Теоретические материалы по геометрии (карточки)
учебно-методический материал по геометрии (11 класс)

Гладилина Елена Петровна
Данные карточки выполнены в программе MimioStudio и предназначены для повторения теоретического материала по планиметрии при подготовке к ГИА по математике. Содержат как основной, так и дополнительный материал, необходимый для успешной сдачи ГИА. Наглядно и ярко демонстрируют свойства фигур.
Карточки легко копируются и могут быть использованы на страницах презентаций или блокнотов к интерактивной доске на уроках геометрии. 
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6Fr57gcnRstwWmD/yzFmxLvU5f7kird4NlabswJnznUO9f367VY9/ZXhi5c1ms0Plq4BjwdfBA2Yw+IvOmFS8euo7VzuPkLWln53lW6Y8D3cj104bP3Y3Cjpbofnejpm1vDA8PbpsQ1KxG6+7cfYORP0ejtFIStxZtkaDvSK/6FlTujS+NVWL/soF7zWU1ThM4qPNKZitA9g+rYziT0MAUgsWhdw+f9yyR0/jMOYHq90YZtpPvRyyZ0jx88wqBf1sO/YhvpeyTfNxWhk76EVUE9BLIroaPVJr5vvBKTq/XDk9fkxpTwRWMp3lvcGb0dF+PgVvleurXLj2Bogzm4kN/YPzFLNsikby7VAn++H4qbl+7oNSmO70xCN+cIHCsk/282/q1PMeRfQTh7+IauTE6kOZ/m9knAomr98Oj1vFI32OVVemDg/61hEeY4KxG6R4+Bfi7zsb3EB1L+yLSRrTLLq/TCpDbrcdPKNBUpAPvrQBE6PVSMpylC9wyzQb/GYmFVV+lxeeJ5/bII3eWzyRj53UqEVfjTruvzZRO6XevPoU/DBThs4GMQxlUROuPXsqohIJBdCR0NyqaPD27nKWLXRc4XkDaeU2s4xnawPQ8SQfj08VN0+XsEIt+VH6+m1WfPMX1xN772aCwbv0doyRe7RBJm9IjH0io9YOSjg8l1p2C+x5YXgnT29sedg6tzKM5Kfvl5vHAtDG04HbGBKT84yUqELmrFScyrOyhdzyNb7Xr1jZLo6xyGbZEndVC2nKQInWVsjOQoQgdsX3sWQz5YjqNF5L9CFc/rl0Xo1nonmufHuyv54YJoI+2/bEI3+Me1WFKtr133E0XojFzFqmwqBLIrodNetOl1vLRqL0xotx73btueDNZ/6j6MNM3FjbwlDF+8t/IUQ1K+MobrsZ/ryn6Lni2DkHztfqo2pYTViw/B3TkED3K9Ia1jVIO5WDb2xYcLeoJp3r/upgDQV8Zsi7V4XZkv0LpZOB7cTvmxSVYhdDSx9vAfV2N5lZ5S/ljz1Ujew9fzIrTcz+jz7Rrcuqzf06qHvyJ0eqgYT3vVCd2Du48wvUc85hv40ld7fr8MQkdf4IbO2ItR9WeCVifS2iBz/DIJXXzwcQx6PwAXJf/wau1XhM74taxqCAgoQvdicl+6uG7lfRODHZdh9RLrkw2bXwN8vxqR5X8zdJOh+bs2l/gAQ+tMQg/nMERUbIctJVvgooEPGMhOmrpgdIPZWDJSn4DtiT2HEZ8EYd+bLtL2BVRsb/5a99oFywTjxO4kdHQOx9HCtaTkbinZHG2cgkETP4shqxC6tT6HMdDJHzQpsPbmmtHHJwrVgFu9abh5U36pI0XoxLPI/v1XndAdiDuHHo3py9aKdp/3L4PQnT98HR1cArHbwH1Me92+LEJH66lP7RIPHwPzzmltVYTO/mta1czGX7lqL4T0Or6TuxCGNPJG9PwDVs+PdUsTMcjkj9u5C0nfEO/mLogp1QegdeNo85qy8QFHsC7wNNp/FIUh9WfibIHy0rLI302l/4kRX0XixB79L169eiZgau0x0jKv5S1uXkJnS1jK16MMBP2rn9FnE+ZX7Q3qYbSF+fW8JTCllieWjdoBqiuGrEDoaDJrz5/XI6L8L3gsObeXLZ+N5i+t2hU+0+UntVaETjyL7N9/lQndw7uPMKZjHJZW6Y57ue2fB/JlEDpahYLWvt5XVH7CY+01eDlfmZcyD92+DWfh6hyGc/mN3cdFexWhs/+aVjVzIKGj15gX87+D8wXKgZb5Ei8WmX3q+aJ1bft+HI5zifpL2lw5dQvd/hWNdW9/gcevy610QD1A02q4o6NLODYsO4SrwiL1R7acR/cWIRhWf4YhUnczTzEMdApCfID+ckSjWq/HghqDpTEg3PqY/LA9OvUSOXSx3Ll+H20aB2HDW59KyTxTsBK6Ooc/X81DvOBeJqGbVGcSFg7bIaqHefH4yJMY4OCDcwaJNH1pPLLOREyoOxU0aTEtx7Sv9Me4UKAckg2ec+Hlf8eAz8Jwy8Kr8xRGA1CETouIfcevMqE7siMJPRyX40DRhlLXsaX7ZkYTuqdPgVGtY7G0cmdDY4HJ3mtvlDR/qEYTQu8t5pDxhO7JE/T/PgZ+FdrgoYFhLlpsFaGz73pWtf5CICe9ct1R3Bk9HbzNF28P51B41R4JWm9QdmZ1vrgOFqmPdi5RuGBhTclLFx5gWN3JZtLIdWzFweV+QpvGK7HRT7835vDmc+j1yVpMr+EhfZO9mO8d9HQKxa41zxa8157U0YsPY4xpOs5KLoVGJLi7cyj2bzinFWU+pjmrOrcMx+q3/y1l4+U3SqOfcwi2RqUe+G8PoaMpP+JLfoiEUi3NpJuIt8w2suECLB68OZVPXf4VjZDy8ktTURsfKVQTAxsuRt8vIs2rT9CSYuZtYDxaOwVjjYHVAUge/SEY1nAhfCfuTmWfXoJRQkfrY8aVamkVs4RSH2FTyebmyY9tncecr1aK0GudZ2m89FdWXSliyO/rsbCasQlvud3FOKMJHaHZ/fOVCKrQWup+Q7bRH2dam3pw3Sno6RSEvo5+5s3DJRLbI1L/8aX7EC39ldaVIratPov+DvNx2M4PTBhXRegsX1cqRwKBnEDonr72OrYXb2yeFHbUL6vMXw5uizwBn7G70K7xaiyr2NYQqbuZtzhmV+uH2f23gNakTBGeArOH7UFI+V+kbzJkX2D5PxDl/2xh+hTyhINDO5Lg5uKNXSXel5JNX7AGVPgTo35fCxq/kSo8fYp2LSMR9e7/Scmjm5pvxXYY0zoGt6+n/tiCpizp2jIUayXm3Hv6+uvwrdQZ0zptwLWLqcfk2UPoThSqht+dQtDGJRDtGgdIb25NguA7bGMKeKIWJmJUo+m4YGDwMrXj/Kq90O/fsbh4NPX6lcGzD2Jsvak4b3DZty1lvwUtvE69hraCUUJ3sEhd/OwcZhWzto0D8YdLCJYbGA+qCJ3llsrKhG7LytMY0twPJwrXlronMNHQizOO0K02gxsTcByeTZZI/yG9macovGoOQiuXKAz8VyC2RpzA1siT5ufBrqjToDlDtSE9CB3NBzr8txh4pwNJVoRO20Lq2BACOYHQnc1fDq5OQRj546pUXwyGTd6Njk1WI+Td7w3dwFa+8z90bhlmXrc0BaBPge6fhCOgYltpeScKVkNvR19cPJmcQpTewZC2mxD17g/SsncXd0Y7pxAknbyZStzDe4/g+VsMfCu2xX3JsTLbS7yPts7BuHo2ta2zB2zFjNqeuJe7oE37qFd0eMMF8JuoP7WKPYTuVMEq6GHyR0LQUVw7f1t6u37+Dm7fSElQx3fcgLk15dfypAfawaL1zfqP7b6cCmtKSDpxHT0+jMToOpMMzbqflP8duDUPwaFNF3TliolGCR09IDqb/LE9+oRVvKa7JmB0vek225Uf7K8ioetn8sfuGOt/yqitaDqjzs1DkNV66OiL7hm9NmJBzaHS7cztrRdnDKHrgME/xeDRwyeY0Ho9llftLW3rvKqu6NAkGgl+ibh15a542VjcTw9CFx98DAPfD0RSfvmVefTwpDRF6Cw2lcqQQSC7EzpafiqkQiuM+j0W1y+kJiGEwbJpR7GiYhvpGwNdWOHlfoLr51F49EDTQwegz39WY3nlTlLyHuTKB1pwemy7ONAgfFvh8IFkTKvhgWuS69LSK8c/nINwy8IEtbSUWSenYBwuUkfK3o2l/o42jQN1Jy0e3SYWC2q4S8khDCfWm47FQ/XXLbWX0PU0BeCgBPGxhfPUXgmYUWuEtC/0QYt3lZ4Y3yketLKEpXBg00VM+IcPkDuftOzTBSvD1SkYu9bqvzoXddlD6LrQNDN7Xyy7Jsrj/YVDtsOrzkRpmzOS0F3TfBHNNqZnbHQM3YX876C74wrMH7jJ/AU8fQVvaYuYtQ+tm4ZinYHX7zFlvkDH5iGg3j1LwWf0ToytN136bcO8Gh4Y3/HFCi0HN55DV+eINC+TyGQkIwjdigpt0PeraMztE4fujn7S98EThWthSONFiA/RH/9rCdO0EjoijpM6xmFFlW6GhiwwhtpYETpLLaXSpRDI9oQuV164O/ti3XL9sWkEwpWk+xhYf5b0VBt0kVkidGuWHsEol7k4L/m5/428xdGHPlwISj1+Q6+BTuy6hDbO4dhfrJHUw/X6GyUxteZgzB+yXU8cEjdfQHfncJwsVFVK3uaSLdDBxQ9Jp26lkkcPB3pIaG9CescbynyJYV+E4OwR/ZUn0kLo9sba7iVJZbwmYXrfzZj83ngpX8g/ItiuTcIgo3v8b9FYU+5nadlE6Iio7ok5o7Ey9aG9hO7I9ouphQkp8z22Zjqh21r8ffzsHI6x7WIxpcfG59vUnpswu1csaL1d+lpa3AQXDO0aJXSX8r8N1/oz4NZoCTwcllrd3B28zetMx5b+WPocyGhCR/O5jWgTh2WVO0uPF9O7rsW0jCB0y8r/jl8bR6OTcxhCy/4HD3PZXo2G3gb4VmyPPv9da+gcoMJpJXQ0/YurUwjoGhaxsXdfETrDTagqiAhkd0J3vkg9zPw9BPfvpJwWQ/Tx+vlbcP12LfYaWKczsMKf6PHlKlGMeX9G7wRMrTNJ+uJ90ZNhmXCKSmiet06mABwysGxMQKX26P1ltCjm+f6Zg1fh/nkUEkr/Q+qfPX2htbB6H4zr8OKfPQub0C0B02uPkvJ9SdXe8Ph5PVdNFWcmobuRdBcT/1wH/0odpXyhm/OREh9gYd8NqV/Bp/IMmD9yL+bWGigt+2ShaujkHIEjWzPmlSv10GUHQpdY+D2MrjkUM2oOxcxans+3WbWGw81hGTp9HIXun0SYtx6fRMLtkzBs8juCpNOphxvoNEuKJKOEjkjDzbzFQNfzs5j2LW/0R45652Uf7BlN6A5tTULPRktwoJj9039ofckIQregYgf0qTcD4ZIfXpFNiUXqorvDMhxIuICn9GmsgZBWQtf3f+vM447pTZEWH3uOFaEz0HiqaGoEsjuhm1VzKMZ3jk/tmCYlPvIsllfrjbuS88YlFmsIz/cXYuvKlL0m1JNB02DIXqzPCJ0PYv2OaizSP6R5l4wSuuWVO8P9u5RrpYrSI+bux5BGS6X/mS+v3BUeGnlHd13GqK/CsKn0J1K++1XqBLdvUxNitiszCR2tojHY0Qe389geC8jtPK7eNCwcqt8Lyj5xnHz3KUa4TMEpydU06OE/s4Y7Fg7Zlmq+PpbJcU7uoWOs9eKdxV0QUu4XRL3z3fPNq+ZQdGy8CkM/D8fZg/pzMTJu2tgoodOzKT3TMorQjfvrleuwP9ZjQfUBUteurF8ZQeh2F3M0PMk3/fmlyc7pz6vRYA+hG/Lzs57ALSvPwN1pAY5KDmeRwVUROqMtqMqnQCC7E7q5NQalGCeSwjnhICHkGHo6hyDpjbelb2pzao3AhE4p13U1SujoYd3FYRn6fbsaY9tvsLkN+3kdfnUJx/6iDaTttEXoAifvwchGS6R66Oims6haXwz+NUZADwiasgcjHbzx5LWUK2vo3aQOFm2Avg3nYOc6/elPSHBmEro13ofMr8xu5pVfHWJiXS8sGKw/HjAFUDRf3437aNciEqvKfivdhptLtcSfTkG4mWR9nOWrSuj0zjOa3HpHcRcMajAPrp+txvzeG3D/juXxjWI7vRqEbhBmDdyGXTHnMLh5AE5L/sHQw1ovLSMInZ4ea2mPXs+NWe+NxqJBW6SWaxTPAb4PGZ625Nd15rHVY1qvx5Lq/aWvcWt+cJ4idNoWUseGEMjuhE478NeS8xuDj8HNcQWuvPGW9AVIrxdpZQQxGCV0d/IUxuzKXTGzen/Mr+Fuc5tbfQC8qrvhdIFK0nbaInSbwk9iRIsV0lMV0Dqxw74Kw8WTL8bRRZp7+RaDPg7gm4+leGOpj8wfaiRfsTzAOzMJ3dqliX8ROturXbCPk+pOkiZ0NOVLp+YhoF4Xrm8rjn3rU3T8