Найдите наибольшее значение функции f(x)= cos квадрат x +sin x
Тренировочный вариант 328 от Ларина Задание 12 № задачи в базе 2566
Найдите наибольшее значение функции f(x)= на отрезке
Ответ: 1,25
Ключевые слова:
Задачи 12 исследование функции Задания ЕГЭ части 2 ЕГЭ по математике 2021 Ларин варианты 328 тренировочный вариант от Ларина Функция Тригонометрия МатАнализ Экстремум
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
Найдите наибольшее значение функции f(x)= cos квадрат x +sin x ! Тренировочный вариант 328 от Ларина Задание 12
![Найдите наибольшее значение функции f(x)=`cos^2(x)+sin(x)` на отрезке `[0; pi/4].` 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LGOHdlubgsG+/8l4X0r2xT4m/2VYuFrEAAhICkmUjpnNrcvTs0LnqyGe3E29Gn5mFQ9NrjsEUsYG6Vy/ePplFegS92LdEkwqlHcfVSQBmTlFtR+Ct4QnIQu+JtKJwSBOhxKhe63i730VmUqK6YM7D7L2eJYhNK82lSBEC7QoHGYo91PNoqhQANuJTSwuSK4KB5xxT+yRKkTujdfr4tfxuvSr84cKnu0+FI5WtK0dGzZ9W6cgCZheTP7xmCDNjAhxd5b0RVCKANjt0loC8llA12taZY4RC0oL329K3LZf17UTcxWbOiQADhsBBmJfQnDmZQmisDYSAMzOOJf2SXqDTKuNa71rHknOU16B7ntTyMwfJ9jWovNpinJp/DStQiAQkCYm7oUmCse1GLxnCDNjMmxd/siwaKE9pibjcVrTk0ooWlY7hELSlXuLN7xECD6o7hELGIhvOt+7HVFcLXwfwl500sZhU0VTv4n8JsdwilmlFwuXaxAGZPhcSwNqLFBs4sMl2PYqDNocQ3NamlV6ucuTbHu9KDU0dbtJcvKyWQE7nfxf4TaTkIcZXEvRsSXMW5G5NAdj5FTnKc7s6/QsVQoAG6TkCTML1i79q4zQiVdMqBFSGgt32LTBdxo96JOvf/AOiRUCJpWIba00BI/SX3BGiKEUKNiccW+8eInQvQ+qvrRKmd9du4AAMhCMwRK10Ll4VqOuXRypnQP67WiUIkvr6VMoBiPdYtR5uxMxdBuSUpeiBMlWDDZ8bGziUWpqCNFwq83JaXKUtR1XNYHufuppjYZ3ddbwAAADkPqTsFUkyjW2bvsv69qJDkqzCDW7v4S/rMie8vvWnqzDLlXq822XDp7hX5CIioMljMEUkym0WrqExK60CR0etONswwcVjX4J7AkpBtvZ32WOK0LSmvPrvxbZenJxLn5IneaV1isS8kgIvNooyG1jkCZheKF/NtpGYloSqliBKKFFQLCdBX/SAADIQkDmYzG99CdyKoov8AZW3sU/DQneaVpoQL4BsOhMSlE5DaxCgmYXm7+8GezDcbbfFngIlxe5k+xUv13FF2fOfL0LtdgmLDN7R2e5W9KTBppo8JV17WeOiuMmEw2aO9UJyBM6Ypm/m8F6BAzGXO9zqi9VYoFdYHsJWCx1tHzuxIX0p4J7PSnFoiep+LTC+ttmOJdlqWUIa6wp2WHkvmZR17XeWOEQtKP5WNu5ijlSZSNNSjcxObsiQDIbb6jammVIK0Cy9CVBXmDFzyGe7kM8/C4qzh0Sd5pSmhNqnobnz5NAcx4piFBMwg77+/2I7Gw6ElKBcS8ufkid6VoEQDaVVpiTlTKxpQDweJfRXKk0IFhOQlHF3eX8KWjaHRKebSvDokrIa538lnG5v/AEE5CUCwOx0eBsUssrQII3KYZ1SptU6Zn4VSlCMWxbY9oU6V4tK0I4vxaZmlmASYp3cKpXTKEFaBdzF8lg5D6GTkI1jPwTgvm0wiZ2s/j7ibHFScvVFAUAfYVtwq70LPfwTNR7xECCK4W21pSnN27x2gg7LeveqeS+ExVbuwKyl9PzXjl7uqnARFCKFEsTWhWU0LVDyMqofk/BYAAMhuF8nCZeCNFZbUVgAAyAyEdHW7WkyufmQkStU2/Mxf4SA7mM7ixCGUEfQndU4sZk1/4SYlglQRObSlNCBfHPYXOiqU1CpfsMgHmAdqUMb2d+7tfPQcomHJQMGKvMsT7rKadH5Y7EDh21cvB5D6G7BEJmFBZYBkNwgGAZfQbHFa5xEZzrt/6WchB/NivwnjnTWsRFTgv6EZgol5Zyq+8RQqgD6MzBVJMrTpm6V9l76K5hk0VS1xWhaDE3N1wOpFOag/p93CCIpc63lf8mJZ/Jfo+L+RKeFS7G/mv/CbL6umTTLwEpWtYg0qB7CXPorLRKLbeu9k+FP+1olbIcy5/TTuEiIS2t5c4RJhk01bXdUGbT4qqLiKn5PAQfoN666mEwtodNHmsvt0LkOLShNCbCQBnmMog6a7X5Ly2YoFqTKWDVKfqR+6bHCCVoe+/Ftl3XvVNy/KyxaoK05aY2Hqb0xECDIfQnwzrbrplNLa9dvFtl767RVHVtRFWopKrEFXOLaXbJIcjKOpa6fpokAEmUg2ubW2E5AkzDAsz2bXcIhYzDrzdubfSLMMHfXqiIEXSJ8PX7TSMshDQ/NbWlNJRy7tm36au41NMN8hdmKbki82iKEQKNt5e60IkoLraUc/sdhmDMLyZPNYTkJT/Jcz7gAEHXxf/H7IZjTjfw0xL8Ai95oiBEC7VxSm0pLLlQTDIUUlu837IvoF0poKHU7am3HoR+YiUIn1BHV+7+rWsRebQEEZj6Bin0Jl5tMChUN+rLn5IneM+DSUBkYo3bBgeHgSQBmYc8Vfw7ixQFAA/VbMFBJmGBZmtbYg12l+zusKFdl9hJ6NO9KKOj8A9ipxaPrdGd+qkwiaaf1ZedbCoRVCgAR3zOhOcRQigbz2KnenxSQEEbcSM6Ggv/hXLi8oq0dZuL9hniT7TRif7rMsSPNZWXK9fdtLBDo5ymjk9nFpiuSp7xRkoH6rYhQTKBqZrY9hJ0JxaVoE3rLOOhOLRKFXn1jCoKkETC9zbe4RJgU5sefY2XBPImfEn/U0GI90aAgjMb56+L/C/qzGPpQJ7xC7qFQaViVhBkNj4rVZoSGm7ytiXMH0WbLn0JKE0rqPebZZYX6lcrQIgGy2wViV1F212SgaHdfB0Iwd3f8AVb3ENoQZtK0azEkv6YNmLt0VzB4bT132YruBovKX9a5F2Ylj76VlaKi9XalADliS2wjK0N+vsgJhR322PYE/LTQ9mJGvy2EgDMzje+foGy9WDq6zpyeCJAr3X6X5LAMh+xEcVs6tNdlnBRoESpUjHRiY9ipMnv55qkAAGQG0kAEzC8mc+r9ikA7XrV+