYSngvjznr2W8/Hr2S9/HpxOmwnLv5KTVlHON5X+gssqRDLnApWDKCORAI+E5UD3B4DmPjZATGwXmRQS+h8pKnnuQCJYqtZpYYsC2eoLvrpNBj4socYYAincIjN4LUFwJ8kJxjhRNwm5+xZozImFcpUalECli3r8vkgAknAFXv8W1zHg4arQ5to/giMdgHtngO295AnN69vjOyJJXts//ANm9G/dOcFJfxOQMPxu7kW2KU5XPL0Ox+An/AI1+kXAIq5IAGexfyaIKtYhHABUTyy3uz5RfoI7hF1McCjf+EMVCe9fYRVLBdeL66jgMVi6V0ZvB8GR2AcUDnsE44jiSACScAVNf+EVWdyZ6uopJUxE+KhsYo/DXQAAwBgDjFBHE5cZy3EqDzGcdyZogcGRAae7gTnKKguRPyR+w0qJs7qD6muvh/GSgkAnMxnr262/Fo38FQzpNnRx/8e/9IqupBHA5qxi0QDzf6CSIJEKNyNWuYJzA/F3CIzeC10V7t3chIjYrzAozXcW70JBNBmKktrk41zV7B9+Wv2ZB5yU/RqVBG0abuXPAjNSwO90knYBrIrPEDJ7F/JyhqKMT3OEGI0qxGZ5ZOM8k09zohqecwQAneSrWV5osyd1dRTyYEMgShaT+N09ewRnd3koWEFC2hUbQpSIsa4QYHG8gafGKSwioWsI5RV1EP4KV1EP4KUTaibqtFIixrhBgcJ30Qu/kKsExDrPN6vT1s6QUAAMAYA+gvSQxomqB9cKP5jhc+7S/4Guivdu8u2CWz1YJogqaTREzVZSvJGS5qK6EszJWR2SO2WA3JAFCeH8ZKSRHzocNxmtEnfL1LotbQ1YRmODhO+iF38hXRo/gmU83pz7Vf+kfwhIAJJwBVpO8+s8LucQRVZ23KZ+N6+uRIKeZLREBqxBd3nf6CTzxw/11m6utx+4lT2UiIXzrro05teF2cW0lWSYtU7LMEGWIArr4fxkrr4fxko38FQXST5CcLl3SBjHu9SiXCST5IzSEFBoxp2xV+cQ1o0WRTyQ10djqDwB8D2SM0Rjg4LIRnBIIBr2BzvJLQ6N85KPRsPm9fsyDzkqKNY0CjgzBBliAKE0R2EiUc3V1o5Rxcb85CQjm5raGDzCLXRoyJJvhL99FsatYxHAg4bXd75xx9iG2KXbyvV/A8hBSoE0QonkPoG7hEZvBagj9qczy8ejDtKnC/wA6EiHNzUS6IUXxUAdmWz66bW8lfsyDzkoWEFGyQzjwipECLpUYHG/GbY1bbwJUuZL9B4JV42i2erQYtk4g5HawKxWB2sG7uXB2RKuoI4MaHfXXRmBAaJA4RYnvi/glX8+B1VWqaIEX4SeUzXOUGsJX88/hElTSzw7PKldGjEX0JufdpP8AQ10bj2XhPOIh5ueQqxgMMXq/AYn6S9I+7incXbxS0Tir584hTdyajXQir5Af/FWWDdzvXSuOpSok0QovioHEd8JXgupagg3M027mraVIDMlJm7cPyiSm1aTpxqwcVZwGBKaNHxrQN8KqInIAcLnNzeCOlUKoA5AAD6EkAggjINaJbSXMMeUNGeZ9ooCPWSorY5Esx1y8LybqYas4ikW/N9z3dzbCbDg4cUHu4jo0a6ggIczSf10Bk1YYLz1PayST88x8DwLqgy7AepoEEZByD3ukatWBnGM8HgieTW6UAAMAYA+JvJeqgqwh0Ra/hxn5