W4jNr/MUoUv9h+Jw4ZqYVi76e8YAACAASURBVHMQ+jsFYnqnONy9mfKLZvH65f1XgdDNqT4AY9ptwLwBm7DIwMdMts5Vzs8KhC6xaAN4fByBvXGW/zxym+vFxnvoemJSj03YFn0KfZsEIym/fAcB42YtVoROr5VUmjQC2Z3Q0VeXY9qm7EXTcz69CB310oyvO1X6QW3t4k2vPFuEjvAY2TYWcwysGjG+/ix4j3zxijF6wUEMclgqRei2lWiGNqYAXDmt/9Ux2ZPdCN3kupMwd+AWvVMrVZoidDDP39j7iyiElP/9pV0rG0p9hJ7OYZjUZg1u37D8Z4Ia7FUgdNOr9kI7UwA6mAJwskD6DNoX71lZgdBNf280JnRJOcdkqgvSSoJRQrekcmf0+zoK4ztsgG+ljkivsXOMqyJ0VhpLZdlGIDsTOppYd2ZtT8zom3oVAK3n6UHoHt5/jNl9EjDL4PxlfLFmVLy4qisG/pjyFanW/6muCZhZc7DUEjq0esGY+jOxYvwus5izidcw8LMIbJT4sOJa3pIYXXcywmbus/oBQWYSuriAo+hnCgCtoiDTJjTv3oSGU7FivNxqDorQZQ6ho7akL0t7m/xtTm3zKhC6GVV74QeXKCyp2Ebqupe5FsQymUXoaILvQ0XqYFyt4Rj6wUKcOqi/RKP2Hqh3bJTQLajUDm2cgtHTcQWOF6oidf8QMbO1rwidXiupNGkEsjOhW1fmS3T9MAQ3LczBJoKQHoRuW+Qp9Hf2x4U0LL5s64K2Jz/urU8x9LNgnDmsP0UI4UBfdnZpHoT1b31m8yZkXo6q0WIETN1rhvDwlgvo5hyK4xJjcC7lexu9nEKwc7X1+aAyi9DdvfUAi4dsxayag3FH4vUxtUdwhT/g9k207pyE4jnG+4rQZR6ho/ZaVrkr+n+/jptDN34VCN3kav3QwWEZ9kmOx6Wl9ZLyyb9CzCxCR8M+ejaYg7bOYRjwDz/d9pVNNEroZlXpjv80icHSCq2kxyQTrnRflLm3K0In23KqnC4C2ZnQRZf9Hzr+PRKP7luesoSdTg9CtynkONwc/QyNw5O5iNOjzKR607Bg8FZ2N1V89+YDtH0/GOvf+tzmjYX+Aa8p+x+M+WE1Lp9Jxvkj19DBKdi8UoItWy+/8Rb6Ofphc9jxVDaICZlF6E7uuYyuLlE4WqimTRzYV5pEmiaTlg2K0GUuoaNlrYY09camSMsTNb8KhG5MzSGYYGDsHC2tN7DuJJyVXA4vswgdveYMKPcj2jv6oVvTFfAevgN+o3cgWXJ1CPE6NkrodhczYdB7E3CscHWp+8f9XPkwpuZgrHnrU6nyitCJraP2DSOQnQkdvQJ0be6PC8dtz0OVHoQuPuAYBpqCcDOP/GB6JgUZGRMBo2k1lo7aabH9idD1/yYa4e/+iEev256sMynfW+jrHIoD8eeQuO0S+jRchOOFati8KS2s3h8ze8Xjzk3rXxtmFqG7cPQGen0UBlphg+YWk2mX6He/w4AvwnDrqu3B9tQAitBlLqGjNl1Swx2TOsTi3p2HutfEq0DoqLfNSI/bzKo98SMtYv9mY6nrIrMIHV+z9OHY7CrdMaLBfHg6+GDP+pRTTOk2vCbRKKEj3bfyyH8df7xQNfzqHIr4Uh9KYaoInaaB1KExBLIzoSMiM7eGByZIzEOXHoTu6M4kjPgyAltKfSR1cfKN52XEtggdnRX7NpxDL1MATksMkD5TsBK6OfpiR/RJuH+3FpHvfA/C25YvY+vPwCLPFx9TWDobM4vQ0cSja5YcwiAHb/PEsLb8oXzye1I9L+l56BShy3xCl5SvLNxMvtgYor9Cy6tA6GTObS5zvHB19Go4D61MgaC54DjdWpzZhI5te/J6bvhVaIWu/1yHo9tsT84t3pPsIXSsVyaeWGMAfnEOx8aSzaUwVYRObB21bxiB7Ezo6IKiqUBofjdbIT0IHekgsjKm/iypi1Pmgk+PMjI9dGT7oYQL6G4KxMmC1WzaT4SO1q7cGnEcbv9Zjeh3/s9mHfKF5mtbaGH9VrGNMovQkQ3rfBLh7ugjTejIL6+6kzDfQ24eOkXo0ofQyfyBsHT9XHmjNPo7+mGjhSX3FKFLOf3LnMpd0MopAG0dl2c7QkfnAPXWjWy4AFM6W/84TLwH0X5GErpdbzrBtdEStHIKUoROC7w6zhgEsjuhk52HLiH4KHo6GZtYOD3moUvOUxSjag7ByLqTMKHulAzZxtedguEukVjinnq5LvGsoTUwvYdtx7Tao/Eol/Wlah7lyouwd/6HXp+E4c+moQh69webhC76ne/g/kU4bliZf47tyUxClxXnoaNXwH86Bb7SEwvvL1IfA+tMwri6XubrZHT9WVhQYzAuF6qKi5KDypngXc5XBm6OvqA/cnpBEboXhC6xaD10cViMtUsOokNjf+x508nmtU44Z5UeOm7z04Wqol+LKOwzsNZzRhG6+7nzY26Vbuj1xUq0dfbDxpItpDBVPXR6V6tKk0YguxO6GbWGY1wn20t/bV51DvNrDsHtPEWkLiy6SaQHoaOVIno6LMWIP2KwZPj2DNsChu/EjijrHyLQSRE4ZS88Gy3Eo1y5beIQW+rv+MMlEn3qz8TeYo1slqd5mWhFDJmQ3QjdhHqTpScWpvGK7VpEYHXZf9vEjM4z+gpuUZUemNpzI+4lWx97OOTnGCyr2kNKLsmWfUDQhNledSZKy32xRnGibnM/fvQERueh21a8KX5zDsXMPhv/uk52wNtzG0b/GAFXR19sKtFM2j565UpfW29fqf+1tVFCR19WxpdsAZo0O0FiW1/6HzhXoLy0vRmx9BcTHWsxTf3kU7kLJvfajNP7LqODS+YSusQidbC1eFNp3ETfHuR6w/zGZlbfBNy/rT92UnuyZhShIz/amwKwc9VJdPso1DxmV7TV0r7s9ar1I6sev5ZVDcupdmV3QneseGPMah2OJ08sL8p889JtDPptA/aVMHajSA9CRw8+DwcfxAXq9xS87PMqaMpejGw4F/QP0tJNhdNjS32Mn13CMbVab5tl6fWYb6UOGPi/nEnoptSZIDU2kNrzyrVHmGAai6T879jEjbA+WagaOjtHgKaHsRYeP36CIT+uxYrKnaXkkmzZB0RWIHQ7izdBW5M/bibdTQHDjSv3MfSHWEx8b5y030RUgsv/gRG/rNGd1sgooTtf4F20NvmjdeMgtGsSaHP7rvFKrHz7S2l7M4vQnctfHj1cwpC45SJuXr6H9qbMJXRzK3Uyv6L0ruqKxZU6GfoAgc53Wte1s3MITh+QW9c1Iwjdw9fzYF7NIVg4eCuunb+Njs2CFKFLcUWrgwxDILsTuiev58Hgpn6IszBWhoC7lnQPfRstlpp2g8kMxXNqjcDEzilfYxpd+ot7Mug1X1YId249hOcPqxFQsZ3Nhw09FOmT+8ESD9L9xRzQ1WEJjmy/JOVmZvbQRc8/gGGOK3A/l+2vffl8OF+0PuZ2i8HtG7a/dJ3Sdxtm1xpkE1+WfbpgZfQ0BWBPjPWv9EJnHcBo0zzckpwQmeRnR0J34ej1VOeQ/9S9mNhwCm68UVIaV3p12N4pFBdPpP4K3iihu5i/LPqYfLFu2SFcu3Db6nb24FV0+iAE68vYniKIz4HMInTzaw3FlC4bzJOAnztyLdMJnU/5VmjfLARDf41B66ahmFTLE9fylpBuc+ql867SFcNbrU91DuklZAShO16kNga2DMeBTRfx4N4jtHUJUIROD3yVlv4IZHdC9zBXXqyo0g2TOsThjoU1HEOWnoJPxbbSNwW6ydJFObLJPMSHnEwB+qy+mzClziRpWfTKlVYl2OB3JIWczDzw+GEtvKva7nUjHKZVdUWwxAcRO4s3Ns+gnnTK8uTGos+ZSeiO7EjCqK/Dsbn0x9LtSIPsezuFWnyFJ/o2+Y9IbC0j3zsjS+iWjtyBcfVnStuckwgd4dv9s2gEG1hKbFuJD9DG5IekUy/WJOZ2sofQ9TX5Yfsq/Ve4LJfie8kP0bl5aJYndEeL1MXgZj7YtvrZH4kzh65mOqHzq9geA/7q5d8edRwdW6xBYLlfDZ3zfpXao9dXq8QmsbifEYRuZu2RmPBXR8CVc7fQrrEidBYbQGWkLwLZndDRQ+tUgYro5hyOye3X4YFm3ql4/8No32Q1/Mv/ZuimEFjhT/T4MvVN4UziDQz6RwA2vvVPKXk051vUO9/D/f/W4uqZ1A8Wvda8f+eReQwIjQOh7cGdR+a1MfXK2pO2e/15uJnmg3rVCD9rm8w4IHrdurVkc3RqGoiLJ7I+oSPMprttwSQDxPxBrnwIKv8HPH6MsdqOG4OPY1RzH0BijCLjfiH/O2ayKK6uQR+wPHrwOEXz+nvtxfCGC0AreXBdW3FO6aEjkuT6r3BEvfudtO8ZQei2RJxI0SZ6B8lX76HT37J2Dx1N9bGkag94/PyiJ4uW+MvsV65E6Pr/58V91/27NQio2AZkr61znfMvFKgAzyZLsGb5Ub3mSZGW3oRud/EmcHVeiqO7rpj10CtXRehSQK4OMhKBnEDoHr+eBzQIuYdLBKZ1isGx7Rfx6OETHN9zGV7tY7C4+gDcy2V7zBjfECgOL/cTen0WqbvcU5d/RSHQQI/fmQKV4N5wAS6cvmOzKbeFHYXbP8LR/R8Rz7c+/1yNGZ1W4+j2izjy13Zs+2WcOfDspmFTqKbAvVv30fr9MMRILAMmYmJpn16JDG04H6uXHMKTx0802vQPM7OHjiwa2z4Wcw2uyXukcE30cQ7B+NZrUzlF89sl+CeiQ+NwTK45BPdzvSH9ANpe8m8Y9GkEju1Mei53ZodVmPRrFI5tT8K5Q1dx7yEwof9+zKvhLj0hMrXX6YKV0NM5Aoc2n38uW28nK42hu3gs9SvXRcO3Y0rd8Xhg4DreVqIZWjv6pmsPXU4hdIeL1EEPp0DQ3JocsiKhO7T5Ino5BUpNai7en1ZU6YUJf8bg1tV77J5unJ6Ejj6cWVilJ0Z2ePGRniJ0urCrxIxCICcQOr6QY0v/HZ1Mgehs8seM3vFo67gCHU3+uJKvtPTDlWVFvvsDuv0jPDWhewoETd+PMbVH4WL+d6XlhpT7FctmWP/HuC3iGDo1DsWUWsOx8p3/Pt9Cy/2M7o7L0ckpCF1MAeatu1MIujddjoiZe7Fq5l7ELDkgfYrcuHgHf5r8pcd1MCaW4ut5i6O/KQDxVsYxao3LbEK3MewUhjjOxbEi70m3Ifl/4E0nDGi+DJFzjuLKmRdjsx4/BTp+EAyv2iMMzW9HMkc3nA+fsSlX+ZjyRyT6OYWgm1MwOn0QhICOvlj57ve4k6eQtL3UOxxUoTW82sXi6vnb2iZIcZyVCN3Vs8kpbDt/+BoGfhuDibVHSftOuO56szHamYJwKZ3G0NEr15xA6Ki3eWnVXubxwXdvvRgTmhUJ3Z3r9zGpczx8KncFjem1dA/Spl99oxT6OoViW2TKITMpTqx0nofuSOFa5o+bTu178UdbETot4uo4QxHISYSOLupjhWpgcaX22Pj21zhSpA4OF66NhwZ6S0gG9fgFVmiF1SHn8VTn69mbF+/gd+cQUA+A9kZi6Tii7H/RvvFqhE/drdueNBntuFarMfW98bpLix0rXBP0r5peoZm3wrUxoeYQDHXwxkCXSCQEHNaVq5dIr/LC5+zHqLqTcSXfW9I+WPLtfIEKcG/ii81htl9HsT2ZTejIjj7/XQvfim3N7W3JN710rxoe6OccBrd/r8SYdrEY3S4OXq2iMKm2B27nlV8WiGSveed/cP9nMC6dTkliJrSLwZTao3GkcG3MrNoH54vUNdxOd3IXwkBHX6xacohhtxhnBUK3tfj7+MklEp6/rjXjStjS1uvzaAxouAiHitSRxoDGrk6oMwEBk3abB/xrHbd3DF1OIHRnC1REn/fDsWtNyrVusyKho3Zbv+Iw+juHgXrA9K5HvTS650e8+wM8/huFG5csvxlJrx66J7RqUe0RmNd/M+4JU6YoQqe98tRxhiKQ0wgdXdxpmWGe6p8oWA29nIJx5uA1XezPJV5DJ5dwQ1/NPnw9L7wrdUAnlygETdhmXiP1YPxZcxzvewjdmgeho/MKXHtDvjeR5tQLqPAnhn6/0jwQW9dYC4n74s6iu3MY6Oaud0M0kjazliemu240v+a2oC5VcmYTOnpFeiD+PFydgnGqYGVDGFBPwc43nTCt5hDMrz4As2oOwaliDoaJIWG8tGp3zB21LxU+Y9vHYUH1AWa7ZNec1bYZPQCHNVyI8Nn7U8nXJmQFQne0UE1MquaGedX7m3ElbGmbVsMDiYVrG2ojWsPU1SkE26L1e2heZUJHX7ZO7Lgh1fWaVQnd7piz8Pw4CIckxvyK18C2ks3wh3MEki9nPKGjD0wGtQzFzrUpv1RXhE57p1HHGYpATiR04kVtdJ9eR/hU6QGvzvGp5sPihqDetOk94rCkWh/QZ/KyOujBvLhiO3RwDkMPUwC6mwLMMR1PrDkE60t/gkevW1/BQdR1PW8J9HMKxvZo21/ese0c04SrfZwCcVFyrjRRr3Z/Sp3xmNZ7I4uWijOb0JGRNHh9Usd4+Fbpiiev5ZJuR63/9h6fKVgZg+qMx9VrKT9+INvGtd8AWgXFXtlUL7sRurT4qq2b3itF0LQlOeGV66FijeDRxBs716ceU5lVCR1dD5N7JmCqxPRJ4nlwoUA5jKgzHoEzLA9HSa8eutm1PDFWGDvHN0FF6BgJFb8UBBShS/mV56Nc+eDexB+bwqyvurB73Rn0+1sEzhSqYuihS69zjxeqgd1vmuBWbzrWvvUp6HUqLREm3oxk9k8WqoGBzQKxc03Kf4UyJw7Npza37ybMrz7Q0CB7rV13cxfCpPqTsGTEDhm1z8tkBUJHxmwMOY6B7weDVhbQ+paRx/SlanTZ/6DzP6NxU+eVkCJ0Ka9Lo21xM09RuJsCEeurPxThVeyhO1OgAvqa/OH5fdTz61DcycqEbuFQ+ihmHO4ZeO1K50xUuZ/Q55/huHNTfwWWtBI6+gMe+9a/0MNxMU7sSz2ZsSJ04hmm9jMcAUXoUj44jhZvilntIq2uPEGNQitT0GuLObWH200EjI7t0z7UZrw3DtN7brRpq6WTaInndoxtMM9u+8ke+hq4z+eR5gk0LenRS88qhI5WXxjxewy8q7mlCQdt29g6pg9JBtKi3YHH8FRnkZP0I3SLED4re7xytYWZkfydJf8Gz0/Dkbj1ot7ph1eN0BHxiHj3Rwz6fh0uHdefWigrE7o7tx6Yp4JZ9/Y3hq5T+gM9pv4MLB+3S/c8SCuhO5f/XXR3DodX+7V4+iT1F/6K0OnCrhIzCgFF6FISuuk0KWRXudeHe+MvYkCTpTjwpsnQTcbIg8lS2d0l3sfAD5bj0NYX0w4YPUeO7LwMz38GYGuplnbbH17+F3T/V6TuxyPW7MkqhI5s3LrqDAY4zseRovXsxsFSO1lKDy/fCmN/iwFdf3ohPQgd/WHwbLgQYTNTj9HT6swKY+gsYWVP+rj60zFv8Fatm8+PXzVCdzNvMbiZAswfGDwHQbOTlQkdjXkNnnkAo94bZ2h2ATp3xtWbAe+RKb8iZ9fTSuj8K3eBV3ua1F6/B1AROkZaxS8FAUXoXhC6R7nyYpppJE4etz7Fg9gwg36NhU+1vi+NCNANamvxJujtFIKxrV5MwCnaZGTf45f1WGSn/TTecHmlDvD8bR2e0LwdBkJWInTURdbvu3Xwq9jmpbTj/dwF4em0BOHzDlpELD0I3bWClTD9e3/cuvpiagpLCnMKobufKx/Cy/2CPs39cPWC5cHwrxqhI+Ix6uc1SL5u+VzIyoSOztuzB6+gY+PVoOlBjJD8fW86od/Hq3B8d+o/v2khdFfylcGgJn5Y72t5OipF6CzdcVR6hiCQ3QldYpE62F+0gaELXO9mcCtPEcyv1hudGq9I9fWXNeAvn03GyJ/WILLcT2m2Qc8ubdqWEk3R2xSIEd9H4foF/d4da/Zq8/p+vRIBlTraZfu+Yg7oaPLD6f0v5l3Syrd0nKUIHYADcefQ2zkcqwysv6ltG5njW3mKYmrtkXD7NASwwoHTg9AtrDEQnr+lngRZr01yCqE7WKQuOjZehSWDrPeyv0qE7nyBSvA0zcXKpdaXH8zqhO7y6Vvme23Uu98b+ngsOU9hTKs9GktHbAetwCKGtBA6n6q9MOiHNbpDJliHInSMhIpfCgLZmdDtK9oQbRx9MbrmULsIifgAPlSkHtq6RCByxi7Dy2zF+iaiZ5O1CC/73zTbIdqktz+qzkSM+j0e1y/K9yJaO5Higk5gUP1pOG7wXy/ZdrBoPXRyDsWZg6kHA1vTSXlZjdDRF69zesahm0sk1pT5LEPa8XbuwvCqOQTtnIOx0c/63HDpQejm1B2IhHX6Y8i07ZMTCB09uOfVHIzZbptsXsOvEqGjSc27frpS2+SpjrM6oSODoxcehIcpwNBKLHSv2lSqJf5wCkXylbsp/LaX0B0t/B7cGszBluiUc/mlEA5AETotIuo4QxHIzoQurOy3+M05DL0cfRFe9t92P4Qvv1EaE+vPgvdQy2NurDXC3VsPsMQ9AV1dohEqsZC9HlGTSQsu/xt6NfPDzSvWl7OxZqs2L/nKPfzpEontJd43hB99pRlf+h/o+88wXLQwyFqrSzzOaoSObHt479FfpC4KK8t8aQgPW+13J3dBeNUcis5NI22SObIlLYSOptJZWfZbdHZYjIcPrXQDCg2S3QldwLs/YEijxejhHIp9MdYfsuT2q0LozuUvhwGOy7GVVkywcSpkB0K3IfAYhjdbgXMFKhm6PncWb4qeTt44uvOycNY/+2NJ40zv5S4gLY/GpgaW/x39/rcWjx+k7PFLIVwROrymBUQdZywCTOi2lGwhfULTw4tmoR/UyBurFlvvaZC1nmbzbt80CHGlP5G2Y1WZr9C5RSi8Wq9CZ+dQRNhB6i7mK4vh9abC9aNoHEo4K2tuqnL0hdMCtzh0d4nAigqtDE06bIsMUE/ksoptzb1HSwcnpNKdloTb1+5jYsdY+FTqZGgmdhpk7e6wDGuWJtqlngkdLU9ly3/OpzVxe5oCsDfW/nayZezDew8xs2sMejmHIbD8L4bH67CtYryx5IeYWnMwOrqEYXOI5fE2om1pIXTnCpRDV+dwzOq5PtUrJlGHuP+M0E2QbovkPEXM7b9umX77P370BL2/iEJo+d+kZYqYye7vL9oQPhXboItzKOa4bsWmQOuvFdlnInSzag2Tti0p31uG56GLfetTafnr3/oMHZuHmOdGZBu1sc/onRhbb7q0TJpgPaz8bxjx63rckOjRZ0K3r5ijlI69xUxoZ/LH+SOp194l20/tv4IOpgAcNDAkxr9iO/T/j/WxweM6xWNujcFSNorn0eJqfTHsj9gUsHIPnZEZB2hOQhqesWut7T8O3EMn+3w9VriWeWlHWrM7JwRF6F5yK9K4hLamQMSX/hgPc+WV3q7nLZnphG7N29+g578iQesRLuq/Eb2dQzCzhjt2F3O0OWv/3dwFzMRrVP2Z6PZBCA5uND6Xm7apHj98Au/+8ejcLBpujRZjftVeOFugvF0rV9DN+FTBSphXtTf6NPJGl2bRWDZoo+GvSbU26h3viTljXjXigoFJhgm/wY4rEL3A8qSdero4LXDyboxstBjJuYtIn3PHClU3fwxCcwBmZKBxNgt6bkCnZivh6rAE+4vWNzSBND1EaJqITSU+wPSaQ9HBFITuTQOxMUD+z88480oRAw0/tEivd3U3TOsSb2gqGSJ0k+pMkm6LK2+UwiBHX6xepP9hBxO6oAqtpGXK3n+iy3yF+dXd4F3VFf0aLXl2bXjQ9D2pp42wdJ4QoZtRa7i0bXQdG51YeO3bX0nLX/P211KEbky9GbifO5+U3Jt538QAJz+s89Gfi0+LDRO6ncWbSMnfUbypFKHb86aTlDxq/xWVOtokdF49EjC71lBpmSSX/jgeKVofw/+2DJvCX6weQvehEY2WgMZQy5x/9NGNT1VXTO6wATc1r2+1eNIxEzrZ5+vBovUVodMDUqXJIXAj6Q4Gf+qP4Y7LMbLBHOltRIN5GNZ4JaJm6c/vI6f9RSl7euiI0HX+MAy0NumTx0+wzCMBbl+vwwCnIIyvNczcuyL+86K5v44VroHIt7+Gh4O3eUD/uN9jcTDO9j+tF5Za36N5za6cvAWvtqvR9cNwuJv8Ma9yF5wsWBWnClY1TyKc0qYSZpsojzcqO7tKD3Pd7h9FYmrHtbh6JjlDyBx5Q+tT9nX0xaV8b0sTiONFamNYC39ssbH4tSW0EgKOoJ/jCoxuuED6nBvZaAkGfOCPYzsuWRKbbul0Tl04fB3uX4ZiiMkfgxotxpKKbcztSBNB38pbLAVWtBg4TRhNbUgf6ox8bxz6mYIw6L8bEDBmq9X1JPWMHvHzakyvPdqsj+SSfLG3Qdzn85rOmwVVuqOzy0okBMn1VLHuuT3XYbhLpHRbjGq4EP2cfLEjWn/9XiJ0rk29MczkJy1T5v4zqsFcuJoCMOinGIz4fQMmt1uNK6eTzdc/+yITe/0RCU/ncGnbhjecjyGEa6BtcnTr8l30cFgKTwcfaflUtrvDUlBdS2GpRzw8G0dLyxzvsAxj/xuMe3esvxZkfacPXIGbUwg8Gy2R0kHlaKUa+vpUL5zck4QBTqHwbLhISh61v6cpAP1bLtcT9zzt0ulb6N1wPsYYuXc0mIPx9aZiVONVWOoe/1zWxoDDhu5DoxvOh6tzGOL99Humnwv+a+fKmWT0dvSFp8NSKQyGN1wEd+cIJG5OvZKHVnZ2OFY9dJnQSheOXkPY5AMI8NojvQV67UHU5H04uv1CulhsL6Hr0jIMt6+/GFN2+fRNhE3ejx7NfM1j2hZV64OYt7/CujJfYkztUejoHAZX51DM7J6AuBVyF6W9DiZuOge/UXvQ1dEXwK8roQAAIABJREFUPZ0Czct8dXIOh55NtBQYbz2dgtDFcTkCx+7D0a3pg681H7ZHn0RvUwDo9bNIFKztT609GlN6pe31L91MQ6YclD7nwqYcwqH4jHvdqocRTcIaPvkAFg3ZYl6qjdqR2nBK7ZGIeftr83lF59bwOuPR6a8l3ej86vv3AIR47Uk1CFtPh15arPcBuDquAJ0LJHfEe+Oe6yJ94sbnNdlG5VfP36sn0mrazujjiJy8T7otQqccwrYIy6up0MTbq+fuRqiBe4rM/Sdo8j6ET9uV5j83W4KPIMKAv4FeuxHptRdnLJAXEdz7dx4icvpOc/vL+ERl6FyJnLYTVNdS2Btz2lAb0bW1yQCxv3n5DsIm7UCQ126p84DKhU3abpGE0odb4QbkEQ5hXnuwbqH1eROfPn6CyJm7QeeCLL5cjs7xAxtS9vBvDEiUvg+FTD6AWB/5nnaany7MazuCDWAa4bXL4vyUls6NrJquCF1WbZkMtisthO7OjdRzK53adwWJ8RexM+EqBvxvDbp/GI1ef/PFlpCjSNx4yTwAPoNdei7+UMJ5HIy/YF4M/mD8ObNN/f/7zCbX5r7YEnrMnEeLxdNGZV/WP7SnT54iLvAoBjbyRlK+MtKEjtYuHN9hw3MfX4WdA/HncNDcPuewe+NljOm8Cd0/XIkuLcLR7+/+5t4qar9DGy/h3OFraYaEzgE6F3ZEnUCfln7o3CIMnZqHpNgojc9rKnso4Vya9SoBCgGFgEIgPRBQhC49UMyGMtKb0IkQ3Lv9EHeuP8BtK5NqiuVfxv7d5Ad/2fSid/Fl6NXquHvjPtq3jMC6Ml9Ir+l6NV8ZjG/ohYAp1v9Ja3XltGN6Lcvn1Z0b+jPFp5fPtPYunb+WtvTSo+QoBBQCCoH0QkARuvRCMpvJyUhCl82geKnmhs8/jOF1J+NCgXLSvXPh7/6Erv+MwlODq0O8VMeUMoWAQkAhoBDIVAQUoctU+DNPuSJ06Yc9DUhPvkq9OdZ7/5KvPUDfzyIQUf53aTJH4+rWvP0t2n8QIj0lRvp5piQpBBQCCgGFQHZBQBG67NJS6WynInTpB+jpfZcx4AM/uH3og20RJ8zzth3YcDHFig5RM3ah24er0LfBDDzInV+a0N3OUwSLqvSAV7eNeHT/cfoZrSQpBBQCCgGFQI5CQBG6HNWc8s4oQiePla2SJ3cnobd5GgQf9DT5myfj7e0cij4fBcB3wm54D92C9k7BmFutDzaV/Js0maPeOZoktL1zKM4eMr7cly27Vb5CQCGgEFAI5BwEFKHLOW1pyBNF6AzBZbXwyT2X0dnRD7GlP8HpgpXN2+HCtTHyvbHwbLgA+0t9hBOFquOhgVUaeAqTEwWrortzOI7mkJnMrQKpMhUCCgGFgELAbgQUobMbuuxdURG69Gu/4zuT0NU5AqcLVE7R+0brrxpZaotJHMePX8+D1WX/i+H/twqXTt5MP4OVJIWAQkAhoBDIcQgoQpfjmlTOIUXo5HCSKZV89R5muW7E4qq9cT+X/Pg4Jm6WYlr2xsPkj6j59i33JWO7KqMQUAgoBBQCOQMBRehyRjsa9kIROsOQWa0Qs+Iw3JwCcCtPyiWqLJE1mfSL+ctjWBMfrPeVW2DeqoEqUyGgEFAIKARyNAKK0OXo5rXsnCJ0lrGxJ2flwoMY7OCN5DxFU7x2lSFulsosrj4AI/6IscccVUchoBBQCCgEXjEEFKF7xRqc3VWEjpFInzi9Cd2hog3Qz2EBdsXmjEWj0wdlJUUhoBBQCCgELCGgCJ0lZHJ4uiJ06dvA6U3olldsD/df1gNPn6avoUqaQkAhoBBQCORIBBShy5HNatspRehsY2SkRHoSuoiy36KXSyQOblQLvxtpA1VWIaAQUAi8yggoQveKtr4idOnb8OlF6CLLfotuLlFY6LbR5lJi6euBkqYQUAgoBBQC2RkBReiyc+ulwXZF6NIAnk7VF4SuiN0fRYS+8z90dYnGogEJePxILfOlA7NKUggoBBQCCgELCChCZwGYnJ58/eJttHEJxKaSLaUJyPoyX6Bzy3DcuXE/p8Nj2D+aK26Iw1I8zPWGNJ78dev+og2wvGJb9HAOx7w+G/Dk8RPD+lUFhYBCQCGgEHi1EVCE7hVt/5uX76JXs+WYWG8q5tdwl9om1JuOLo7euH1dETrtabN+2UEMNAVgTs2hmFNjMBZW7oIbed/E3dwFdbdVZT7HtFrDzLgPaLQY3VquwdL+8Xj4QPXMabFVxwoBhYBCQCFgGwFF6GxjlCNLPH3yFAfjzmBqh40Y236D1Da5/XrM674W928/zJGYpMWpR/cfI3j8Nnh13IKxHeLQ3nE5PB2WYWijRam2YY0Wo49TIIb9GoPxHeIxpcMaXD55S/XMpaUBVF2FgEJAIfCKI6AI3St+Aij3MwaB7VEnsHLeYUTM2Z9qi5x7AFFz9oBIoAoKAYVAFkQg8QrQbJ7lrVVwFjRamfSqI6AI3at+Bij/FQIKAYWAQiAlAtvOA68NerZV9wLEjdKJ7KmgEMhiCChCl8UaRJmjEFAIKAQUApmMABM6LXGzlM7mUs+eveF8MpCW+mRbWurbY7c1fWQP+WRvsCZbRmZa8bSmI62+WZOdhjxF6NIAnqqqEFAIKAQUAjkQAUvETZtOx9R7R69gifxR7x0de8a+AOUbn2dpnDJly7NjSqdAxIXqUj3u/WMyQ3IonfRwoGPaOHAZsUeRy7N9bA/bwsckh+0geeQHpXE+6+CY63M5tlckbmIeyRJJMdtK6eLWayVrAIIPPctjLEX7tP5QLbZJ9FnEk/SQTLGsqJv2SYaMbdZ8e6YhU38VoctU+JVyhYBCQCGgEMhyCBA5YLIiGqdN52MqS4Rg8e4XZGTdiWc1mVzQUfKDF/lMdIjMMOlgMsMkhmSSbCYrJIPJCO0T8aNjkkVluDzLZvsonewhWUQoyQ6WxWU5n315ViLlL5WlfIrJViI4dMz2MlmldNLN+aSfAttHPlM+bWQ/ySBfiBiyfySfy5McCqI/z1Ke2UL1KY8Cy6O63B6URoHso3Syl+qQHXTM6ZymZ5st355pyNRfRegyFX6lXCGgEFAIKASyHAJMHJjssIHadD5mQkPliEQwMaBjksGEgogJEw6tbCpL8iif5TGhIZmUx/ksj+3iHjImhCyb7SM5pJvTuR7J4TSK2TYqrxeoDPnGPYhUhupo7aF0solIEJVneewPHzPBpfpiebHHju0imeyPSAjZJspjUsoEkOowdrTPge2gOhw4zZJtXI5i0VYuL+Zn0r4idJkEvFKrEFAIKAQUAlkUASYORBbEoE3nY/GhzmlclwkJEz3u6eF8lk/1mBwxQWOSQaRI3EQCRWW4HsVUjmWzLZxOusVA6VSWCBLts42iP2J59kWbRjpJFwUmrSyb8lge+0N5vFE+EzhL+VSWMGF/qI52ozyuz/pEO8V9Lsc2Ux6nsV0Ui7bZ8k2Un0n7itBlEvBKrUJAIaAQUAhkUQSYODAxYjO16XzMPWpUTttLxCSICAKXo32tbKqr7WFjksG9TKSPCQeVZwJGJIpJoCib7SPCxERLr3eN6pAuLk/7eoFsJpIjymD/SD/poHwmjlp57I9eDxvhppdPMmijwPL06lOeiAfbT3IpXQysh+VSHqfpySYZtnwT5WfSviJ0mQS8UqsQUAgoBBQCWRQBJg5a0qVN52MiREQaiNQw6WESwcdUhomQSLqI5FEZev0ovoIkaJhkiMSD6tIm5hMJocCvONluto/kkG1Uj0klladjImB65Z9JTPnLvpAMkqfVx/lETCkwCSL9FNgfPtaWIXzYHsKC7BdtFv15JvEF3pTHPlIdsoHSyCY6pjwObAflc+A0S7bZ8o3lZGKsCF0mgq9UKwQUAgoBhUAWRICJAz3ExaBNF4+JNNBGhISIDAcmAiJRoHIsm9K5rrY+kwyReHBZks8EhnSyTDGf7WPdRMSoLPU4UWB9fKwt/6zUi1+ymeqQHK5LMdtHJIptEcsxiWR/KI83Ls+Ei0kg51PMBFHPPsaXbSAiTXVILstm/9kTtoPrUDqniXq5PtlmyzeWnYmxInSZCL5SrRBQCCgEFAJZFAF62HOPmmiimE779NAnMkAPfeqxYnLEdUiGSBwoXZRBx1yX6os6uZeKZXFdUR7X5R5BrT4qS3IosDw+1trB8jn/Wa0Xv0zoKIX8JHtJvxhIP+HBOJAOtpf1cxrHYn3aJxkkm3s9xXyqI9qn9ZfKMiZ69lE+2yHK5TS2iWOxjDXfxHKZtK8IXSYBr9QqBBQCCgGFQDZHgB76TOiyuStS5ouETqqCKvQyEVCE7mWirXQpBBQCCgGFQM5BgAgdvaKjHqlXIfCr1lfB12zooyJ02bDRlMkKAYWAQkAhoBBQCCgERAQUoRPRUPsKAYWAQkAhoBBQCCgEsiECitBlw0ZTJisEFAIKAYWAQkAhoBAQEVCETkRD7SsEFAIKAYWAQkAhoBDIhggoQpcNG02ZrBBQCCgEFAIKAYWAQkBEQBE6EQ21rxBQCCgEFAIKAYWAQiAbIqAIXTZsNGWyQkAhoBBQCGRzBGjSW5ruRLtROk3KS+k8wS5NF0Lp2kBplEdLf/FEvlSGZYrlWR9NoMvyuRzF4mS9VJbmnKNVG0S5JE+vLsuhfJJDx3r2sj3afJbJuvhYtEnUQXJEGTSRsHjMdpL95IfWFpbPMrmudpJktjebxIrQZZOGUmYqBBQCCgGFQA5CgOd042WqeMkpSieCwctOcTodi0uKUTlK48l+aZ+XyKI0OiZCyIHkUDoFPfk0px4RGq09JIfXirVUl8pQPQo82TLrepaa8le0hXLYHorFY5IlHrMOShNlMJaMD9nLNlE52id7mLCxPpbBeInyn2nOVr+K0GWr5lLGKgQUAgoBhUCOQoDJBZMXco7TmKBQTxWTDiJp1MNEJEXMZ3JC9WnJLMpnIsbH3FPF8kWdVI/kifWY4JFsLRkiGRwon8lQehM6toHsYh2kl/YJE8KD8njpMy5P+Wwz+U1lGC/2X/SB8dViwj5mg1gRumzQSMpEhYBCQCGgEMihCDC5EIkEp/ErSHKd04ic8D735tExERgt4eFj7sFigsP1RZ2kQyuD0ri3S0sGSQYHsR4TOkqjMryJvnB5IlG00TERLpZJMR2TLLady2l1sgxOZ/LGZJbTWScds3zGj30kWdk4KEKXjRtPma4QUAgoBDIagW3nt6VSoZeWqpBKkEOAyYVIrjhNJEGcRjHvE0lhQsMxv2bl3jaSweXYIq4v6qQ8kfRoy1IdClyXjylNrCcSOraJ8omg8SthLq/NZ5msg4kW1aOyVI8Dy+BYS1ZZlrY8HbN8qss2kH1E8LJxUIQuGzfeq266p2cs1ok3PLpOPWORLA6kfdVBUv4rBNKIQHWv6vCM9XwuhfYpTYV0QoDJhUiuOI1fEZIqIhvca8WvUMVeKKoj3g9pn8oTYaGYX0mSLJYv6hR1iGW5PhNFrss9dlSPSRXtM6GjehxEWyiNiRTns0yKKfAxlWOSRfLomAPL4FesXI5fwYr6iRCKhI3lsz6SyeRR9It1ZZNYEbps0lDKzNQIfPOND5o1m4fEv240U6ZsQfXqXjjP/9RSV1EpCgGFgEEEeq3shdcGvWYmcUTkaF8keAbFqeJaBJhciOSK05jQMJkTSQrlEUkhIsK9cSIBJD1chmIxsHxRJ+Uz8aLyTKBIB8ulmGWKdSmNdTCho2PSQxvJIjm0T4HyRF/YHs7nYyrH93O255mElDLYfya0jBfroZg2LSmlcqSLNsonG0Uyy7qySawIXTZpKGVmagSIyBGBe+21Qc/jXuI/1tRVVIpCQCFgBwKLdy/GNz7foFVwKwQfCrZDgqpiEQHqESKywmSDCjKhoZ4lIh1ENigWA5XnPMpn0iWW4V4nbV09nVyPSJEol2zhQDrIVq08OuY0sovKaDex54vKivayPVyGj0VyReVZB9kjyiCbSZ94/ye7KY2xE/Fl+dZsZJ+zUawIXTZqLGWqPgKLF+8G9c5xT51+qTSkBgamobKdVRMSgAsX7Kz8rNr55L8++TcgJfFKooHS8kWNyjVaXt4SuZL2YCcnWZVSCEggwIRO7AWTqJaqCJEe6nXinqtUBVRCTkLAbkK3bdt50Mbjleg1Fz1YaUyTrVdeVI8ewFSe9vUCPZxZhzbWK09pXE7vwW4tj+VRGbKLYls+sD4qTz5b08m69WLGj20gvaIdnK6NWRbXN4K/aDvJseQr66BYGyzlcbo1PLR5XId9EXXp5VF9ThfL0r61PG1Zm8dE5Bo2BF6z+zKxqcJiAQ8PIH9+oFs3Q8SOiAj1otCrMXGz9opsypYpz8vyq7Vm85ph3Yl1z82j3hlRnqV9GizPebTP461YLsmxRJaoF4j0Un2xvGgHGcTyKdYGks35JEtbnvM4FnExip0MJlRGDKyXYpkg6tB+iGApT0xPiw62VesDkW1LeTL6VBkJBNJK6Kg3i18hUi+UCq8EAnY/qfhVFw1Cp9dcfMyvvyhdG4jAieWorKXyNDaK87UxyaD8YP5i5i8yx+UoTwz08LeUR+XIVq1ddNxK7BIWBJJebXmSL47nEnWybr1YxIn0aeXSsViGzeBylCeLv1FfWQfF2qCXJ/os2wZiHa2f5BdjJuaRbErX2kXEVM8ure02j0UiR2Quswgd65YkdkymiAzpbUxwRP+J/OmV5TQmU1SX0yzF9JAnGzjfUh0ql/wgWTTDTEK5nl5MZI+DaLOYTvlETrk+7VMgfZymjZnQ2YOdJf9EHVrM2RaKZYKoQ0voLOVxelp1sK1aH1g++anNk/FJlVEIKAQyBoE0EzrxAcr7/BCm3isO1IvF6VSOHsra8mLPDT+0qQ7ti5soh3uXRGJAZcVgLY9IFMujmGwS7dLKIjInU17UKZbX7jNRIT2cp7WB0rXkkm0UY95nOSL+hIdRX1kexdqglyf6rMXNUp6YzliQLvF8IX/EPMZKaxd9JMG+a/O09use6xE5JlW6FTIwkXroWDfHNoid+KAl0kMEgAiZNp2tpjwmH/TwprFRVEckRfzApjQiP7TxIHmqS703nE4x1WeZFLMdlG7JDiJlXIfsoGMqT/LEdH4NSzGna3uPWAfJ4Z5AJiYUi7bSvh5hZZutYUcYirq0clkn48eYczrFMoF1kL+EiRgs5XF6WnWwraIPYpuQTWKeaJvaVwgoBF4+AmkmdFqyQb1weg9VeiDTQ5Y2elhzoHQuLxIQfmhTHj30xSASE84TiYEsmRBJg2gXkURRvzjQXkwnXzmINrEfZBNvXI/0cBrF9JpRxIDKMUkl+6g84yP2SIrpItmzhL89vrIOirVBL4/8YVvJDzFYyhPT9Ugby9PLE+0izLksxWKeaIfuvjUix2SqRQuAt+++Sylm584XeVzGWhwZmbI+HVGaWKdSpdSEjm3RIXYiKdKSHBLPD2eKmeiIPV3age6URxs9wLVBJG3afDFP+7Dn16FEBESywQSE0plgsU6RXJI9HLiOKEeUL2Ig+s71xdge7Ki+ng0sl3VqMeB00W6uoxezjqxA6ER8yR7atP7p+aDSFAIKgZeDQJoJnd6Dk8kLPVjpgS0GJiucJhIQvYe2ngyRPHGvnkgMSD8d8ybqEImG2KMjkjOyjYiWlrSQLiYNohwqT36R/aRTbywYY6KHl6hHi4/YI0j2chDrcBrHrEvEzqivJEvUwVhyLOaxXsoT8eGyFFtqA7EOtz/FLIdjziNd7B/ZQEFsKy7PeWybbixD5JhEiTGRLTGsW2eZfIn1eH/+fLH2s31K43zZWCB2Yq+ZlhSRAjGfCAwFJguy5OKZoTTN1IteOGuETpun1cnEkkmOJXLA+aKdItFjf0RixmmkU68++0KxiI0sdlpfRHm0zzq1PnE6xYQPbeQLYUqbNnAbEXmiOuLGpIpisS7XEXWQHtbBuLMuLq+VQ/UpjX0gkszH2jyWpWKFgEIg8xBIM6HTEhtyRXwgc28Vu0g9RdTjRfWYFPBDWO+hTXlUVty4vNgzJRIDzteLRXtZv6WHP5VlGUTmxF4u0Vb2zVrMsrS6iMCxHaJtoizOF+tyml4dPfy5vChD1MH2kb9MkrkOY6AXi/LsaQOxDtlNulmvSNxFvNlW1s3lKF2bJ/qYYp961fiDB1kCxeWyCqEje4jU9e37nJxpH8rsMz3QKY822qfAD2WKjQQiBlpZXN9aHpXRkgexPBMHlsWxnp1ibxH3xjHh0PqjV59l69kk5tG+HnZiPa0+ymOdWp84nfHTxpQvklERL21Z8Zhw5GCrDunQ6+0keaIctpXkMYGmNCoj5rHenBxfvw5Mn56TPVS+5QQEMpzQ8YOYHtT8sCViQA9jOuaHMaVxWQJWLGuJSIivIEVioFee00guByYOTAw4nWPRBpIvvtYTbeXy1mKWpdUl2i3aJsrSs5PT9OqQbewv28nltfpZD9tH9cgmClyHZenFojzRF72ynCbaLNYhW9kO6lHU5mltJd1izx8Rbq4v2sX1dGN7eumyAqETeufIL3t6mfjBTw9nba+N9qMFETuRhDE55Hwxj2zSBj2dtsgB51MsBpHAiQRPJCtU3lJ9lmUPdlRX9IVlccw6qYwYOJ1iwo43skHM4/ZgHUS2qAyXp5jLa4kY19Hq0NZh4sjltXJYPsW8TzIo8LHWP9HXnLT/9dfPOtApJnKngkIgKyKQZkKn9+AUv06khywF8ZWf2Gtn66FNJIAe2lSON1EWkzpRDj3UuSzF4kNfJBPiw1/7qpNsJt9IP/so6iAbtIF85d4tbZ6oS5un1SPmW+rBs1ZHD39Rv4yvZIOoQ8ST9sU8tlfEh/SJdSy1gVhHlEk2inlMTEkX+8JtQzH31nIeyTIUbBE7eq3KG80RJwa6w3OeTKw3vxyliXV/+03/FSwTuS1bACozYYLZEvF1o5bQUAF+AFPMZIEJET3I+eHOblEelaUHNn+MwHkiaeMHvF4e1dcG0Q7OE9O0uqz5JeaJvmhfm4ryWacYi3JksaP6TISs+aklPNZsEYkl48o6tGRL1K/N4zp6dhE2VJ42wsyaHLaVy4u+cJ6YZhaWA3/69El5KdL/Oe0tIAe6naVdoiHHX3xhfjmRpe182calmdDRw5RJGxuvfTBTOqfRA1cMlnq9+MFM8unBLgbxQc/ESkzT6rCUJxIf2hcD+US6aWN5Irkif8SxcpbGurFM9kePaHAe6WKCyvXE3jbRRsaT6sjgb9RX0s869GzWy7OEM8mylCemM95M3sQ8TiNZIl5Uh2zhtuA8PZsZU6uxJWJntVIGZGq/cmUit3o1QB9l8Otf4cnCD1l6ABM5IOJGBIlICj+U+SFOFosPd6rLH0bw6zWqo/fAliV0VJ8JEtki2sHpZAeRF7ZPtIOIluiTlqhRXTGfZNCxNnAZvTwuy2VIhgx21IPJdfTkcp4WP07XqyPiQ75ToPqMDeEuBkt5nK6nQ2xb8tOaDraV9Yv4c57WP9G+nLB/7x5QqNCLy40vO7oc//ovlRPczFY+0H/fvHlftEnjxsCJF99ZZitf0tvYdCF09PCkHhgiFmLvGZMtMpoJAD2AqSwFIi9iuqWHNj3YOdC++JqWdYgPf3qoi8FSnkjQ/r+98wuZ7zjv+xulkpXigGgUI5LgJpAfNqEXpqRNCMK4pG7UJgQLnEY3ARc1xARMdSGIwE5tSoR60dpgBGoTsBMrIF8kNb8mxeCLCpwGp0aN6jZgiRSU9kKmxcFJ1eI4ULZ89vf7vvru887snj17dvfs7ndg3zk7f57nme+8Z+Y7z8w5i13IxSbIj9vlJMt1o4e2QEq9fCVY2LKOaLj3CjnoR6frIt09a66P6034j2mrdBDX0Mrr4UzdXp6n0wfed57X+9+gjvfPOpxrG9Z+r8RubeE9ZIrQicj97u8uFtr30axCzIxzN7inSeRGkzExk2/dSnUS0aojkicdxEMJnSZ9Yl1Lh7yEkisSInu9PGnyWKm84mq/SIryiSWLuBe2wU7eS9naIjXSWfOUTl3y9PF0t5N86dmW0K3TQZ4IWk+H2wTOHpRH3XMOkIe3vOVN8uC3HtesrbIFe9j/gB//8Zv98cADi8ULLxzWjjlq25nQMbFrcmdy1Yc0335kQlYeseowAesaAqOgiVllKaNyksN36fDJ30kB8tblQYSqXMkndiLRss3Lcu1tUHlitQddreDkrcqkTiWJsplY116PNGEjfdu2VXKJa2jlrcO5l+fp2O/t9DzvB2FJeRF62ae8ls0qs1UsYrdVpQkKP/PMnV+J+O3fvvM6kzqT8J2HOkpgkq6Eg8m3TsheDbKkCVrkgYm6ReaoB7GgPJ9KtCrZg2C5bOTWbVXZsq0d1EOWbCZuyZatxOvCUOzAVzqR2cJJOt0jim6l92L6ycmu+pLyldD18jy9pYd8kTls8vKuw+vWhYDyqHvOoXfywW/Hd75zseAZq4T9I8CpFMe+XtNftsbdv0Ez07AzoWMChTgwsTKJ8uHavUlqM5OyyhBrCxEygxyfnJVGeutDXdeBDSpXSdW6PGxDDnXcNmxxcqE2KK5tQTeEqRfUHm9jLYs+8t0O6nk7VYcyEBr0DsWfutu0FVuQ37K5lbcO516ep+v/QW30PD93KSyxrWKjvJbNknsSsYhkHbH8O6PXmsDk7BP0mqLLLJVvkaJNdZWPDJEdJ3ukD5VLuaHlIT+QC3RO6S0SFmpXjTfl1/L5fnoIQNL8duP6M59ZLB566GY6jvQ8Bbv/Ph7yYoJLJtiTELr9d2M0VASc0NW8fD9xBHjBcJ1JWt9neIgHotMidPvqEd9y5XxYQhCYCoF6woHvBLZYe7fopXuIpsK+JYfhzodBSPSv/mqfYM9weGw1a9K0ELpJ4TycsBC6w2F9cE0c3OGkr49erWs9EMGJ4JmcCj4EodPDEvLMQSC5TgiVoKLDAAAgAElEQVQCUyHQ8s7VbVUdc623Jh6ir351KksiBwQYEqtn9Ikn7mBD3iOPtIdL0i/pjGMI3YneLyF0J9pxQ83mIMgHP9gepTSDUIZDJZwIJp5BOAShcx0ic3oqdAYQxIQzQKDnnatN47arRIPbE+9R6wdhav18H4YA5E3DHjGY17NyHDsGdy+nsjMZHoc1dodSOxE6SMXJn1XaAbxjVgX74H/MHjiA7nUnsjlM4nsQMxqxIFx86kH6KRGDwHFGzw/3Tyk/si4XgeqdgyTgBeoF8npbsKzJKvHoyUl6G4HaH5C0Hllm0wIPaSV1fH/qqbb8c0odTejOCYS0JQjMDgEna63R6Qd+YHXU4k2bCUEgCOyMQD3toK29TYIhDK1blbVXtmA3odfPr2S58XD/SmW2WHtr4XN/Z10I3cq/Qr4EgRkggLet7h0wqtV9IJ89ekvWGTQnJgSBU0GAh8v9ttrknavtYl3FCQiXwXXek1aRGva99gdY1rOMPUkMiZfWFyF0vf+GpAeBYyFQ93D4rSHS2E9461tvzhaMciF0x+qt6D0jBOprMYZ65xwCbtXq5RPByxasI7X+mq3qej5xw5uabgjEM9rri3N8IjmE7sa/QBKCwEwQ4DE6XAQQOV5yVb12miVC6GbSYTHjlBGo3qBtvXO17b0t2HPf9qs4jP1enyIe2x8Qw15fnNs760Loxv63pV4QOAQCf/Inm592hdAx+iUEgSAwGoHqnZviED0ksbftR15CGwG8nHX9uut75dgOrx4/hk707Cq73YrDp4bQHR7zaAwCNxFgy7T10qTe0tK9cyF0N/FMShDYAoHqnWu9FmMLcStFeUVkb9uPLd08BbsC1/JLPS6MJ20KnCCK5/zOuhC6m/9LSQkCh0WALVUtRzkvV0/98pBEHeFC6A7bR9F2tgi0zmpN7bFBR32Xmm5hyB5EY68BBYwj+/hMbDwmChvFU3szz/WddSF0e72LIjwIbECAZ+whcRq5iHvL0d6z+NThtHVCEAgCWyNQ3xA0pXeuGrNuC3avbx5iB8DHmCmvJ34gq259s5bdRzjHd9aF0O3jPyUyg8BQBOpLlvDUMdLUwCpYXjwNxn44Z9vHv6r8fA8CF4jAIbxzFVaevKykRbf0FOf2qr7l9xMhdJVcM+Tt8x1+9H9vnXyKD6+E0DX/+5MYBA6AQOt8XG+vp5ZlRiAwUOPRC6E7QIdFxbkhUAnEPr1zjh1EovfLfnvZgj0BQseatT60MOa1MY7z0OsXXug/vELeqYQQulPpqdh5XgjUU9gs0deRsrqkr4dKOHmdEASCwGAEWt65iXcPN9rSIxIQG86STRY4l8uT8Pv41DO/I42uZwwPRa5l7rqHVxiaOR0z9xBCN/cein3nhwB7CL5dCpmDsDHD9AJ5zDact+OTEASCwE4IcDBeW526BXcSOLLyui3YS3kbEZzQ+4LrQ5NrdV/dDJFdbIS0TsOo3hziELo59EJsuBwEWOYxMmiUIIbcbeNh26bs5SCblgaBwQi0jqRWp/dgYRMUZL3WO8vFMduJHySdwOJpRdSjxDpRMq2W4dLwjtbtX4ZqzvSxEJhrCKGba8/ErvNEoPX6kb0+3naeMKZVQWAXBOr23rEJhNqCV6o++wSRgFzs5B1ijIE17eOz4/jVOn0y0S6uYB0Vs/Ze9866OZLsELpRXZ1KQWAkAnUm2bSnwgg/x5FjZPNTLQgcG4G5eecqHmzBVie+HPqjvUOMIxIydbzD3mjrHOO6o8QVq0N858GZHsnekctObn4I3eSQRmAQ2IAAJ6EZIVj+rQt+sIRRbp/P76+zI3lB4IwQqGuquXjnHGKIzmOPtTlY6wdlvG7zeqaEjvWs80uGxTmuXxmKeySbM3f01xxCCN0ceiE2XB4CjBCbHpuq27P7esPm5aGfFl8oAi3v3E5bmXvG8bnn2t4hnovayu4ZErpWX/Te2rRnmAeJX3fOkVfNzGG9HUI3qCtTKAiMRECjwLYPMjA6+NKV6zkcLBkJQ6oFgTkgUB88OIU1Us87hDdrzgRoU3/X9SoesLl4utbZ3nvVDM+27bD7vE7l4LwQusFQpWAQGIGAZhDu9m1eLFX3hU5h5hkBT6oEgUMhADHSGuldVy8vPnb10cUf/9qUL3vbX0tw5ve2YBkaNjn792fZOMmH+L3WcZYNqzXXd9aF0A3rv5QKAtsjUF9Dz2wyhNS19iLmdvp2ezRSIwgcFQF5hB66+tria1cPvcnuWHRttX95vGZ86uPfWHzo3ucWH7x6bvHA1TeuCSpbsKfkwOfcosg18cmtV9kLv3Vr8ad/7QcXr1y9Y/GBq0+vtAdv4zH+pULojndvRvM5I8DdXB+N4pUBQ0L1zs3x1PaQdqRMEJgJAtU7tzL7ilnMnRGxH2kvbHvu6oMrzWC4gWfMPdR17s/d+8Liz//BY3de8HYKe66NBfdffNv9CxYK+lcipj9GP5U8shND6EYCl2pBoIsAN3x9KyXfSd8UGNBq3WO+8XSTvckPAieAgLxzTLR4tv7PvQ+suojI4L6bM6krP/76P//q968QCJEJtmbnugVbh8bHrl5Y7QeMn3so/aBOeOLv/OfFe65eXNx/9U0lLWOeSh4y9E/R7BC6KVCMjCDgCNgqenlHs1Qb6n+vy9f8zJcjm+sgsDUC7p2T5+R//7NPrBIJsaFNrxLaWvtEFWAE1eP/yCPLhyJqMk1hy2+O3LRuPjz/4BM3+2GOhqsbGcfvueemze9+9/XPOf7Ztz1ww1vHWuEQp2ZC6NRRiYPAFAjUEYvRdeijaC3v3NC6U9geGUHgDBHglRLia8TcossASdJDSyow9FjEoXGqTxHYIa0//NyfLP79W35i8cdXP7j42avPXrcVonfspy4dpkqseU7s//7+yzd3JOZ8oA7Cr/8VxQ8+uFh85CMr6f/8bR+/UYzi+35nXQid/8flOgjsgkDrN2yYMIYGnofXIEHMsu4UzpQMbV/KBYEDI1BvSUjOyvYXjyv6PTdXQlefIhArZXx4+9uv2/Ctq/tWmkPTGILmMIzUjYtf+ZW7/wx1V2KufVD/mfR/86EPXeMv8P/fjz286OzMLvb5zroQugMPMFF3pgjw3ri698EgvM1ISllONbPNymBx6BO1Z9o1adblItDjQdeInAKhaxEJ7d/54cC7BONvXX1ZvOI6xqF3zBfftprwZ392txdqHzD+ze0QIKuAerYZO3/zNxeL++67QegWP/Ijy8bRbjyR4n6K9/XOuhC66zs7F0FgBwQgYrpbibljGajGBrx1K66EsYJSLwhcJgKVRNzwzgFLJRNz9A5VViqvf/Xo3x1//vDfvHaDe5BF+6ly6MA6tXIhNWFpC+Ocj51cb/qN60M3ojW+QzpbR2zuvXexuH372kKaV7f91VxwmJK7htBdw56LILAjAr4c4zohCASBoyFQeRDnl5oB95VmWG1lNgseIbESTi0UWyxJbXjttSVJqFucymYrcJuNg11b/Yl/8try6U+eAOXVHk1iXTtrTk+7trDW7km1+zu/swtX/d1a9Ycdh+zWHZoRQjcUqZQLAkMQYF9j25dBUWfOT3YNaXfKBIEZIVCdVxCJb17d/yZx02zai5moYURDPrhZmK2HfBgbeMBhyIcnKhkb3Ea5tmoDVQZ2YKFHImjeIbZg8U79yl/56GobZOumGOY3BH+VgakO6QPKQMiG9AFlfumXbtqv3RNfDNCeDW8loEurt5JqNFUc0bpv68sQuq0hS4UgcBcB7s4piJjOwfAElc7GBOQgEARGI4BThbP2D337/1ryoU9cNV6PsYlQnGJ+g4i++K4nFg/d96crvJCmPXD/Nxef+9kXpt3zKz3G0MZPrN1QforYDrV5AxH9xsM/tXjfg7/XhOSRH//LnbZgQ+jKP2C+BoFBCLBCY6nFzbvLwRTkIMMHiylI4qBGpFAQOG8EvvnX37HgFxW28s75vXgm1/zUGVue3hxegPulqx/d7azvmn8fzoZxduziCJ2DvOb601cfuPES4vf86DfXILo5K4RuM0YpEQRWEWD5X0+5dg/orFa98a0eqp3ri01vGJ6EIHACCHAWS1tyrVhPlK+ZeFdY0ImXe+rqmevmXHstd3l4a8C/wO89/unF79/3nsV/fXDNFvaJ43oN6pbt+OrVOxfvunp5WZ1fMPnal//HAET7RULo+tgkJwi0EWi9YGjbc3NIbnnn8jBFG/OkBoFjI4DLaei5K8oNPc9FOfYmW4SzlbYjCf381SPLH5O/JiF7JnR0G9Dp2NnO3Yi9++oHzii2MO+lbUngrjG3eniPn7j6xOJzV+/b2VsaQrfzf1cEXBQCvHrdbsblNQRvTKgv1OT8S0IQCAJBYCoEhpDQQz7yOlW7TlHOECK6Y1+E0J3iP0ZsPg4CPARRz7ux9TrmJqROfdxpl7N4x0EkWoNAEAgCQWAmCITQzaQjYsbMEWClW7c6IGRjtyuqdw5ZY4jhzGGLeUEgCASBIHAYBELoDoNztJw6ApyhqFutnOMYG9hedXkQvIQgEASCQBAIAiMRCKEbCVyqXRAC9UlUiNguBKz+JhFvf4937oL+odLUIBAEgsD0CITQTY9pJJ4TAmypuieN611/lqZ65+b2c0Pn1H9pSxAIAkHgQhAIobuQjk4zd0CArVW8aJA5fuplF28adXlSVj8Zw0MWkz3Pv0MbUzUIBIEgEAROGoEQupPuvhh/MATw1HGObuxDEC1D2Xod8/66lqykBYEgEASCwEUjEEJ30d2fxncROMQvV3eVJyMIBIEgEASCwHYIhNBth1dKXwICbIvy5vapvWchiZfw35M2BoEgEASOgkAI3VFgj9LZIuDn4555ZrHgVyA8bazh+pkvzs5xhi4hCASBIBAEgsCECITQTQhmRJ0YAi+/vGowxI0nUP2pU34dYoqHFuqrTx55ZFV3vgWBIBAEgkAQ2AGBELodwEvVE0eAJ1efeurNRvDDzHpFCT/pNQWRQzpEUU/JSj4PRCQEgSAQBIJAEJgIgRC6iYCMmBNDgPNsIlc8vcr2qr4rdk/dLs2rP/OFFzAhCASBs0TgL155bfmqSpz7CUHgkAiE0B0S7eiaDwIvvHCTwInIEeOhm+LsHDL4nVaXPfXDFvNBNZYEgctGgGMcV1eLz129b/G373t5px+UuWwgd2v9pT5/FkK32/9Nap8qAvVMmxMuCNhU75urP/OF7CmI4qniHruDwBkj8N//5vtWFm9PXT2z9Nbllj9Qp7/88uI//NQziwfu/+ZFkukQugP9n0XNzBBgm9VJnF/zypKpRuD6M1+7/AbszCCMOUEgCBgCd71zPq686+rl5VeGgUv1GhlCe7/803ffIdRfu3po8djVCwuePfvGN/audjYKQuhm0xUx5KAI1IcUnNBxzZbrrl46fjLM5fIzX5c0uhy0Q6MsCBwZARaCdr+z7Wpfl89F5VmoPfZRh1CzKXIp5xlD6Pb4/xXRM0XAH4jwEbdeQ/p2edK1DPArr0OZKTQxKwiMQeDx248vHv7UwytV+f70F59eSTvbLw0y8Y9/+I53rg4rH/3o2aJw3IaxCDewP331Af+6fO7tuAbuX3sI3Q4Yv/TS6wt9nn32y4uHH/7U4vHHb+8gMVWnQuDpp7+4ePHF11bEkfbGG99aLDY9EMGgwCtMdvHQ1QEe79wu5HClJfkSBOaFwIuvvbi4+tjVktQ9+YUnl/GtT95avP7G6/MydF/W1MUb3xd3XmlpHOOaYHDiI876CTujnFX+y2+/f/HQ1deu8VYfgPs5D8MhdFv+T0ESHn30s4tbtz65uLr62I3Pk09+YUuJKb4PBOgjCParr359KR7CTZ+9/vob/VEW0sXDElPc8RA6DnBoJHnssX00MzKDwGwQuP3K7Wsih3cOkncRoS7euOdJuxvgGq0THt///ZezFSgs9hbXs8pPPLF8KIIhXUOwYrZgOQ1zjiGEboteff75r6wQOAiCfyARCfNAACIn0q34mmzXByIYbXnBcIvItdK2aSIDO94+G+C3qb5SdldbVoTlSxAIApMg0PHOuWxOefCrfyIViiEceYuRIzXiur7nE8Z2d6zk7FwLd/D3d8qP0DrLKiF0W3SLiAHbqvL8bFE9RY+AACQc79xKf2m5TMyBltbeB7+3yhJ6Tr+7CjGEjG5YXr769VeXnhK8JOs+z3752ese8Tpc41159LOPLtg2W3cW6vmvPL88J0XZli7XoXNWlKN8K3gZrlsBnciQbciq3iCXQ3tq8Pw3vvXGwr/XdlQ7hI3bgE2t4LhWuf7dbXRbPL0lnzTXUW3t5dEv0j9Eh5f3PvX0Kofzc9vo6LVv1ukbvHNuOw/O46gXmfN4qp+Mdn0XcQ2oEDgHs7xJgOG9h/uUPwg0B7y3JnScQdK5MTWA70yaxOsC+ZpguV5ufzUqkNf6DClfxbmcmqfvlMEutlNXJn4VWCyW+Wyxjj0jh9xNOlDn+Lrtfm1mLS+Vp3R0DekPylN3U1nJb2HTyvM2LM+sybDSPs9DtmRZ8e5lr3wvHUHk/dFvfXHxl9/1tsXSH996NYmInAaIbQkdMltyuy3ZIsN/mmwNsXvp9ZeW55k407Tu4wfWvQ5noFr1mJw9QKRa5TzNdVDf8yoJgxB4ftWH7irDyzuZgWgoj/Z44FwXZJB86VgnV2WQgQ7JrbGXkz7HtZb375RTcFs8Xfk1dh3Vhl4e/SL9Q3R4ee9TT3c59KUwRo/nVftP+vsA71xtH3yjtRXIruEux3arnov43vLOdcZfPKEt3FnXf/7z54HW1oSOg+UQG7xVTMCcU/KzZH5uSRC1yklGJUiUdXl+jU4+tY48Z8Q1rMu7ffuVG/ajj61TJn8P6CQP0qd6yNYHXFoBORUj6WiVF77e7noNRgqOl873eXnsw94a0CNsVJ7vkE4PLp92eOjleRsqLr08YYQNQ4LKY7vjofQqh8UAaQ9cPbX4Gz/4L2+qqERuLKFjgGHF2PP83dQ8PMUJnexrEDufxOXFYqLn45OsT8xehwmYsuTzadXx8uRzfoo0PnirRBZcBzKVTuwEDBAqkaS8ByeQso86Lfuop3RiD0725G1y27j2j+ykLbIfmegmzetWz2PFyeXKPmRSTsHlebrya+w6qOuhl+dtGaLDy3Ot4Okux9tQ26e6Jx9v4Z2rbWUrsDqWuKXPiVzUNk/+nW3VytA2LMB7W99gz/HpDhec3PR9CRxN6JhImSAV65rvdeL3PK7J9zQ8RApOElSW8rWOkzrJIq6hlwdxwVZ9KKeyapOTOvSTzjks1amx24QdeKCqTP+OzBqc8FT5+u4EpuJFmU1tcR2Urdg6AXT51d5ensvn2kMvT/hiz5Cg8rTX8VB6lQNJF34reT0iJ8LEChxypo+W0BA3pSn+8IdXR+m3vGWx+IVfuFlO5WtcX1LF1qqXqQd/ZSOxEbveJA6uPgH7xOx1IBpsQyrgSXMiQ7qXrx4wz3MddZKvRMsJDvqcnLgNni5bVNdlOgH07UDZQVk9ham0deTDddBGD17fPY89LKjrfeHyXJanuz6/dh3U9dDL6+n2un7t5b1PPV22epr+b5TnMk/+eoR3ztsMHylv2rjeOeS2T9iAQP21H8bHAQHS1lobM4xO8frRASbsrcjOhA6vEAHyosmUiVMkjXwmUD4+uZOuCdYfJuiRBHTIy0I9dCkgm7SVifpuZi9P6W4rVeSJqzq8beTRFmyFGLos93A5+bs+kL9YLLFBBh8vj34RHmQiXx+XRZoC15JFLNxrWxxj2UusbWxitdGxdfmejvxentqAPd7n1OnlSTc2DQkqjw7HQ+kuB0wco2XeJiLnZMmvdX6N83We3rr+oR/aXMbrMcp4YFT3/CHX73nP4tXf+tfXBKxO8D7Z+sTsE38laJjkZIbvvj2KDhEj8lyW6xBRQZbkify4POW57W5367yab4VKppNAb5PkuzdNtvUInbdJHjvvKvdKui6v51hQ19tEOQW3Bbnkeb7KKXYdtI36/hGpIk3BdQ/R4eW9HZ6OHb6dLZx7mMqWk4x38M7V9lZeotscvtg63lvrX+R3FtbVO1cXxBuAYQrQcWphTkwab7Y6xbAToauTtZO0OvlXcJiEmViZaL1sjyRQ3wldj6BQ3z/S0Zvgq1cNPSIF2CYvnacNbXdLt3BQnredPBEet9fTK4FxvByTqkfy3DNZ2yHdrsPlY6tj67K8HS4HIup1nJi6fuErO2V/L1Z5t5WySpec6iW9/+oji5fvH0DG/A73620I3S//8naEbApCd9fWT/zonfNzPomDj0/APjE7KfB04Y8cEQORCydRTN7+UVmXJRnE8p6JHEkWeV5unX7lrWuXSAUxwYkX1wrS2SMfPdxU3/FDloKnOxbku0xhSrrbIhyJHV+33XV4+XrtdrluL+c6nJh6eW+Hp2OH+hVdNU+YnEW8o3euYgCBaJEL1o1TPCBf9Z3894o/OxQjAluwvY2PU3xQZSdCx0RdAxMpk6wmVOVDjJjAmXBVhnJ8SFNwAkE58vRRPWIRLeopXfJaMWUU3AvXaoMTEnm8sEFyXbdkKh898nq5XWqDYuW5XchyOZJN7Da5zY6XEyTVlTxsVx+oHeiWPYqVp3a7fOW1YuoruK2tskpze91O2UJMGT7Vk+nlHQ+lC1f1tWSie3mGTmfdnKwNuR5K6Dgg88orhyd073rX4r996l9cky+fxJf/R3YOzCdmJwWerj51kuHbl5xBE2mCGFDOy7ospROLWFGX7V3JQJ6Xk34RPnQ4+VG+kwediyMPUiLCgt0iHOjzIJ09+bKXfG+TZDh+7vnz9FrPbfY2uS1c+0c4YYc8ka6DfC9fZcle113Luw7Z7OWVhixPVx9RH6w9z9snG042ntA75xj0znfhiNpwNMzFnP/1xPizBdvzkkL26JdTCQchdHiONIkz0fJhoiUmnclWYQiBqJ4oyZGOVkwZBU36lHMyoHwnJCIdquNyVJ5Y+S5zW7uQozqOCeluk9vseMnWdXa5nBZOSpMsl6+8Vuz2bquj4teST5rraOHtcsDRPYh4j1Xnug+5kzcRO1aCfo6td4bu+75vlbwhl/0Sr7vpum4ZbHOGjpHnbn2f4JmsPfgk6xPzujrU1yRP7MEJg4iUy3IdKiubJNOJALJrOdKQLWLmniPZojqUccLJteqhx3WqruukbIt8uBzZ7/WdOAoH8ntYkOd94Tq9LZ5OHSeWIo6uo9rWy+vpRkfdNq22ep+6HOGs/vG82g5knmyo3iG+TxQYMqp4rTNP0WM0ESyrYvyF7YAzEf4Mny0vKWmnQqh3InTVawLqlZD45A6Jk/eqVZY0JxBMwHzXB31VvsshT2UVqzyxgtvUaoO8OpAIiADBtwqRXYPrURuVVtsh2xRLlm8pi1Apz212/VyLAGF3DZXEuBy8cLKhxmxVElx+bYcTJvIUXMeYLddqiy8I5DlUu2g75RU8XfgLF/J4ytX/F5b11hG7IXdyXTGypN7HS4BbJ3mNyAmD3iROvk+yPjF7HSZm39JzMiUSUWV5ustyHSIqIh3UEQkgloxaDl2VZPBUrYLbJ9nKI5Y81yXvlsp5mR758DIiLdRHlogisZ8nxE7pdSyo533hOl2Pp1PH5Qkvx5u6Hnp5Pd3UdY8p7SF4eW+Hp9NO1+95tR1u40ld13sdQkHaxIH1oIicx3t/bxqsZtPCc9t87WpMgRH2OSCMtRO60Fiv9x5UYfhlqphz2InQVU+ZT/A+iTLpMomKJAAI238iIk4GKoGo4PmEra1PTdw3JmojmJ637qyfn7nyOq22yTZIRqstshU5InnU4Rp8ID5qA+mkCSsvT56TJCcwjhd6HGMniGqLt119pHZAvtDjJNflez9Rp5fntnLtoZfnWHn5qkf/cyoPXo6HpwtLYULeQ1dPLv78nu+485jTXY/Wtb4WsRtC6OqSGv/9PoITugaRk8reJE6+T7I+MXsdkRMmZ12LlIgI4bFSHrGTGJflOkRUNOm7twn5IpG1nNrlXjDKo1c26HuLODjhUznJVCyd5LdkUM7JlOS4ftLknQMfZHq+8qTT+8J1ui20mXJ83MOILuHleFPXQy/PdbsOrt1mdBK8PNcKno5N+v+odbx9qnuScb3XJ/IOtbCAB/VebTIlR1rR7WOME6ddriGAUwXGPbdlT2MtvyLhanTNr05MyB+nQuVazk6EjgkTUsCEykQNaSCNjzxb7l0RgYDE+MTLtUKPJEBOeJ2G6xAZUppIi2QR9/KqfkgMxMzTITgeJEvtps3uuSPdX/nhJBC5YEL7HBNkQDhcDnpI94/XoazwdbzQLz3o9rYgS6GmI4Pyah+xgsunnodeHrqwhY/rpW4vTza5bsqL/FZ5Kk86dih4OnneH8r7g++49ebdij+dQczJnRO7TYSOu1t3O/G+vHM0EDvXELklBl/60uKPvvhb116hOsH7BOwTs0/8TOpOKkReRCDQ4/kuhzyX5Xmq4zaJPBArtMopD3mqg136UGcdafA6tK8G6UTeOjmQOi8r/ch3fBwDynj7pJu2qL7rbMlXOclyXF0XdT308ly3y9Y19orMIc/Lu25P9/K1jrfP7Tup6wN55xyTda82eeYZLznR9ZwJHWPxocbaxZ2XDbe2YBni5/pzbTsROk2QmmwVi7jxL+YeIfKdNPi1/h2dJKg85VS2pUN5xDX08tCjPMn02NsgmZvqVAJIPeS4XL8GP0Jts5fpXYsoed1ef0jP0HZA7hSqfKUT9/J6pI06vTy3nX7xjzAgTZ5LL48dCp4ub17N+6dv+4erA4MGiUruIHabtk7rado9rti7r5HHTgY7/Wjha68tSQmTKJ4iD2ynkc7H3zXHd03mmrDxtnCNZ8k9cMiTDOJWUL7rwBbS3aahaVWHbMM+9wrVcvruJMn1K1929Nqjcooph24+TuSUT0z6unzvC6/ntvRF4v0AACAASURBVAhHj72srpXfalsrz3Ur32PJVezlvU89XWUVr8tTmZOKD+idc1y4veswoyELkyZ9tclcCR0gVHfllJ4/B9yuGf55gFZ4e8zPiU2Kvekde7kToWMiZYL2yVdnnNwgvCRMtCrHRMvETF3S+WiilvdO6TWmrhMO9JBGuTqBb8ojXzbINuRU+d4WeYxUnhi98ph5WV3L8+d10KtQiVFts39HBgRH9b0uaRXrFslELzhDNt2mVju8PyrJ7eWpvdhd/x96ecj2dtbrKsfLY4eCp+t/qub9o7//r9p3qN+tldxJSI05qcySTXX3cJ6mqrz+zoEPRnpfRvKegxGBybwSuhFiZlkFwqe2VQ/WLA2OUfND4AjeuQoCrzbxoUZDzqTbgOw4sJ875UcPktUGbfO9HiqE3EHyDhTgjsLbY7DnVz/mEnYmdHNpyCnbIVIGudoUIDrrCN2m+sm/i0Bv2eV3K9ebtlwRxzKOQxesbg8R+OHB+qSX7B5pw7kROjyKkDc+vt3a86Ydotui44QROJJ3riIGr5QjXrc8MURvkpfhso/L2DjlZ8gYWhvq3xlfq3cOgnfg0DvTCPZHMKfZ+hC6JiyHTQyhOyzeS20cgvARsXW960A0ZbPw7TPYbvqFipE2nxuhA3oncnjo4p2b8h/ygmTNwDvnaK97tQkO+50cV3Pccq37zTDanRrpaG53Dfa9tfTk29/bmbYsHUI3ArSpq2jrsrVlXHVpS1FbkCKD7rWrdfK9gQCrvhaJU9oBzmc0rGonsTRs7bXIVo9Hbm9w3klnwoacSWsbOq9UPdzBYf145ubVNydlzUy8cxUz1nd+6+t6p1ebzI3QMU7Xsc8fYKugHOh7D3scicfcgh1F6HTuCjKRcFwE6AP1h87VHdeiE9K+btuVc2m983CsDvGUMfiNJFBbo4TnrQ5sGsEVjzw/t7UtqRAELgWBmXnnKuys9fwIrYaC0cRiboSOJw/UKGKe8p9JgLj1NkwgfMcIWxO6YxgZnUFgLwhs2nbtkTrIlQ8yPBhxiMAI0hq9ZQuDcUIQCALTITBT75w3ECdW72W4W5/tmtNDES0yDYOdUVi3/c3WLPmHDCF0h0Q7uuaFQN12ba1O8eLVUF9uufWoWQUO/M5gu47QjTw/N1B7igWBy0KgRSh6XvsjI8OmAetKre08xsl1pCNnu6FyAmRaDWQKaG2g4Ck9JAcNoVOPJL5MBLTtKjLk3jeIW11i1Z+e4Y49xGgJ+ez59zV6H2r79zL/U9LqS0PghAiFuobhq0UsJn21iZTtM+ZJfo1rimdKpgUD5rWeQMb8Qx3JDqFTbyS+TATYdhWZEwJ8b5E58kUANcjwupJ9Bwhja0/Fbcn5uX33QuRfEgIn5J2r3YLprbUfzv0ZPE9QzW1/r7sgJ3KchPV/PfanqYLhmnX5PkMI3T7RjezzQYA79Yd/eHXVyFJ433eoEKw/LqhtXqWfyICn5iQOArNG4AS9c44nw1VtgogFbwGZdai7IIccZycCpucphVTjfNxXCKHbF7KRez4IMDrWFSOj46EehhCSGiXqiNzyMqpO4iAQBLZDoOWd+7Vfm/evsnda2PuFA7xFDGuzC+xGcIxF7JP4/e8/7rtARoLEkefeFuy+NnZC6EZ2VqpdEAItMsdAw8C/z9Dy/u1b5z7bE9lB4BQQ6Lm2uOeP9T6KHXCb/NUmO9iysSo7D07m7rnnze8ndxDwzvHq1rN2NJFTNFMfew6h2/gflgIXjwCeMR9kuL733v0SOrxubDXs0z9/8R0bAIJAQaDlnfN7n3tSxx1K1Tl/hTi01qU0h6FmFqHlnXPsuT7UQ2gTA8LPsrVeUDD1ucYQuok7LuLOEAE8ZRC4OrhwN+7DYwaJY6SVvtmMuGfYt2lSEHAE1nnndD8SH/JdFG7fDtfwpVm/2qT+xNd3fdebY6BjfzJPdqx2FluwrWfbaBpNp392DSF0uyKY+uePAASrnuvQADM1qWu9aw7dszzwcv5dnxZeEAIt79xnPtNmQbw19kSDnP8awhTjwZt6C3AwRCyafRGLUeyM8DL1+uOpHAA80QBpq7zV8Wf43yWE0O2CXupeDgLciYyEDz54c9U4FaljUKvvG2CQ24cX8HJ6Li0NAsMQqN45viuwqNPMS3zirwliSKlDDc2aegtQ8G2Mq+sQdqkAy3Tsud6V+Uj2kWKcjGBdm0Ua27NjQwjdWORS73IRaJ2p25XUQRhb/vgT3V643H+OtPwkEWh553whVUnFiRM6+ginf3V+iWAc6kW4y/+VFvZ13Ktk+wTPMdb7gvV7a8inD3iQYswWbAhdRTnfg8AQBFqkrr5OZIgclakDFnf1GQxaal7iIDBrBOr95945DD9DQqf+OPqrTSr2kGWM4sM4y3nF3/iNxeKtb33TpcV30v2jBp1YrFeJikwrHvNQbwjdiXV+zD0gAqwSWSr5St3VO6nb5cW+rTt6F3LoNuY6CASB9Qi0PET1nq+EjqMQJ77t56D0tgDhVhUKr7fzNWfkxGAOFdMozuFt+uC+FLHcFLNP6uSyd017G6F1TJtNH/7ttgkhdNuglbKXhYA/58/N3xrAIXW7kDnO5dWB7IQPXF/WP0haexYIVA9RvR8v/Pvfu+/F5bMJe+lrH2MvHOc6D/ynD316a8hD6LaGLBUuAgFWWD7AsCLn0MOQwOEUCOCmpW3ryS4GuDGHJ4bYlTJBIAisItDyzvl9n+vFRx5+cRWzqb4xzvGiZj0d4C8RDu43f2N8AO4hdANASpELRKCu2odugULmtOoc8qAEvnYNaGwFDCWNF9glaXIQmByB3i+ph1BcL2jf+J09ETp1JmMm4+tP/MSwLU6eiN20Xar8+iqUU+pXdn+2DCF0WwKW4heAQGvV3tpubUEhMqeBYwipQzb1hupo6U1aEAgC2yMAmeB8lBZVum8TXxO65dmw7ZE9rRospHvn3mo6XsVNZ+rI35V4htCd1v9QrJ0pAnXVXp94W2e2PyihScFJHdsMnYOx68QmLwgEgT0iALHb5QVgezQtooPAUATioRuKVMpdBgKtc22bzsJVZNaROsgh2wAjVl9VTb4HgSAQBIJAEBACIXRCInEQAAHOcsizRsxZjDGhRerqeQ5eV5IQBIJAEAgCQWACBELoJgAxIs4EgZZ3rr6xfJumtkidk8VttnK30ZuyQSAIBIEgcHEIhNBdXJenwV0E+GUGJ1w8qLBr6JG6d7wjryfZFdvUDwJBIAgEgWsEQuiuocjFxSNQf1hvikPSnL+7995Voghp/Pmfv3i4A0AQCAJBIAhMh0AI3XRYRtI5IMAWK+fmHnpodw8av9vCu+Xc68f1T//0OSCVNgSBIBAEgsCMEAihm1FnxJQZIbDrC379BcMidHjq3vveGTUypgSBIBAEgsC5IBBCdy49mXbMCwF+j1VETjG/21oDxA+P4LavRqly8j0IBIEgEAQuGoEQuovu/jR+iQBv9N7ladYKI+Ssvnm+9YoS9+L5y4ervHwPAkEgCASBILABgRC6DQAl+8wRgHzJg/bOd073tnjk6vxc7/UkY34m7My7I80LAkEgCASBcQiE0I3DLbXOBQHIlggdMd66qQIPRSCPn/tqhdYrTeKpayGVtCAwfwS43zlW0TpaMX/rT99CdjwuPITQXfg/wEU3371zInWkjQn8gPOYbduQujFop04QmB8Ct24tFvfcc2eByO9Bh2Acro/0Uvj3v3+xgFhfaAihu9COT7MXd7xnInLEva3RTWAxgOjMHC8n3jaE1G2LWMoHgXkh8PGPr3r6GU84wvHVr87LznO1pv5k40c/eq4tXduuELq18CTzbBHQis4J3RjvHKtwnZWTrNYDEJuADKnbhFDyg8A8EeBIxYMP3iR0jAf8fjP3dsL+EGBBXX8n+21vWyy+9KX96Zyp5BC6mXZMzNozAnVFN+ZnvhjIeeWIiJzisb8wEVK3506P+CCwBwRYwOne78Uf+ED/LO0eTLookfUctPfBhXnqQugu6j8/jV0iABGrK7ox5984J+ODB9fPPLMbyC1SB/lMCAJBYH4ItDz9P/MzN8cXxoZswU7ff61z0HVM5icdL+RcXQjd9P9ikTh3BDjn5jf9GO9ca1U+1ROyTupY2ScEgSAwTwS4P1tjCUSjHsWgXLZgp+3H6p373u9tk2nOOF/A1ncI3bT/XpE2dwTwzvE7rT4Ib/uaASdcksMvQyB7qoCOkLmp0IycIDA9Ai3vkHv6OV9bCYfGi3WvM5re0vOU2MKfNB5EwRsqrD0+86ePQ+jO8189reohwPk2v8Ehd9sQMV5PUrdr8fAd4hUF6GD74POf77Uu6UEgCBwKgXp+lkVdK7AjUMcMxiDGjTwF20JsWFoly3xXYEyv56Q17jPmn+kDEyF0+gdIfDkIsIrT+bdtXjPC4KvXk/jgcIjzGZA5JgD0MjmE1F3O/2taOj8E8MRpDFDMuNILEIjWFizjydiHqHq6LiG9552rbWecrDsy6q8xbyOo8mf2PYRuZh0Scw6IAERsW++cEzqI1bpBfMqm4JnTQEQcUjclupEVBIYjwJhRt/SGnJ9lUYYXz+9jXWcLdjj+lNTiVvi5d65KWoc74+oZeUlD6Grn53sQWIcAN79W2of0kqGrbtuE1K3rqeQFgf0gUB+q4j7kadehgSfhRUQ8zhbsMAS39Y5KKmel6xgK/mf0wEQInTo78XkjwCptm0F3HRrI8sPP68pOmdcidetWplPqjqwgEATunJWtW3hjXlXEFmyVI3JxjLHllPq2euc4PjM0sCCv9UWqz+CBiRC6of8IKXfaCOiALE+ObrNNyosp5/S4u5M6f7K21aZDnO077f+KWB8EtkNA44hIAKRsm2Mbro2FYX2wQnLRM1au6zi36+qd29Y7Ch7g2nrtFNjTnyf8wEQI3bn9w6c9d14i6WSGG7i62ofctP56kjkdoIXU4ZnTgA9JpX2kK0Dw2EpwHJSXOAgEge0R4F6q48gUDzSwaBSR8/iCXog7uDOqdw3iOzYwXra8pPTBnMb7LdoXQrcFWCl6IgjwahFuSkgPxK2eeWFQ2BRaryeZ403uLzYVqROZA4Mx20GbsEl+ELhEBBhPnHANGUeG4sR40yIXLMqyBXsHxSm8c7U/8JLWflUfn+ADEyF0tYPz/fQR4JyEbspWvOlVJdT3p1mRMUdvF8Stegz47rYzKCUEgQEIPP+V5xfPfvnZlZJ8f/G1F1fSLvILC8M6lgzx8m8DFmd8123BbiPr3MqyG6GH0dQPu3jnKj7sxtSxFD2kzenITbW7fA+hK4Dk6xkgwNaIbvoac4OyKusFBtU6cFBn6sG7p3/bdD9TV9uq79l23RbViywPebv1yVuL26/cXrafmO8QvYsPdasPr86+Qu98F4uzqR7scttZ4LLtO/Vn08LZbdh0XXdZGJOnxoKFPBhr3PSY/l43b2yy/0D5IXQHAjpqDojAOkLHTcrWBluR9QZlFdi6oee+5bGJ1GXb9YD/fKet6uFPPby4+tjVksgRP/rZR0+7QVNYX39dBjKx70US97R72kUuSCNvylAXsNK1a4zcKQLjct2OhnzuI6CrR6ixga3xGYcQuhl3TkwbicAmQqeBihvUB+a6CqTclKvMkc3ZWM3PzKltHmfbdSOEKfAmAmyxPv3Fpxcvvf7Sm4mXetUiE1Nu9a3DFQ9Ua4HJvT3led65E7o6LjNu0y/7DL0zjcJ+3/pHti2EbiRwqTZzBJzQtK550zsu9hp8dXaogbvasM33TWTubtv/y3/8t8sJmkl6yKdlgtcj37/3rl/9+qstUcs06rCdB4FolSNNcltCav4b33rjurzqeVxlvP7G68vybDVSbl1wOb1rr19t87zeteS2sOjlKZ22Dwkq7zoctypjXV4te5bfW2Sievb32XCIA+NQawyD7E2x7ThnQtci1IdaZNPP+onIij/Yt+aPff4vDJAdQjcApBSZFwKPPvrZxdNPf3HFKNJeffXrb6bVG9C//+RPrm63sqXKGQmtujgEu83LKt/UetgrvIutbRlv693rp/7u1XIrjW203uftH3/79XYbZMcDBED1tA3H+Sql9WK28GrgbJa29rwecp1oPH778Wv5rXNc0k9MwKvk8vxaZWQLslVf5fiOjBogQSqzLqacgrfP05VfY9dRMevleXrL7qE6HLdq67btqDpP+jtkie1Vv58ORSYqcIxRrXudtF23ATkfjIypP1OcO24Rao3TFaN9fWc+aGHP/8bMHpgIodvXP0Hk7g2Bxx+/vbh165OLZ5/98uLFF19b6PuKQh+E/RrPHAectbJl0NGg7ekrwmb8BVLHoFcPbXubr64WX/q+PpETSfnFf/eL18SlPu345BeevM4TuaqESHI8ruSEup6PDJfDtUgdnjuVFYlUT3ge5IzgxET1FCNXwUlK1U95yVN5J06S14qdDLkOT5fMGruOilkvz9P3QegqnkPaUdt10t+rZ4x77NBkwgHkXu9twe5ypozFK0/XTv3ZdVHMGF3Pzh2LUJ/IAxMhdH7D5PpkEMAjB6m7uvrYMr59+5VV20XSRGxYYfkql20G/65yDNqnGjaQO227ikBBHJik9cEr53kOg9KJFTxNMoidtFVyojoQIieN7o3zOirvetHv5SF3BCcgEFC3ietaBj3yRCJDurBNT3pSh7oicFWuE13poA6yVcfTl0Y0/rgOb3/V73leZ2pCB6l2PGjLkHY0mnaaSRxl0JigmPHi2AFC+cEP3rQNGyFkWqhuY+dct1wroT7E2blNuPmRHP1fEGPbrp7STboH5IfQDQApReaJwOuvv7G6zepm+iCl83KtQdpvSkjgFNsEbsexrlvk7u7TrpqonRzITDxhTN6UEdnx7Vb3XkkOsQcnGq4DAieS43JUl7LKl5fOSZo8g5Rv6fayPYLj9dQ+6YfESb97BL09Va7rdMLjbfF06aqx66Au3/XpEWSvU+2q8vnu5b1fWm3Q/4HwIKb+xYT6sll+Zm9OgSdvW9uAY4iFj5U+Hu56jdyxobXdPcWvcoy1x+sxR1TPobCC8B3Rizua0LHdxTkmYgJbX08++YXl9pfSHANdMwlTj20ynYV6/vmvKPtGTB5yVXblnNRisXjjjW8t5bktErIuT2Wwm7qSv84W6qBf5bGLttImBddJud4HvR7QK7nENV9lJU/51ANLbNlk+9C2qm/RRXs8tPK8zbXve3merrZIj/5HKg6uW2UV38jTIOXvD6rnMXQTKp7DClwNmjIWuWNlb2TIJ3Wpc/IgD5oTMXnDXM5QQudetRY5cGIh3e41FMlygomHTMHrtwiOy2q1vdcmJ0JVruv0NiFfZIhrfSjPx8kpel2H6rVit9vr0AfSAc7SI2Jcdbic2gb1NzI39ZmwP6uYcUBjgmIWg3MLbAP2jlpsswWrsVJtnSrehdBV79zcdk54YMJ/pccxw9YjPTAxmtA9/PCnlttdxBAKtr78Q3olXxAObZN5Wa4p7+SButJRyzpxeeml16/1Ut7DujzKQeKqbNlC3RogTa3ytEk2uc5WWaVBVgiU77UT+2oQftjSqteqg4xt2upyKw6tPG8z+R56eZ4uLFTPbfU86QYDDxBC4Xqdx2BSB7W66vabkO2KCwnyUvmk7k2v+ZSDXJDuQeVquhMN1yE5yHLyI5lOLLhWkLdIenyb0wlLr77k9OxSPnGrTV7P7aK86/Q2eVtbxIw0x8Z19MqPrSPy6Dpct7dBLxNGF+me5+1zzM7uupKkuwuhWbZz0xbskCdy8ThN/UAE8sbudrS8c3NdbK97YOK55w7+L7MzofOJlAlXhIN0n9zxuiiPWF4lpVHeJ29N6uTjfXEySJq8Yk4MXB9IrssTOUAv8qrtrgNZ2FbbWmVgEzqpq4/qSI/SkeeYKL/awXcP1FdZYvJrHcieB/Ipq3q1PDKFJ/W8PO3x0Mpbh3Mvz9O93+lr2UrsedKNvR6UrvYt81qDSWuLwkmdP+nqCs7sWqTFJ3VvorwylGMSV3n3hlFe6cQehhAHkQyvJ72QCfcEuteQa+mt9jv54LoVVLfaTNmeB8/bU+W6Tic82CZihs3k6SOCKtKEbtdBXZUl9vZ7m70OfVPr1LZ6eZfjbVAd5Xse9c8+MAn7mMAxjDHn0g4NFMSinhumHWwNtsbCQ9u3jb65e+dqW9Y9rMJW/RBSXWWO/D4JoYOcefAJVttpeNwoR568WdRxUkOeAmUgJj6hk6bJXkTDiYHXR04vz+VQxz2D7m10b5cTKelGB/aJSLitagfyla80xa7LMcQe1aMuJEdBdtR0bFKeE54xbXXd3lZsaOX1cKZ8L8/ThZv/L9A+Pspz3d6+6jX1PGG2jDedn9Mgzur8FAbwlcbd/cLAPeD8Rp20qyjIlMgIE7uu3RtGHckh9tAjDlWu1+F9Zz15VZfs0bas5Dj54LoVvD3+4ANlvb6TV29Plet1nPC4Hk9Hj8sTcWqlyf5enqdXu6hbbfDy0lvbLWxFqHvtk21nFXPv1LNR1cs/5wazzcd5YY1lHp/Kr8VAjioxnat3rv4v8L/imOua/6mpf92j6r77fWdCxwTq3h3kupfFJ+RqAySPsshg8oYsrAsiQK7TiQHp6NPHJ3uX7aREhNP1yh5igutwkqc65PeCdEmWl6t6PA9sRGrc9nV15NWknmySftKGtBUbvI5ItTCVftfh+JCvssS9PvA6lCN4/6rtynO70EEAI7eHOspbFvA/m87PcfMxGH74wwddUbmJO19zpgMvJAPLmlWhiJNP6lW3ymiCb5VVGWIPPeJAGScZXON9gph5upMpyXXvHTahsz7U4OSjRXCQ5d4uZKALYufyXTZt8bwq13VSVsHb4+nY7PLU1nWY9fI8vdrlW6fqHy+PfQreBrCVTeR7HvXPOtQnGJmIByyQZoUJ9vbOdh3YWzQKl3osZm5n5zY1ikV170ziAR6YmITQ1Tb6ZO1khHIQONLqRMxkXMtKrk/c1PNXVLgukYBW7LKluzf5U1YykO9eLicYsm9dLFlVV4+wuayWnUrz9qgOtslu2anyVb/qyD7q0VaCp0leK1b5MX3gdbCVPpWO3oJAdqkt+g6R1bXy1L7ruA4UWj0R876kX//1Oy8X5vupBh/IWeWyddHwNjLBM3H7pF6b7BM5Zas3jPKSI8IgGT3iQD55qofc+oHstIJ796ijByS8rNvMdS84oar6sU3eKW+HyilPsl2nEx4ndMj0j2SRJlLqumq/9PI83eVzLR3EImhe3nV4G6jrwfOof7ahdW5rZi+N3Qp7to6rp4uxbc5bsK1dlDk+jLKpI474wMTo2WvdBOqTNeUIdTuNiRePDGSJayZzla14IU9liPH6KLguZJDvH5EEl+2yJMdjtY26yL9kQudYCjdhCjaEMX3gdehPyeba80RM0aN+oaw8f1zzv+V53pfX1/X8HAMbK6avfOXme52uK53YhRM6J6yks5VxN0CGmNB75Ilifp7MiYdkEEtOJVdszSJ/nQ6IAvkiIlzjPVsXnKi0ysrTh6wWAXXZEDPsln5i8BDBoizt8HxsrsF1+pY0srCj96n2rcOsl+fpLT3Y4ATUy3vfexvqNrTnUf9sA4s6v2dOzTPU6hjIUGsLFqJ3rBf0tuxUWl108/2UQ+/VMuC/pwcmdiZ0TO54mzy0CJC20yiPB8aDJnMnXZ6v65bnxif/Wr+Xp8m/ZTu6ZA8xoSdHdkEusK3iQL50SZbqEFc9ntfz4K2r4xhjM0H6h7a11pEc2ebylLcOn16ep9c2eV6L0NEWfZQvu1o4L3zlx5vWWXmzisKD1VrFqrH7jDnvsu7JMs68tLZOSdOZEtrFd33q03k+QXHNADlwxQsRkJenErZ9wrJOtggdcUIQmAwBHx90z8zgJbGTtI9xrpJVtZHxYM3RjEn0DxXS6oOBY9VQFUcph+e39+see9gCn4TQQSQ8+FkundvyCdfP3PlWG2UIekcZclRf8jX5q6xP/kpT2V6eE0N0eOjlSS8xchW8fMWBMt5u1VHsOEEKPTg5Q4eC7IDQeDqYKY9Ywe0b2lbZjA5vKzJbeT2cKd/L83SRM22le54IW9VNHe9v2eVtFwbL1RBeKgYIzphAgKrHToMcsQiS4mtBizueriE/kSOiiAwPPS+a6/dr86wtxZCHDALE1MsOvcb+xoSlH2KHzOHxEaFrecPuGLD/v2zz8cGjJHvcu7R/C6Lh7BHgfvB759Q9Q60O623Bct5rDk/Bgvk59wELdG+frid+YGISQsfkCllg8tXEWidcJyiUYdKGbIiEeHn3TpHPRE95lyHy5JO/T/D8T6/Lc71cQ6jcdtLc40bbsJEPeeh3QkaaE1XdU5JJfg2QVclU+7GDskqvbfI8ymBHrSNspM/rcL2prbIZ+WDooZW3DudenqerHdLjeT1CRzu8f2QX6d3ANgM3kG6mobELhGANrUe5fRA6TThjCR0YgEU58O1eOZEniN0xg7xysofvvi16TNui+wwQqC8RZiF2pJfC7h3N3oF92nzMLdhz9c7VDgX/1hY48wS7RWU8rtWHfN+Z0DGBQiBEQBSTzsSsUM/QqRwTcWsy9m1blVVMeQWf/D2d/E150iu5irG9egaR12ondSiPva0gHZRpBeqRJ90eU7eSRJUlT7JrnaoHHFplZXttq5f1PkRuK28TzrKPugpehzZ5Oz2vR+ggpR5kVxNnBujek0dDyJkr2pbQyZsmGRC8ITpVpuWh00uQtyV0eCVZKXYGDjxhIlDEbLUe+9yU2wO5rGe8BGviILA1AtwHdYJlYj3nwBZr9YZprCH9GFuw9agIW8TnGsC3t0vD/+KOi4lJCB3YQ0zwWDGxMtn6u93UN0za8g5RTluGEAombj5eDw+Ml0d+JU7anqWu5EnfujyVQR5EDXvcJuXXGFu9PPY5GanlsUltq3n+nXLCr9VO7b8qrQAABTdJREFUlXVCRxr1hto+tK1us/eH9Kk9yluHcy/P07XVqjZ6npNNt0tlFa/LW5ZhFdi7kTSg9WIpId6V0EHCelu22KdtXsV1gGWrVGdLOJ/h5/DqaxfUHlbgyKuyvF13r/F+ze1pRuyJV67RWUnaDQG8UrpHiPFcN54K303JTGvTdh0LcQwgFRpfDmF6y0N6CX1Au1vHfnb0lk5G6A7R99Hx5oMUkLiEEQhAyPgpn9ZgpoGNp5OcKLkaVvWex/WOqyoXv9N19djRxs6rS3bSk8pB4NQRgDTU4xfH3HY8Bp5sAVYMGAMZN/b0FOaNZlbv3Ll7SB0A/gfr+U3NQTwwMYLYhtA5wCdwXT10J2DyPE3kZsFr1Vol1W3OebbgplVO6PD2nWo7brYsKUFgWgQgDpo8ifFMdY4iTKt4ZtLw2kMeHAtds/U5wKs/ukWX6p2rgHEMpuVggGxv+QsTIXQV3Jl/D6GbuIMYxFmZ+0p1Dk99jWkmhI5zMCFyY9BLnUtBgPujTqCQi0sOvacw97kFe8neufq/NtEDE6MJnc6Rcd4r4XAI6Jwd+CdMjACEiAGMbdSEIBAEzhOBBx9c9Ujhpe+da72kdAjWffetYoO3jrSpF7k/93Oreu65Z7H4sR+77H5497sXi+/5nlVc5C397u8edLRnNKE7zzs9rQoCi8vceknHB4FLQUCTZOI2eai4QPSmDu997zDd1ZZL/o5XecM5zxC6qf9RIy8IBIEgEATmi8Alk4Ixbf+d35m+L8e+cWCM/edUB1K35khNCN30/6qRGASCQBAIAnNF4Jwm+EO0ZR9HUELoxnko46Gb66gSu4JAEAgCQSAIBIEgsAYB3gvI2W6eRt4Q4qHbAFCyg0AQCAJBIAgEgSBwNAR4G8OAV8iE0B2th6I4CASBIBAEgkAQCALTIBBCNw2OkRIEgkAQCAJBIAgEgaMhEEJ3NOijOAgEgSAQBIJAEAgC0yAQQjcNjpESBIJAEAgCQSAIBIGjIRBCdzToozgIBIEgEASCQBAIAtMgEEI3DY6REgSCQBAIAkEgCASBoyEQQnc06KM4CASBIBAEgkAQCALTIBBCNw2OkRIEgkAQCAJBIAgEgaMhEEJ3NOijOAgEgSAQBIJAEAgC0yAQQjcNjpESBIJAEAgCQSAIBIGjIRBCdzToozgIBIEgEASCQBAIAtMgEEI3DY6REgSCQBAIAkEgCASBoyEQQnc06KM4CASBIBAEgkAQCALTIBBCNw2OkRIEgkAQCAJBIAgEgaMhEEJ3NOijOAgEgSAQBIJAEAgC0yAQQjcNjpESBIJAEAgCQSAIBIGjIRBCdzToozgIBIEgEASCQBAIAtMgEEI3DY6REgSCQBAIAkEgCASBoyEQQnc06KM4CASBIBAEgkAQCALTIBBCNw2OkRIEgkAQCAJBIAgEgaMhEEJ3NOijOAgEgSAQBIJAEAgC0yAQQjcNjpESBIJAEAgCQSAIBIGjIRBCdzToozgIBIEgEASCQBAIAtMgEEI3DY6REgSCQBAIAkEgCASBoyEQQnc06KM4CASBIBAEgkAQCALTIBBCNw2OkRIEgkAQCAJBIAgEgaMhEEJ3NOijOAgEgSAQBIJAEAgC0yAQQjcNjpESBIJAEAgCQSAIBIGjIRBCdzToozgIBIEgEASCQBAIAtMgEEI3DY6REgSCQBAIAkEgCASBoyEQQnc06KM4CASBIBAEgkAQCALTIBBCNw2OkRIEgkAQCAJBIAgEgaMhEEJ3NOijOAgEgSAQBIJAEAgC0yDw/wFKOZggj1wptgAAAABJRU5ErkJggg==" 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Данные карточки выполнены в программе MimioStudio и предназначены для повторения теоретического материала по планиметрии при подготовке к ГИА по математике. Содержат как основной, так и дополнительный материал, необходимый для успешной сдачи ГИА. Наглядно и ярко демонстрируют свойства фигур.

Карточки легко копируются и могут быть использованы на страницах презентаций или блокнотов к интерактивной доске на уроках геометрии.


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