cTDovu249qpLyTTKl0IB+y2YKM2M1vd3OqsSlUl/WvRP2XZYK4tZc67IBkNlXXvd9ruEXNojh11L+xyurF9bbc+hCZhk01bHsCDNo7viblTksACgAfse7qXI+2867USDY9avkWlI1Xu/7IvTWkw760jsEUsZhgTna3Ntllmgco1l54LVEvajqusGIqI78FiHk37Hureu3pKoFtv740rAABkNtlyJzlNFRGo9afD1f0grReS/syn57h4AB+tjqgB8PegZdXIyhy9YP7Nu1q4dOM03Xd/qCKoUAD/76y+2WYKM2MN7P8pJqxPssGJIbTahWAgjMfsokKCTEU3trfuwACEhRmTHfpEICEiYRyG6NvFm1A2Wr6JbaKlzaA5gH9FXku6pAABkJdeVuRFj/AM14T0rsvAFtTeASxXzCwkAZmJYrjNdl9wpSUOXTU2zE38dCSgEVgNsvsJboq4+HVCvm8H0PF5vYiQDIAfopzpxa7EHS3s/pWYXm7e52W9fEoo9MexUGbRcYjPp2EgQEHcvxPR8FGbSi3pU2O73uUq4LMLqDMpbVsxT6K5hatCfmYx9KafNphU6OrY4bE3/hYihFAEucVoWmDq52tsufQhaVZVJrbi7StD3373bAeFss08F4tKU/8kk/ovE1lgGXnM7rerp0QgU0zDOoq4tLL1XgvWaVJ0SM796VJ0x6V5eikqq85yWOWvbnpRZhUKJHYIpYzC3vc7S99FcRQie7tKk0IBMVZpATzaI2QFdP/bStAix3CDNomd9/4WMQgzJiH4nFavJdmJv0KQvFphU0V/kx7AgmJV34vEACADZinDsqJK6fU/FtthYDqSsOB1/H3MVQlZTXp4ni0w3F3f8ARuLbqBfNoMNUV7sSlE7omK5Kg9UZwmSJxMqr09Y8WMxT6KZQhKL5Lsxr8ql5tKKhUkxLg3KplanvtDnkcolTXXkO2oLFRUGQj2heHNpi0botbSi0hNNa6mhQ6S90wqhatUZy/VqlqBXRI9/pQamldfrfi0vrLpFe7IAJOhd++8FCq4YfRXICmYV0Wvi0SxX7u3Mb99zawiTpmbgi5wtens0rcWLn9+PatYzeJcj91pmJq13F/QkV1YZiPciR2a69OaxKlSO6pLC9lyK3BYBkI7hJUGfFkvHcJKE6S5rH2hjTe+a96DprP/RYlapHHT3afQsVAoyEtUvWREoduDtAAoyAl1AtiVqnL6S6Ws3VcBZ8KPW7NBhKYiIndgIPIg7LKFsnR3J3H1Tpbl51Q4pV74ylbh1zXYxyUmVIzoW83iIEUAbE6mLYfUAMvszGc0LToKm5LHAVtFXFoiBUCQ4VIlKJMSGDpYs12vwRdMSkL1mOppeQl6NGuZ+FUrq08WOpoUtF7MnJolIU6nOpoiaM908RK6xWPHkgDMmJYj91tjuqLm0BBGY3M4SBzIhurHN4rBxmN7GOyJkkSh2UF7Z8L7u0StU7u0kAZmNcz8KYuG87TqgAAyAyGy/5LTD/ACV2PYElKHUXbm335dWLUKxKr1XRrldQTfZA4yaAADIDL6QTkCZoa7v8FjIKb0KSy4Jw5tL6rWTW7TBgrTx3LKNb6tbCfBp7tBhavaKoQZKN13CDNjKiMTbr8l3WYKpJg14n8JEQIMlG4RmJpsr7mTLP5n9liUqv5P6wAyExLhWSYZCxNr7zvoXlBdc/drmnE+6ylbV77bt1BtcEnqwoKL0KcjusodSDEQIoUfp2q/pLGX28WTkJadep4gyQDtcxsY68SAOS7CQozJiOHXNf0/c4rQmYVNNf5bxSXlb2V5a5f+NJiUCVJBy7XFIwdbFhvd+rWkprCDY9YfnAABkPvYkKCTOnufjUnCUXF+DcG+jPYEl6s7pqgGQA8VbQrtnKqlrEuTWhWIb1GjTK0bm7drkB99XkvatUAAGQiLniWb6K7aUJlCFuu87+K/C/qViFBMww1FrPeWPp4eoytNA7JmCjMxWDDMGXXLXKMV0r5FewJAhsQc2EOIqHriXI/Bd9zcWISGm487Y2Gf8A2tEXSoG4eAMwvHW/6lxTZV5ebTMU1xEPffvbS6jmYCDta+tYCCNqVmx2a2UnobnT0ylOk1O0wtBTNn7B0DjIwYar2gpQeiLUitmB22IOmlphOFG13CLnFYMAR+ob3zvVYiHvvz2MwUZmZvf+EnwqRFNF4TmrbHdrnKJOgRUmF+VuX/NeUjTUo7FswDkMzMsQfNVnQue9bK0KDIsW7axNaFZWgRAu0gH9QZx7i3CuYJO87bHcIpYxA+JtLNwSAZDZ37x7JL30JKE0IBMQ+iqYfhSuyywIM2j2KiaotTNQ7eppXemgBotwfgv68ckKSBnAr3cX6qy4BKG0ygZUrHcIJfrd0DRVCjgMtj2ehOLStAiy/rXIsd1Rc2nHGXeyLAMgBsdA6lTFwqeZLbDWnMrAAP19ivkNBeSoSpc2iV+pzqaX8L0aFgozJhsa7q1f9tEQINlyM+RQ5ES6k6Gd2mFQJT9tllUZsQICCMwcx90kAjIxUVe6ANlta2jJoMMPWxaAADIDIbmL5okAyAH207BFLGJUb+vbKBod09PYpYr936cfrTuEnF8WNXp2swVSTPige4jNDbf5JKLDYmZH10kAEnkIXe99KcEijJQPAgjkCM92/N7lqhIRJQvN25t2KL0GK/DR7ndylMpDhBr57z2KneMOJ8kQtM739kgpfm1sQELkT9tvd6UGpoiet+cw3Wtd9uLbqafNpWgRAIQCMjAAoyA+uEgCHO/hySIiouS+BvsOrQsqOkq6bhOQJlLqC9rQKbiGfgu5bYE/Jjm/TrlL60B3Ma4LqFlKBEAG+UUnMicBC6jmROkT+w+nD6a7s7aEldS1y9tFTGYVdNI2E5CVfz3F/JfrzuEGZiq1p1PwXwb0O+JbyWWIqIiD+0G3E35KVSUUBAC2y69Kp013lVKrw/Dk0pHS3M8vfJdHm0qTQgXbfYUGle8YcMBSfN5Q2qrfPI5QUO3Gx4KK/aCtByX6bnM/pmJcqnDm0rQIgGzF8dCe8AyAGy2173NVUahqEDo0rcOgb649oX8tErLHW8ufRXMKxarrR8Uxu6OsQeB+Zifwm0jMES2oKUT3bZY4RC0oRsTeXbY4yxPVmGISqG7Jmbm7SgMKwH2MSASBmZTUxfpLe9sqQozD0/WOf0zFdyKcxsXr4v8AC7UrVO7LfltMJ8j6pc5Z+ir70Nb05PrgOYB3WcudCSusJ+TsuQtp0y4PRqZOTTCU6E1tz7PMe43cxL7NCShNCce9uYr0uPTPiS3cQxqnsBNp/wCpggFQx7/SnWaU1Fc2fi0NCNAofE8OSQ8B9dAy+mOupCJQ/NG7yyxwiEzCpkhbzbZY4rQsYjrYoImJfhoXizSpNCBfqbuEQtMMnN25tLzqZUgGQ2khRmTM2u/CRVCDIDcv69yV9g7aUJgN7+yzobvO2fC+9rQYVA25ibSuSL3jLqURNTO2uYXNrf5e9GYKN84ZS0SpE7uyw6UJmFAWsuebRWL/AHViaC/XTvREvfJLIBkANhAYZEQ4QehysSlU+qXde1ao7itZSh77947XsCCOzM/u3ksDXVsC/d3DiavNpTchvd2aHE1