498vfOJO8PEUkaR7IoXieF+ubU1Zvm1jrNZrNZrPwLkqjMBkirO5klmKSfBPEkmNag4pVCqAOQAA+h1zPjMMQzIatYOoi0d2TjiOwTxv3xBirddECDsj4EkAEk4Aqxy88s/0hCJrLhRqPj3h48qBzwJwOJIAySAB4mkzdT6+SJ2QMn4K8lO0Kc5KgiEMIT6XEY7ANE54AVLrnl6rBRKjQRoEXkOOKx8FPPo2Qa5KggKEyy7y/TAjsgZPxKRIjMwXdvkV2Cjf/b5tIzRGOwD8usitjIBwcj5vI7AOKH1BJxQ7kiuXYB+n5OB3pGOIGT9PycngBk95isUPp8eI+wwMDBOfpQTjiBjsZNDsmgfqAeI7BPaPEZ+n5OT2icDiOyRjgBj6fHsA44k5PADJ7eBz+YXkCac+JC/L+OwDiic8R80MA2x+YSMdkfMmJMY1LmgJvF0/4URL4MtYn++n5f61ibwdP+FYn++n5f61if76fl/rWJ/vp+X+tYn8Hj/3Sv53+3oe2ePUVi584qPtnh1Ffzv9vX87/b1/O/29YufOGsTeLp/wrE/30/L/AFrD+a0RN4On/ChrrD+DLWH3yRREmea4rMm2MVmfI/orM/lHX85/+CibrwEVDr/NKcXPgYqxc+cdZudtoqHtnj1FZn8oq/mfKGsz+KR/7PWZ/uJ+Z+lEz+CR1m48oqzP5R1rn5dUn+uusz89EdGW4HKD/wBnrN14olfzv9vWbvyhoPd+KJX87/b1/O/29fzv9vWb3yirXffgJWu//AStd/8AgJWu/wDwEoyXfhBWu8/ArXe/gJSG9PNIhQ9q8oq/nf7eh7Z49RX854dRX87/AG9H2zw6iv53+3r+d/t6/nf7es3O20Vfzv8Ab0fbPDqKzP5R1m58oa/nf7eh7Z49RWbrHKLNfzv9vX81nlFX87/b1/O/29fzv9vQ9s8eorN55RVm88oK/nf7ev53+3r+d/t6HtPj1VAS1if76fl/rShwcsQaw+OY1UBLjdlzWHoe0+cVZuc8osUpn8UjrNx5RUhufERVmfwSP/d6/mvKGsT+UdZl+4n/ADP/APla5/wR/wA6zPzCIKDzb5h//nQkn/BA/wBXrM/lHisz/cSsz/cT8z9KzP8AcT8z9KzP9xPzP0rM/wBxPzP0rM/3E/M/SszeSVmf7ifmfpWZ/uJ+Z+lZn+4n5n6Vmf7ifmfpWZ/uJ+Z+lZn+4n5n6Vmf7kf/ADrM/wBxPzP0rM/3E/M/Ssz/AHE/M/Ssz/cT8z9KzP8AcT8z9KzP9xPzP0rM/wBxPzP0rM/3E/M/Ssz/AHE/M/Ssz/cT8z9KzP8AcT8z9KzP9xPzP0rM/wBxPzP0rM/3E/M/Ssz/AHE/M/Ssz/cT8z9KzP8AcT8z9KzP9xPzP0rM/wBxPzP0rM/3E/M/Ssz/AHE/M/SszfcT/nWZ/uJ+Z+lZn+4n5n6Vmf7ifmfpWZMZ0rmsz/cT8z9KzP8AcT8z9KzP9xPzP0rM/wBxPzP0rM/3E/M/Ssz/AHE/M/Ssz/cT8z9KzP8AcT8z9KzP9xPzP0rM/wBxPzP0rM/3E/M/Ssz/AHE/M/Ssz/cT8z9KzN4In/OgZvFE/wCdZfyWsz/cT8z9KBm8UT/nWZ/uJ+Z+lZm8UT/nWZ/uJ+Z+lAzeKJ/zr+JjkM1mf7ifmfpWZ/uJ+Z+lLrP9YA/0NDrc7qmKJm8ET/nRM3gif86y/ktZm+4n/Om1Yyg3rLeQrMmcaVxS6z/WAP8AQ0ddZfbYVmTbCL/71mf7ifmfpWZN8ov/AL1mXyXFZev3setNq8Ky/gq0MkDIApdZ/rAH+hrL+S0NWP3gKOe6GrU2cYzt8zEZojHYB+oWRWeOTQPZx2AcUPl7TvnJ5/MJPcA9gjsAY+nxPEAmsVjsg+B7JGKH0+JwOIHieyR2B9QzwAye2Rn6kDuCOI+oJ4jux4/UQHux4/UI8Qc9snA4j5LmvBDLopWDKCORAI+diMjsA9onJ4AZPyZdWwnqNNEaJ5D53I8R2ASKyKyKyKJzxAx9P81mgQewR3IH0+JxXPsA9gjNEEdoD6fGic9oHs4rArFYH1AJyeAGawKxRGOA+dzkg4IFR5CKHOWwM/J54gY4ngOY+ox4gdgngKyKyKzWRWRWRWfp+Tk8AMnsHuh9PiePKgc8ScnuR82QukkYdOR+VCMdgGieIFYFYFYFYFYFYHzbDGIowg+VSO0PqURmiMdgH6i5FZrPZI7AOKH1CJz2Qc9giuXYB+oBPbByOyRj5JIJ8SPnk8QKwKxxHaxwA+nx4gdg7HgOY+oxOTwAyeydzwH1FJ4jsHiBgfUUjsA4ocDvwHzvI+iN38hUMgljDj5PIzXLsE54Deh87kAggjINAADAGAPkzI7JGOyPqITjgD2cdjlQP1CPEdsjHYB+oJOTwAye5I7AOPp+eIGBxJwKBIoHPZIzRGOAH0+PEDsE5PADJ7ePp+Tk8AMnsE8R2M/UEniOJOOI7BOBwB+ogPA78B2ScngBk/UEjHYzwAz2TxH1CI7Ix2CccQMfUQjNEY7APA8R9QMisjtEdgHFE54AZP0BhcvnUhT7eJ7A7RGaIx2QMD6fE9kcDQOeyRjiB9PjxAzWKxxJ4A9nFAfUEdk9gHFA5+oR7Z7YORW+Ry+oB4Dsk5PADJ4EY4j6gngOyRwHA8R9QTxHcH6iHiDjuCcngB9tZGSPoSRg8QcUDnsk8R9AGYIMsQBQIIyDkH7dJyaB7JGOxms1miSeIH0+J4gYHZIx3AHzA76cDBOfl48QO3gUQexg0Bj6fk5PADJ7BNDtY+oJPEcScfOBOASBmopOsGdDp6MPlcnHEdg78B9RicngB2DwAz2SaB+oBPEHFA54HiBgdgnHEDA+n5GaIx2AeIHYPEfUIjsgZPZJyeAGT9RCM0RjsA8TxAwPqMRjsA4rPED6kY7QGT9SyMdgfUwjgPqdj/8Av6ycY/8ASvOfoDr/AIujB5Zz9eSQPqeVB5jOP/IuucDVjOBn40H/ANXa51iBjFVsSYhrBB/9ILWuSM7j/wA/5OAa9qjGNeUJ+Rz9CGiR93RSfUf+TYLhycnf67kgf+huM/S1TnOx2/8ARfyFcevKhmtE4lwmyF9f1NYaqAwME5okAEk4A+p7BZAyeYpJDZvomJKfU05rSNWrAzjGaKg8xnH0Yx/6e2dzyz9T1iAleTfL/wDl0ckDKqWPlQORkjHyjdI7w6EqJBGgTJOPog8qxlA3Nzj6nlQeYzj6fOGONJ07/A5+qX//xAAUEQEAAAAAAAAAAAAAAAAAAADg/9oACAECAQE/AH/+s7P/xAAUEQEAAAAAAAAAAAAAAAAAAADg/9oACAEDAQE/AH/+s7P/2Q==)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