e86f2raKSRmRkd0jMERRkN++l3dXSJRx12nU0vqPfTvREd2D29ljHC0ylGcDVwQfqQnIEylwNdrecRC7a3jMEGZnTM/y0j4t04OkBGg3NMMmS627zS467FTcvRFrZtMowqBIK0HJR4t3CLmYS916B4BkPqQH3lirAiETC0ZIGeEgKSY9z3Xw2HgicWi0qFOrjF7mnyLTup/wJhR3nbm25igWCrAMgB4u24J+WlVPrt4tKeviXb2/Uhl1XXXVxZjAMhMY4WqYRGZyViIEEsfUdCR0CIp/rHsQJqPKVOHQEePe4sdFUqp0HUx1NLW0IzTCrlVq82/UuJ4Mjxr2fhVBSbPz7tKT8M7I/dhd7OFXL+0RAghAImJoRElY0oB46xzY/RpErVFyXZjOSoObRRkoGyx3OJg5CXua6i0FT6A4Y64KLvO2DDe7tAMgB9yWWHiqc5TnoGrtSchEcOuY33xWT6UUtKcTrYqw0t2BIAzMW5HOStCchHvd+KdVB6phnYuyltXYk5KSZ8T7I06e3/TOlu8qoxxMrDBBr7AkAcZxs/CQAAZAQqG5gGAAbbjrvVfaDPxthyQmYVcq9XvtH8uJLeSbXAe9U8l2YpdVMpIapT9zFmtOlOCxECDIdtiWypMoXRUBsotd739ty99CEzDJoTjzMZQ2KGnsLld7VX0TE0qih05rMS+dI93iUr0ISJWqDJeyAAGQHZkgDMmAG78JAABkN0nISnOzEs/p8c4zQiYVs69Pmuy99CfmUJorltq1DNocUhXqcWlCaF494zMZwjMQZ4Z8vQ33ISFGZmTXfhIAAMh29/XuRNl76KyZha9CcebbjnXiVTyWPZ6E4tKq+jHuZmBte8KdKjU0Z71XUVErbWgO3GdwL5tMSMlqgmY8I7hBAhsIZ9/FXcCiTDJop8fbnQ5deKmLiqpWDe/SP3fTssf8A8k6oaHX+b1c9M+J1cEWVoRxY5ky25kbIIWj9JeunRlK1KoB9rF1XmQICDyPZvYEERC51P4AnITDdd3t2YnrOiQcBtdgiljKdd9rlIiBFyEutOehOLT4YtxdzFDUOAWJSXvoTJe9KKgi/mYhtNLTD/IWEgAk8hFsRk1CJnfdr9IliB00xabhw6WV0hOJJY+DdwgiIXbW+/c+kZDi0dNOhObMYOA2EgAk8hC99z518FnRXnnbFo93J8UQCMiIMLVz0QDIbNI55DPYAByA+2TazsVq/7aDDp6s2lHBnHp3yQNjOqc49gX8sYleba34t2BOQiOHXMdhinyUJ5tECVIFgdTyIMq/lvZ/Jdy75TTBIFqjnShaUXub+GzFdwQdfFfhYSAMzL3OJtFSStNCBYQCCDyMGFHudMACjIDwruEERC51vv2uK1lKet+9E/lxLN5LtxfCmVABFH31iX5IvNpWgRAJc5HBe8ZWmhAN/GemU3Bkju19+ScllVejnxPYv3DMJwp7DRbfeW7sGFT1EtL6ERdSZrMOmircsXUjLKLlSvQ/NY7vepVEmAQKXjuqcWMUG9w/JI6OLtdUap2BNrTBVgKX8QxCgkysG1tbQbxIUEmVKbH6Vpa2hCZhk01bXQOhUxHemwVP99J18SzeSx3CLKk9b97sCqmYpUbUUmDrCU9gTkCQM4b7vKmPdbobOqUpe1I0sFlWrQNfY2dfEqnku8UU8SBAMo9BL60bSYKPN2LQDIbMU+iqYf5fiHUOuRioEGQ38V8qVDSgEvOt1rgGQ2PnoMXFeWhi0RHdw9n3y50oTKCEp1tzaIhZtb7hOUN9YgIIzGwkAZmEm7gvBJiVCoiLFGSgdleCamAlIIqXshWocv59m9gSHXdeqvAMh9AxnBFgICZygF3a07mQ++sW+mmUVEhWfYSBzMBB5HZaWtfokgoQDlMOe8n9YSFGZnG78JExVXLuy21GvTrT4lIj6x457sjoQamiU8db9ZpQNdz2fQcf8qNdrrRE5tK0CIF+/r114pF2WuK0JgpNnWtjIcO4ZO7HcKhaYVMkLebS19CFpSejrLvzaKjO2p9jVo3NZRSj3OdMCKOQA8de5XJE7zSmsIJe+iomYZNNI2PeiOFJhvrHrEV1funxtiB0KyjDCn7/Tji32Y0l3RFiDSgEv7oWYnkiQDIATE2MbgiRK/U/PbcStTGYUZU+Pf/KTZeddqJAMhHOlCZRhlsXW8GHqHoiVonFf07hu/a0dyx0JHQVOkewVrmZWrO+t5iuq6PLb/RVMEnN2+iYrgFcemKwZQRKOvc77HGpCPcTCtwKHmv04EHYTkCTEYOuY8aLFLlPtEUWZuoOSyuta1yWWVixcjEoC8WYtOQjnp+osdFooOmYZdFIH0S1NaFYovqzQLKE6OsDbiRocXCA5qCPpl76EJlCFa9hGYlHUudPBdMxxIQd3Ze7B1RO9B2GF43WP9qEgDMw6rvwkAAGQExPXdK4Po756TphXEpxDBo9r3Jo0RBpQDxJ8EzBRmY+qy5D6dxxlejeCq6+KdvJdidfFu3ku25tFTGYf5IJ3MTZoQgcWmA4VfabuEGZgVruLcFgAAyEJAGZMoPS3s+4SBzInSIPVOf2hYhfITvYv8LuYjuAweAtfQhaYVcq9Xm0c6UJ9hMJ3C3vtxeJbigSI+ICKFSUvazZOmy0lUJWCopUzvxeYXhQv2k7hIiFjrfYxCgky0l0Z24JMKminbi7yG0JK8KCubkmDD1+0AAGQ+xmYKMzEcv2VP+S+5ifkmVca1PZEgAk8hDjE8s2nxLtyphfE+SSkuUBfnsvQ21FVgrxH95iUtRe/KRpqUbcYvcg5DcxXChpRwpX7RdwvDmYlfHW/FthOQnG9/ZJiuSp7xRkoG2hVNzh+99kE5CLne+Z7nYvqy6k0XHm4E+EfPvylWRMm24n5DSj5K7rkhSVGZhtxPkkAxJg2EAiKir3Rv4rrOiQbbq+kAg3MZxplfBB9oPZ6E4tK0CflttxLuK1/7iqFAAnfxf4XcvQgi1JW4sQN9de1E7xgOY7G88kXm0RQqgDbmJmN57yWK1LqlFhdOO5ivkNKhlUu8cUgaLiUbs16+L/C/bNzuW0IJXWEG1jkCZQOBfzaE5AmYUai7++0kCPeOSDVKEKL9Iu6Wq3WvFIjh0DeDufQhMSpHRi3OYb5fYMwUEmULmS53PhsySztPhV8naV0lD3ydywEoRKK7V9lmG79m5iu4F94oyG8EUcgJkPYdmqAEkcz9u4k6aWlXylmJfTVKE0VAbXoDtmxiIqcF8cSB2ZGakGYXNGes+DxoJrlClKi7TDcKuwxXcijIdmzgITMMuSFvNty/rXov3hieNLTDMHpEt/kuVPoTMFUkxA99utuCdi7qgzaAgjMbH6mLRvfwZymJPUCebRF0oBuW2CuA5jbf1ra17PjfeylslWWrpc6OKDvQ2qlIaVksgLbU6+JZvJfvAjMERLThrXVphVPF25t9CxJ1Fax5xQAAB2OMOt0qgGSgDZiu+nYkgcyIbkXm8OJTyzadPa3cqh+JPssXPLjuEzpFPJhE/luL+ld3FozlIoyUDa/+WvZvQ+ssjcGiVqqaYmHRDtc5KTML3C3v94vSj8WWAADIeEqcuz7CcgTKbBaOzr/AJMSz+S9jdZo/LShCb2Z9uK51/8AMHYNhq2gw1Q9ECKOQA38Uxa1apfQqcE78wjjRo5NLHCLKQ2jNt+3hejeAxRyplQ0oB+hbX0IWmHXTVsxLlaphkKVdlYdNbGYUZVbcxMwJrX3G2+3oliIVzd+LTCet/fbieNtS+CxaMLVdZQh7796XIyWi1IiM7a7OwxPcDf1iMGUEduadT5s36GuOuxUg4DY/XxKr5L2eKOVMrGSAbfhSXJLz4T3doMIm1q1ZgxmJbTS0oXTSu3v4z8L40jMREetshxU/pR2CqSZQvN25tsJyEo67vZuO4rUs0rdXXUu9i+aQdjfWbVAijIbCcgTML1i7/ebtkucRtQ+vXHW4qgGQA2Yl9Nf5MqTQgXcxKG2oqsoTo6wu9ie/X2uJfSmn1NKU0Vhf1jY4RC0ot5sqlnaaL35uFnQW+V0UG2/rck7TF8kaDtDUhfX5/rK2oWgAxEVBkuyxwiFphk01/lu0ur6VCsrBCAHtD+oyco1yLzafEpAcx2+JOp0SAZDxJ+38vsNzZnkoE6Av8x4tKLyWZDwARjidfp/+i2uJJVEmm5ubBYlZXm5P2a+t30DNViBqbwmosv3/kB9gMwUZkxLkfgrdschKf5Lms/XxOQn+S/skStem6nJezB2X2CpC0D3YlvZZhia3NLfrN7ETvGfFJFdXGY7HEvpT8tO6oqSIgQbQQd2y4oclQtNeIfkgWIl2oFn2A5RlWwZGKoUZKI/+av6yvxXkkoqGnUy9aFFIyIEVDRdw7jbHbQhaUOei1OYrBhmIWAORIG0nKXMb7lRJVWEHudxECbxG5mOWfGAxOvi2byX9Y4lyqSlAbvwu1+NqbMY+SBYlBdQbYrGm5kSNhs0Jbi8wrFqdllbP6sklGisu8L32dwaZQ7cVfvdmRlsvRxaHSdOWGQB1ShNCfrHEcbkmE5M21OvaX2KOnxJb0rDwGcoItxLPLO4ZhOFOxuCmYVC/WMdxWspUquZ5nY7hBAcx2JGwAA5gDYDlAc/1fieDrMJ8rZa5J0JEAVQBMU+hMhzaUJormNfRTMCmVWcxLZJp82lS6EA2EZgiVW9EGSVIzNrfaQDzHaEZbgP6uvQunDmJhbgjsjx7/TVxaV16Pyx2GpnxOpu7supF0VQoAEFX8mttzIc8hn2APYkTMQ2KOZES5XJAgOY/Vz0VvxZYlaJ3e3zAhtQc2hxVXvDifZTOms8q5rxHkszxXssyxXus/8AKmvEj0TXiP6TXif6CH4pvaLTf52wYX3cwYeuKiryAEX9a5wso5kQ3Vjm8OKqnxXsjTp38qpqv8kEyxHus6K/ztnw393YwYar2nRoOSiZAbeUB7A7BzH6utvFZnxXsjT4lzyqadLf/qmrE+00Yg+udBd52wYX3saDCpBh6h6IK0HJRMh2JGW4DvnYv6uIBmQ8IRuA5QHPcJy2j9iEZwjLcBmYhO0DM/r8mZzOZjdI7Afr4ndB8jukZwjLcAzgGX2/qGxmygcGZj7bJ3wcxvZCZTIfcDvlFGwgGGsTQROsICZqmqZzP7UJy2geZ2EZ7R9zE5QvFXM5nfymQmQmmaZk0LEQH7RJzOwDM7h2D7lZgBMy8VMu3KzIgQMZqgIMz+yztG4dgIAmczmczmcz+u2OVyAhF/us13r3kgxS8nBWA5jxhOULZ8BACYBl2Ge3OFxA43SAZlCMppMAIP2STtG4T2I+ukA7cT17kTxhOQjMTAT5iI2ewxrGgdxNTwaiYTkIzk8pocwQnITiTAghUHfLRM+Z+yjt5QHPYTkNyy5a4Ndn4EYmh+ZMN1g4lOERg6gwDM7ldpd2HpEJAGZl2JcsFqleegZx20ITMK7tcS22921oiQeOa1E4M06ev+8FyH1wEHkR2RIAhxFQ9c+Iq/vPiKv7wX1MeDbvexf/AB4ssBHJ5iVrq4mEAidxthOQiDNs5kNrkschFTa5i8BmZqEBB3i3kIB5n6kzhBmxhud+FS/9ytWVcmOZ7N3VOLGLig1oXTtsv0WKnvsexaxm0BzEJCjMmfE8eCnTsa91uKhdUF4LBWUrCMtwGE57AI7BEJlVevOx5mESUIbbja0cDQZg/lRyVQlRA+I80ga4+iXsRVKUCIBMY+SaFlFJXJn2Yx+SLMMhXNmhIAzMe5mOmqUVEOXfx6gNi3nRJ/WGlD6IcMvpgGQ7EgEEHkYKK0HdiCl1zVROhr/oIMOgfXu1/Nc+KZoFz4mZbT1n2WOcwBACsD7HOQikDjOkgYHY8CE85oEI08YDmNwtnwEVcvqTZ5HKUJ0ubPAABkO0FZdyzzg+K/CbLbBWsoBN7M+x/wCfFBearCQi5nkIqm9tb9yXKNAUTkJSNTs8t/lvVPJdhG6BmdmK+VC6IgzmT38+qkBVSEEvf0JxaVpoQLuXqxUaJlc/noltAQK6gtPil9mhNz+WiIgTFcWjXryXrTo3s4udK/1iqAMgMh9Ap43v22KfSmn1NONFAHqi56RnvVcj4lmirtZspmxioBsyGywZERZZ3YgBhRYoIOQ2WCDYSOUG0mAdsXVO8QIrBhmD9FHUxP4btb7hUn5mEyNWqWWBPyZejBOleYa5ArOzR3e1Tp6qTBIFQtMZ8qG1KkCyovdf1+Sy9zloXi0UdFV/wJhu6X822kZwjLcBliB1Ij1inJ+cUggESyoP5kRKVTsMhselH4tFrVO6PoVHzre2X+a/V6Uj/wAmIVPJd5uUw3y/DmM8UzMTMRni5HmZqE1DZqELgTi8EIzhXI5idaKuWwjMTiszzgXaSSchAMu2sfQItAPG3rGBTReAvcbwpYAgE8TsJy3HxCLw70qvV4CDyOxL1e0pse8m8JXtvvZbAiTniV7V6UJLmUOxTQkrpCflpjEL1SqhEHdjjUhEqXQgWPWrrk0SpE5Cdaq9iF70prK9Z+LQjMRFCLtYEsCGyA2EbgOUxJAqlYyQD6fh+b/89rYCyELEAw1PWmGHec823n7hlHCoeI0CaBNEKGdGZoM6NveaDOImRhUxcxAxgMz3cpltZszkIo7cjNgTyGz5l+ryTwvfxf4XZjHYuiLEGSAQnIQXPe5ROCxKlSY19D9TnMGhSqYlwlRMwdWhNZ5tLn0VlpgqebtzaZwnIEzC9YvYZT17neEgQHsnuVI4ssQknQswqBad8mDsSJy2v17wvtAfpzHIGYX5W6SBGvXkoLSu0WbEQh2O13CDMw4n2Ro1/k1LSly/oK717aKiZV8pfoeQmQmmATTMjMzNU1DazRBvhgSQNqWK/d37A7nTyERQgyHhcMddljSy5a5hgbr2d4TlMXYzoQnKYJNFMss08F4tDUTemuPYKxmY4Z3QvGZa1zMd2uuQNwSGz0VRFIHWOZl3CpojlqlRJWgRAsdA65GKABkOxvcjJE7xldATi3WaX8KjKhkijeJyHakQkAEmUAkl4Bmfp1/ClpQMqV3cVqtvWpYiBAAJ3cXukR7QjqnYYnjTE7g+lZTSJpmZgTfJyEoOaltl500sZgk0hu0zB3C4DAbCQOZ7JzkhMpwzd9XK5xKFT8tKHCM4aZPd3uqkxSZUELEud0CVrKKdHFuLS0lcSrBYlJZtdsvRyyMnNYKS7arZZQruGioEGS7GUMCDErVBkvaP/kpsvJLog3yczsAzPaXWF7SixVyAEH07F8KYgyQDdTji3hIAlPXuazYCDuDr4v8A4lti1IWaYa57nJ5JuE5CG527iR0vdcjpgGQAP1WzuGYV10BNmMfJAnm0qXQgGx70TvSu5LO7sdgiljMNa9xZvTsFxN+gDZbnoOUpd7xojoaHV1aPZ6E4tEVkxXe2Zl8dsvcviQsHIdjapdCIoyUDZoX2G0ADw1vC5Nlf8mJZ/Jd47R2lNJW9n+oYnrOibzB67y6qWDTQ9nFzpHtAAoyAlraK2Mw/yVJ3H113s4QtEVsY+p+5EQIMl8Dn9Lu4VNOjJqR07wgxPsjaoga7Ekv6dl9+jJF4vEoVR1usZilFC60mELmkF5jbQqFJhk0UgS1xWhaYLNtbnZc2ipmmB7haY75Uor0J+ZzxsscIpMwfF3eWOqKS0wlXE2t9GxncDjmsN46AMPOUJor3SdoG5mYN0wHx2e0kDeFhNxSE5RLFfMLsa/jpRS0ptL8xvd/F/hexxXJU82ijJQNy4E1kLKE0VgeCymXildX5eAxXCmVjJAJkJR862WWaeqOLGUIfjG17L36e5UWO+jJE5y+rTSTzaawlQYw6nVrX9urMKumnZchepllCaKwsvDPi1XY7GrFatMRGdtbwB6nfJOc6Atmz8TMNwqA+jEAgg8jEwoV+e6do3Cd47Rn4tjkDKke92LPkssraka0aI2tAdlrm1m8kEoBWoCWVl/URKc0uavYTkpJlDBUZ35sYhOJtbyWKoQZATFPoqiN1AlP/AG0rrCDdJyBMwvJn/t2Nf8mJZ/JfqV76E4d6UJoTZbcVcInOWWCtNTRcaS8BzHZ4vuReWypyNarxctKq9PWbi0uzov6Xms6V8SdKKVSNhu7oOmV1hPyTHQOpUxMMq8yWyllYeAAAAchuZDPPZluD6YTmd4nIbRukZbAMu2e1E70+K90IEBzG4Xte9lSFnpuXW86Zm7iSm5mdkfcvbRUxmFXTTMS2VJiK60ADvR7rhXxSYWjJQ7baOve77MVq6HJZRQQoNkelteuszK882WX1FSjOxaJpCjTMxu2qXQrES9ECjTNOI/us6G3ztgG6RmCJTWKh9QqtLu49oTkIg6WzX5bLLPQnFphVJudjMTV0temPQKcLK+4OzZA/PaFVdhAPMQAD6k9qpEvV209gdwHaTmdgGZ3gQZkOe49iJxYxHV1zXsuN2NjgaCJR8obcZfoXQswaaK4+V+KC+SwAAZCUde933MUdRRPeO5ps5ErFR7nDvsxXGhpVcmhYMzLW0ITMMuVW86hxkZ8Knu0WtV+uO4SA5iWOe4nemC4I0sJdujWKoVQBLmYABJpFFTNzaYVdNX5aZiYnruifUnuRODQEEeAY5KTMMuvO1pfwsT37EjcByhOe0bpOQJmF4oTsxNhSqUEmoFpa4rQtEo6br2zCKUexeyTJMa0Zzc2hO7AMgBtegPaHaHgJhaymotHBKELKK+iTc7+L/wCN0Iq8gBCQJirA+SJEXSgH2JYpKwmxuAAEVAiyp9FRHqlaaF/O3GdwCKMlAjanudtWkrKLgHL3d6La9jDQuS/SrLFrn87+yyt3DaH3DyMK/wADlu9KflL4C3jW0wzBaJoa8s/l6ZRrC5P2RGW6N69wlRMw3CkQkCO3xN6qvJYJZ18Qqe0exUHWlFiODo7J6Ed9UACjIDtKCXvfcZgozJhvL8K0Jgpd+NrRFD4n8J9jkZyrDqjltwgHY+GR31To09h9KdgiljKULt0rw3EXhJZ303cTxK1jm0AyAHgHYKhJlCtdqXkkLogyJiXI5IUx7QhX8nd1DPTsvuK9ROLysMEGvYRuA5QHPdxnGrTEF9SheDQ1O/G1pg0ADNselzdrRp0IXN3OqYVcqvDNwUzBrkhO5f17ESKABkBL30JKE0V/WxnmfG22CtZS7d1+DfQMV6UHqgGQAjkJiQ0rzdy+5dmam0zBgtm78WjOAwXcBB372YXJu3KGXjKAzu4Q6Vgw6RFC46YvvpOQl1xuuFacoBkANmJ4XVvLrRWkorK5u/eO4RnCMtwHcxPG6tdj56DlML3NO24E1NKPkr4vE8HreA5ifPv/APRNhdRzInSJ/YQ2oObiKwYZg/agHSXlvJJYMnQ9q4JQgGYRyyFW5r4LvYv/AI2WUrZzmaoANq3K1pTYyOlpZOTSurQSzcW24l+VSc2lKCtAu6SFBJnxSS69Tak6d27lUQWc32u+tyvpWYPkzQkKCTMMdd7vLeOKQe0dza2hJQgXFtMxM5ihnVKQb2DnkJmYDu5bgOUGw1g2B/HvYid4w4pPZp8S55VNL3tdNJqiXOaRX65TX0aS6lnPB4MLXPhavaXUItTELMNwoX7Tc6UJ9hMN8qPzUbr2Ki5tExId8tPYJ1cUy+Cp43vtxbs94RZQSaxnLXFaEmYFcy77llwrYAwkaZQC9jWtvEAiLWi8lAjgHFpu5OHZPNjK0CIFjrqUiUUilZfU738IiBBksFRFxfVtvJsPRpMPwrA3AdwjcA+gNylFalc2gAHICEgczsCgHMAbuK4UmVDJF+08UcqZWMkAiddy+4SFBJlSm5tbzSvYPwxKb5YKMyQJ01f9xOmT+86RP7CAg8jv1cMS+yxxWspp6ZXfk0pN8Wjzc6pT/DayNybcuQOhE6VmrFPrlaBEC9g6Mb0fdyG6TtdSykCU0Cuad0HyO6RlB9BPIyjuS5mCdQS6s6NbudUq4VrvYzuQcFH2niu4JYSAAOZiDSoG5iuSp5tAMlAG6722t/DwWLnlx23/AD6t+ytbBk0GGqA7sOHq/pPhavaKoQZAb9v8Vwf0xrxyQaolfqfi0UOC1a+/OIoVQBsxKBklBLVAna7BFLGAsLRe3dgIIzHgSchtA8zukbg+i41yiRCwwubSjhUJmI56a8L6V38VzQQfaeLYDRKwSdZ3X44tdw3lbtDy9zwROZlaBEC7l3HEp2DkhTpGZn/k+ywJce88AIHE575AYZERUVe6ANw9Pn6YKCeLuWgAAyGw8AZk9/BxpWFAU0xEdDlzTwJ2AZnfIz+kW9fEosvOeVYgGQAmKNpuCrMK4rzSzg8fE+lBqaUq4zLndv43V/alpF1yLvD/AC9zEoGrmC65Zm57vexn/H1EdgRtHb3voqLRKXdAxtaabk5HVK31jwVzMmJzVZTWV6z8X2ZDnHrR+8sVFTugDePHF/abMbDoTlCoXFIu9yxu0nIR26dwid2MnQ2h17u7R1rrH+nHaOzHn2+L+RKxkgGzLjntJAhvSJYj8t5jkpMRtaA712JFT8UgxRPKpp093lTNeI8kmWJ91hTEf3gzAGfE7tfHFP8AaTsbDoSIgQTnjN68aXR4DmNnOKqr3QBHUOpUysFVy23NprYzCrlT9RB7IkCDz7Iuo5kbuL5LByG4SACTyE1vir9PJYtSLyWX0+tODSl9aA7wAAyG8UDc9hIUZmNivZc1gOY38LzdvtF11iEpSkFiHk0Rh8W5LQ3IPVAQRuModSDEpKeslewvOthUsAyAH087Qc98nIbHJa9Vg3yQozJhvd+FKzoXfvvDRXKFZefd3L+tei7uMc6Ai82mAQKmwzC+vtsSj2KFWYlQtAWVjJBvNymD7jeMZ8jlAcx9VdFdcmnwdUpoQ3PFrReSgdsECkkfQriVqJWVEmtSe1IzG4DvE5nZSNV7nfJyE44l/ZIAFGQGwjMbvPGbtgzdz7LMNwoXZY2hC0woIq3SchKn1r2D4lUaFxiblC91dj2InegOY3H7hmD41eMdNUAyH1ej51v1HFcKGlPyl7YjzG4CRMxMxMxCc9jnSpPsJhF6hbfxT6aTEsqpQIWhxVU+KX+jSqxbRmu6nHFvu2DUjCYVs69Hmuy5zY4qSAZKAN08jMJ8rftbQjNEfTV7u8GGdMnTvQXv/qOqLQ7uHu3MxHtrCkFpgWzRvtSj51vjAQeRB8LjOFMq4Vr2OczgIO4R2OK4UykZVKN/FAmmJTU+T6YEUeQmQiIEz3cLxew71lTK/SVRmvt6oXRK6lrG9iG01SldFSjfddaESjDCrf8AhFz5tFw1Q9MChRkAB9qUqwvfxVrhEgR34u0epUXUsBzAJ8HrT+0xjAoIrrkBqgIO8TlOe4DuEZwgjedLi/UeX1Pmis5aDDeztBVavK2DPLdIzBBlR6Byj755GYPuN2zfzX/hP0BfxtrGx3B59wGDIjwRGYgwaTE0ImmDB1ymnouTbphOe8DvZCZTIbbOOLQdi9auuTTo76u42pZ01/8AqlJuJJfcfghmD+T2tz6ElCaE/QGL4FHms3cE4LDUpTREXSgHZK4YkA9liu+m+TmdgGcyEyhGWwdm3DGrM416CVWB+1YZqRMK6hCrRsTV7z4uuA5jsiPsvL6q7BBLUe5CW6omGINI3M90Wnpimy9+SJ3mlFIqG1nVOZnxFX94cVT/AHiXI/Bdy/59W8doGW07BzHZ30s7B04MIKHbja8SlE5L27YWpn1RaUXksKKeY8aD4e19CFphbXfNX+1zKrSjMirqmeJ9llFvSL7NsqYm95Y+hZhWZrXL7cSNDI8LgJrlALsbW3HrV+9DRT5rBTT7LFRV7oA3L/8AJTYzqveM+KQuFXYdoG4TsEzEzEzmYmYmYmf1PEozhVWYXNXdPD4w91Jh+Ls/2va5LipZhlC3Pso4X27KWCWW6pWDa+tpRwvt2uodCsQs7CnyWAADLcPIwYXV33Jnwae7SpGTm5bcxNTPpZJpxD+yxcKnN82gqRX1bCc9gGZ3D2Q+oW2CpczAcwDsMw/N39+xpJbEv21+d2KCLK0CIF+11cJiXLzCoQpdubbKayjux9Ww0K1muAZRFIxTbb30Lw70ShqmDzmO3J28oDntJzPYj6ji+JRIOAjuEQsYcSLFC1c2laBEC9gxyBmD7jP779z6Ki0qYlAW3brD3E4tMEhD2Fvtg1IxzK9jbaK5ShJ6R/BEZbgMJ2gTITITITITITIfUn44tNjKGBBjUdCweqG934IkqDBMn2WEnEoo3cSdNDSjhUu/jPkxGCouZhxNXvAcxsvdgAqd4xEFSTB9xm+4WQMQT4AEHcI3h4d3CKWMC23dfVplLlhk3BhuWWonFojh1DDxNlq1gFp8VVExKG9ngxNXvAQwzB3V44w7l6O6ZI0vo7il2JaDCe1rQUP/ALYOA3HS48nmJpfq5vBg0gqQcl25CXtppaYYZUj7wd2uu0JwWYXNXdN0jOEZbgPh8SdTIkAyAEHz9tzitC0op9dvFoABvNymFJDOjeCZVbmI4VUJymGrUpqYTok/oIAAMgMhtM6e7/VKrX6Z2CTXiDySV69PX2v18Yq+3YYv0QbuN4UTC59Apb7vMSlayWmH77v7zOZ7pG4lwdyvtAc/C9/F/hISFBJlI5v77fn35ehNx20IWlF3TIW3G6mM/wCewzG4SBDci83hxVXvFYOoI3MU2mmUjKpRv4Xvvu0DViXbsCAeYz3rqhauRiqFAA2Izlm1L92k5DMy1xoOUqXSm4DnuETlDMN33OwHwZ4CYXm7zje+XoEGy1tCM0wqaatXm25i2yq0+bSlAiBdy/hdUd48RPh/d2nwo/u0FBRwVc7bKdZBLQYeoeidEn9BAABkNzE+hZwEN9fLVvUIyF892h1R3DRsTUPVEvLuAqHT7/fJIAzJyEBB5HPZeC1ZCyhSLQH2MxsbQsAyGW0HMbrjIEzCcifC3HTUxmHDPUE5LEUIoA24zkqe8AyAEJAGZhxNXvPi0lt6vckVgwzB3MXzSDeN55LW06S08qohc9/sr6i5UqZ8OW77kxKUTur2bUo/FlgorXkkAA+zjagbST9LxLtY+he7AnQOmmHZbWHgqtbgz8IqKgyAmWwnIEiYZy6bl2JWo6Zbi807jSi9UrA0tBifZGldupuKEeCJCjMmYl3dPZJUoRANx+OMTYyh1IMShEE0qJSgttdjEqFfd3MXzr/5g+rggy13TupqgxSeeaxXV+Kn6pc+istEwwKam78oYlOPMeOJAGZlVy293sjyMrOd8Um2zX5DltA3DwMPIzCnvTpE/sNpRTxIExnciIAgEIB8E9gT8tBWzkNb/wBLMTxetN3/APd3LeFbTC8KYSBzIG5f1r0X6rimcBQvDOdA/wDunwz+dzSig1bGRW5gGUKExTqv1TF8kWDgJR6zuZjeJyBIlNosHg8Y4WorMEmirsbLVqGbQ4wf0aZl7iyrBZZ5VRGtLcVAEAzO6eJllRf1SigO7wYNIBkNuJ43Vr4Ra1XZ3sb+F3X6mLRty0F62WJVfpClgsGFX1ktAABkNo6+L/4+kW2rUuZnTv5VNGxLrzqlNgtTV2NjhJieNUU9QExbkdslbco43Wt9Uu431S1tKEypdKAbbrQn5aChiwd333/hvDelvB3sLrlRYBkAOxspFnOOhdvZJhv8naNw7aOGJdd1uONXw1PHEvu3V61iNd5pBvk5AmYT1v7/AEi/rXouxlDDIwADscTxuqWX8gnvLUZ0CiVooxeScl2ngDMHydvqnPGRzruVNpOQlP8ANcz7mMudGQJAcwCduJXVTKG11KfA2MXbQkRAMTuMcgZ8V7VtOlvfuplNGJPN5Sjp331bb201MZg6zxfcByg2HjsE0Lr1Zcd1OONeco96JzaVYgu5UJ4B3VBm0+Kp/vDiqveUYlAXiXLZ2t4ZkySVpoQD6RzxvaXcMWkQm67X6Vl9oqSYVNCflttvCtphBlQPAniDKg4Xr/QtYW92lCFVLN3m24l9NMoTRUBuXdfFoNxhmDMH3GXeY5KTBiyeVTTXiG5IFnRXt3niUFD32O9cxVCVlKaEzbvSjrO7buQ3sV3AvvEGSgQwEEZjcJz2DjBvOli3a0nQ2v33iYZEgAHIeAvpFyZRMHUsemtUJCTCovRcoAB9JJABJ5CI4ddW8SBGxNQ9UquW3u7lPHE2HcJA5ncsLBM0iklQTtxNBudZWgRAol1C2wUXDqh+rK10IF2YnhQ0o4Ur9TPASkC7Eu25ieL1pBuUda923aOF9u+AB2T8EMwvyuyzEv43JHvROHOM9z8FSUIUrCtCN0eMxPClph+FC/SsU2SBPNpWuhAu6zBVJMUPiW1Nwri0ovJYqBSSNzCc33MU7WuVXgiysXugAOkRNddwRmLbzOq94gQ4moeuDEVH1xWDDMHbjPkSrhWv1O5mclEmBQKjbj8cWm24OUIQ5NCmJCd+YZb8iyQPf6kg4janDGPv2ByAEnRX/wC2A3L3gD2F3CppR8lexJ2W1izLMxKkTluEbnKA+LxnyZWMkA+lfNxf4Texr5IFiXsicKWgxXujRHDrntc5ITMH8rbe2ipjEoLVJAMhG443efDh7NTT4ar+kOFpiIqLku3G/JidwfU3yCEzC/I3D/m7mJ4UNKBlSsNqLzbcT/NbwN/yWmE+T2B2jfIy3AfFY/uLE4oPpLrfpZi+mUUWsutXgTEj1xNWnr7l/wDlpsJXcxDaaWlC6aV2435Eq4VrHcIpJmGUs7WtsBBJA3bnd7xUuaykGvFFNW5jPkyvuD6nieFDSjhSu5b1MSjbl6F6isFDng7xMMi7lPHE2eBIBBBiqFGQ7AnM7AMz2JG4Dl4lkVxkYBkPpOMbKqIMkA3rqRbOgf8A3QYRfdtzGdwCKMlA23JrrKxHvRQmiCl7cmu//wAgAAyGxCRi2G699SPMKC7Nd7wkAZmI4cZjZjPkGVHNF+pZiYt16GVOpQANuYlC6cO8spuDj2aAg75OQmE5u3iTtAyG0nIQEiA57pGcIy2AfYeLUmqJik0Q3s/CpJR0vO3ssZzq/wCYN8nITDde133L2K0sYim7JP8Atoouo5DWk0XXnr9VIqhQANmM+Q0p+Uv1Gym+x+/ksXBe7tL6ERREqROS7r0IzaoqhFyG/iX0VyhNFYHiDtA3CczsAzO/l9i9DXz0CAAch2eMRmVWX0wYr2qadNd5VQPiNXFN3FPyRe80pQVoF3GUMCDErVBku25rOSQ03/7Y9OJbgzalijJQPqeK4ug7Y052628STmdgGZ3Cdo+2chvrSBYX+g5eOu44mr6MTtG0naNwnIbAf01b/nL9KB2HjsG6TmdgGZ/TRpQ2B/P6ORluZ7AM907R+wiN0ZbhO0D9iEZwjLcB2HaPCE5AkxMS5clh1Jpe3mSqzJ6H7xZf1TmJmN4jcByhOewDM9gTkCZhWZnftMScqTKaTkufd2XjOqJ3B+kXuRO9Acx4QncG69wT8mU2i38GEZbUsLWMPbYBkOwxThKphU0U7pIHMiGxBzafEVf3gvTcxXGmV9wbLDrIQQDIfo3MbbHCLEo1dZ+LQDIbt4dHFiRGDqD2pO6NhgOctbQhaVMS6+bGV8MW+wiMcgT7CYXuFveAbj2hGUHz3HYIpJmbX4pdXd3WGYyzynwye7QYev2nRJ/SBVHIDctGpCJhrBoybmsa8udNUrTQPdv0cmb4kt5LsJyEQG23X6Ry2k5AmYax7CxPd2kZiYbm6dodoGcymW0nZYNaFZhqOhlPWvdtuKIWkyhckG6x1Yv8LGuRebRHDjMbHBsu0nuLKBqvdt6wMVyQ5GdFd52wUN52tETQOZO61CM2oiKoUZKP0YzkDV5CA5gGOclJmF7mzENyRebRFCKFG3ENpqlCaKwNxeGMbthte+tO80OKX0KzQ32HlXBtZtKk+wmEBFeZ5tszxJMv6fNUaK+I80iM5767buk5JKKWud2dotCLyXa3AEzBdxj4B3K4pfsMjP7HzGcuOVRlQyRRLzlU0oGVSwnISjrubdx/5L1TyXdbhi13iQBDiEHuZ07nu1NNd55JKmc5hxDvCisemZAcgBu3kuwQQAAADkIDmNnfxf4TdblMHybcvOVTTCqVp8Bzxf6Ko6zO8b+S0D0rsuTWhWVqVQCYlsqsvNpWuhAu0nJSTML6nPq3XIOKXeIzEAA5AbCQOZAgsRuTCHYN0nM7AMzLn0AAczLVZUzZzqmD8w3ehIEEJyBMw1qDWXMOJ8kUtK9enr7gAHIbhAPgf/2/0TedNRMU9FSq+ppWmhNy7r3ou18SitpGbNL7bSnc0xKbtHf0zoH87jK1KqATmdqccW2+XtbgqZTRa3eeDDJ6iWiUBbS8Oxd0jYIzgYss/JYimx+leW5VWh4mdh1cgINhor56IAByAHij/l/9fonHNlVMOjcHfdp617ttFahy0v61yJuk5AmYXkz+/ZnaNwEHkdrUIz6jDCAeYz8GSB2h/wAofol878Uq+S7pmF5P+W3OeL2B1JyB24l9Nf5aVJoQDsztBy2scgZg+424TmdgHgnQOpECXJ3WDQYgrwsQrBajcm7Fv8pf0TXxxLn23TyMwfyty5HLh0yhpd++8SlE7u1f5rtXoXtSMjtBygOcu4VNMKpTaTtHAR8TUnNocckqtW1dS+BIB5iNQhhoZeKPM718g06c+qtoMTWYLEPJhHZ6LC3eSV2pbxXY/DFJ+iDwEwvJ3996jqM6dhcrvkqxFCKB2BOZgO6RluXE9E0p4IDM4STtIORInQO/zHhpoqjorISVCLMHXoq8Ma0PMQ4ZI2EB5O0RGpxQVNlnz0/Q7X1o2ljHsU1MVMouRKojl/TuvWjnMwDIduTtAyG6Rltv+UZV8sbgEJCjMma3fgkWtU4txM432Z+hfEu2hCZhk5u3ebZd86v7AJy+xzSjNqZZiUUIAq8WiVIg4Dwp2gb+QhBl/wAoyv5Y2ZGcBDaTwQao4AZTcYABLF1oViqFAA8KCDuOgcZHbf3k7EOp4Aj7/t44lF8MTmdgGZ3CYN2/5LSr5S7HtVeHMwI78XgAAyAyl3G5PB2WhJ8V7VNNd78kCzo7zzefC+9jSmgVb9/p7F8Mj+6xzfQP7rKcUj/ftObY1/Ck7RtJ37/ktFdUpWZvZ/6LErVISBDeg9UN6tfynxHtU0qsZ+aFfA5A9pie5ByG8SBzMNiDm0N9fvL8UrIUSMmusBam1TBrai5P9YJ4QH7DFahy/hCcto3Dx2DcYgDMmXuz1NolFSqi7XQOIKkXksqAOJfxxIHMiX2IU70GJQLPifZGnTW+VUZ7/ZVmdvncsRDbn/NPhV82aCiuPoqTlKKeJtf61nB9rk5nYBuHYBnuNd1tKDMwVk8XMv40tKvlruisi4vn4ZnVeZgxFR9cOJq958UvkrTp38qpnefJZovPN50DedrQYVJbQgqYhZSq9GvDZbctXel+T6EnwlUqqWrgu1qtb6n+t5fa5O0HKA57DtAyG111iBQgyGy/5JlXyh25IAzMBBGY2Zia19xDag9UOJq94cUk+I9kaa725JNF7c3CzoG87WnwtcGHqHJIK08lEyA3ruNTTDfIXZjvREJLM/koyEIsFqEtvk5KSZQ5tUt+jiM4RluA7QNw7b/kmVfLXsMxDYg5sIb6vefEp7NOnbyqaa7zySZYj3WXpd0XfmE125rrnw3u7T4ZfdoMLVBh6/aCmsckEAA5Ads/cMwvydmJQvXksrQVU5RLU1l3MqvS0kLvYpuAQc2laBEC/pAjdAzO6TmdmY9xMS6dERqiYmoIvGfFVT4pJ8UPJGnxXtU06e3ypMzxJ8lWaL27zz4bPvu0GGrgqQckEAA5AbhAIyMStU7vhG7pmF+VsJA5mPfT3WaI+HTksrRO+u983FfhP0kRnCMtrPYp7k6Wzyrn859lhrv/ANsKXf7Z0dvnbOgPnYYMKnmWl9CLTwWJUmgdQTQn9RAAOQEyHgcx4BuUwvytltIs70NVNa5tENVi5LygAAyA3Tik0tMM6IhZm5z4hPSCYDmP0kRuAzPYXVeZAikEZg57MV8mJ3B4JrXd9FU6B279hhw3s7Qdu3KYX5W1qVd82lHz33sYinSoXi0ShF9MAA5AD9KEbt7kcE5mJh8+NvEwjoHXT3W2Yr5UXl2jMEBJhvtt+SsD3J1n4rAc1BGy06UJmCXKrV4I8jML8rbfcKl/Mw2nRtfVl1YNjdfF/hdhIH6WIy2n/Mgl/XtRNmK7kHIdpjM3ZKpUgqQKJb8tpR8obMTYzsaUlDn5T8G8E3dMwvytppQvrj4bzRisRAi7r4bW5cORPhT5WtEo0tqZy36XI2YqtuFiRcSSO42qUoVzd+8dmK5J/wAwdpSGsxbPsJ6V9PpEAyGxalVy8vAFqP4JuUwvc/UmWwADbifR/wAwdpU4pd1eZvf+EiqEGxnCDNjAQRmJeddyJ4JuUwvc/VOK5J/zB2hRW4kA7DblcE2X09MsFFqcEeVUhM25t4I8jMLyf9U4vuLByHbU9fEu/h8Nwsf9U4v5UQ5oD2uJtFaShNFXh6C3xNn6pv40tKDnSva20rZxbxAAH6psGaETCnOntc+2VwxIB/Wbcpgu4w7I4ryRC0e+9VJNcqbE3T4Zyyln2kgAk8hDairmWiOHGaw2IGyJ2vifKpdUrfWgOzFEroeX2dQBO80pQVp9NfEqhgIIBHI+OBBJA5j7ow3C61eySsJMT17UqgAAyG5jG00GUUZoGtlDt1qkl1Si1F5tsxTlU0r3miIEpymFfMMNmJIFJ1TBJqzdvprAlSBBR0VTlpTwqXtzcotCefbWHQhaYHjrf7or4Y1+yJyEww12vbu3Z33hPJZcwqpMwSaULebROvi2byXY7A4sa+Sx7WuVgnBZguFEZgozYxc8TZq9CxB0dzL5N9NJAl5DBUHqgGQA7eoG3Es3bYx8q9Hm0pTRWF38xDYg5sIrBhmPt/QuvX2V5IpaYXhQux20jkTBxGyukI5b3ltYtXTFUKoAlVYTPY9COc2gUBcgMhERU4LHQOMmgAUZARkDfTDcBaEmNz0CYPvnXGcIM2MRw47W+86GCTCpop3wQd53CCcbMSurdd9Amu5uSZTorjzthoX12xaaIlaoMl+i5nPL7EIB+svYqEBtuKTNNXmsQh0BltIchhwaJRx1OS3a2ozgAGYkBKNIiDJAN/DfNt2Ag7SQBFBufX6JTxxNh33rd24vksGGT8tBUg5D9OW2CtZWjuQ77vKfPxX4TawzBmE7hU+nsCQOBPE9hiuLou8xyUmB7n4ooWUJazvk+mdDd/ulNJQkl89txLuEmQVfwBMH63/UhOQiDp7S7d3exIduC8EmCQLVuUcL37C7/JTedgiz4r2Ro/SvYr9FEstL5Mm9kAMphOb7uUvJWlphPkL+pMS/JF5tK0CIF3r+FLSjhSu4n+W++7BBnLr0N6NDif6I0rYuubLluEAzICAg9hTWULcee86h1KmIoRQo/UlX8l7P5LvNiUUkS+/XWVVGiXlFVTW0HEbU/wAt+wvUdPVMhvXuXs6IQp0FyFeTfrJzpQmYVcqd4Io8hGuRGCkzgdyjjiX7C2vWVPLTv9ApfXLOviUQen9ZYk5UtKhkijeYkKSIKCa3d5Qc6V3MLxd27Yu7krXGtto4uNSzC9ctb7x7AkBzH6EZgozYw4kehGaI+vyIP0B0uZ+q4VZ0FvndOgt8rpoxHlZAl5Yan3sZ3IvLee1E4MZc4FMpXRUo2uckJmFGVXavnoMwrqlR1RtWJ6vJIlD1cEfqxKgvEnNv0I7aEJlKdN13gAHZYm4pkFg2EhRmTHxTc0XhM+pqiXo/I+LxnyonFRusclJlAV0LvEyW4Px6KG1AvelbM4JI2X2q1ZVYg0oB23Q1556YAB9yEgfQiARkYaSnGuV2ax7Ebz26TpXi0odzc6vsdggi6rcXCchKr3tvIXuRib7SnoWWoXdal4LDkqH2AgpToS7TDZmkavFXrrqImHOqld1xqUiJQ+nQzZJNC6NHlEoROQ29CmvXlx8ezqneMOJX0KWhtuPdSUlyub5fYVju76K5S5Oav3h29ydIumUOwY1P457ETvGKQwBGxnVOZgIYZgzliN2xiE4czK6wn5aUcbrGhIAzMa4PeoPcmG61zvMVf/8AiTmYFFGGlC6Kc2lVxssIA6svbkk+dbp9CQeLpPRXtX9JxVjp3JRQpQO+bGAAcgB9hudKE+wmFXKvPzaD5+4SBzIHaYpe7b5rFOag+BvtNSaopzUGEgcyBsJyENxdtNUFrpbpsMSxbOK7Lr31kJyWVklATCcgTKQL3Z3gAAyEtsFayqs9+zi0AA4CJ17m9l3SAYeAMwncZoSbmyHcl6Ixby0yiq0p7LErX4n8LMSjPVksv6Q05v1YmVFMRDpLt3zMKumrxl1Is/DStCnNifHZjdxV5qgvtD5hiyxTmoO3F+lfNoBkAPsTFHgqD1RRkoEr5s22xwiZxKS+T29paNVZEwhzoHgcVxZE2XkviQsEuJtfol5eqKFrTIcAI5N1/wCJhk0JL30VFphUL9dtmKfTTMMAKRsX+a8t6U2XPoSUJoT8net4VtMNqdAnJYAAMgJYjm8p5NAMhlKUK6i2zFIXQaZVSSddmwADaRYbPZfrFDF8U7bt9AulyKlDSr5S7LbFqXNpQ4vvL/YrjXik9llh8hzMQaVA2r/Pbq9C9g7aEJite/FdMAxPmywZ5bDyMwfJ/wAN4C5yiFojdPeG8ljuEBLTCprdrTGOQJmF5M/m0OWURFtxTe04ATEv0rKiwAIoEe/yQajL1cvXrgGQjnJCZhPlR3CDMxQbH1vy2axr07jMFHE5S93dPZJh0CVL4kOpcp2lLtbiWYdztbn0IWlT60DeAxN4RSF5zCJoq/Lb15LuKlgGQhOQJnXxN0esUujJ9i08bneV5uS+3EsQgA5tK1CIF3LLmz0VjOJbclgFu3FcKGmGBWld3C999+y50fhWWWfFD+jQXu3BaohJUahkd7EuFWYV2TkhOqGtn42f9LMHwpl3ymlDqlEXVd+EgPQXv1eBiq9nF+Cy/JLknXvfzRIlapyhqVnDHYRmCIjPTmmgtEpZ2127TWC4fbZYEHuYlbOddsxXEokAyAHicNxd27PGOUrmDTTTvmwBwm9je4qxBpQDeZgozMOKrnTu3cqmeKb2WICFAY5nddy7aElyBSiQDIbjO7sVrj3vTweUIRm7d47CMxERU5CYz5UXuj7Dc6UJmGBdYBkNvfxX4Tcvv9Cd6VoEWX+W2+/XZp9C84jBlBXcMwnN27DIdhfT00VQoAGxUCDJdgoRTmBsyGwgHtLn0DhxaV0+p+LbB18T+E8S5yQmYUZVdniUD1TDfIXfH+XNa+43GYIpJhZrcUhPd3yARkRAijkBOG84JUgGIgQRBrxbN5LuYklaSREtSulZbS7obX70S/WEVII5IQlZVcHTMxz07hF7q/YmKuzXQkqQIgXcw3fsba5yQmUJnYG2A67vwu0VoOSzDHQ71bjnJCZgvk/RV6+Jb2XZYdCFphVyTV5t4nE8KTKRlUu/0iZ97aSBLrU0FdcqvSqoLxaVuHXPds1+iCkviSHeDC1QDIbfnvl6Fh/y1/A32zyOU6K5+88+F97WiYfSe+28ZRUU1E+Z2XMWvRF2EAgg8jEpROQhGYiVondG18OjnOIioMl+wy7WNpTgstQB6kXcc5ITMJ8na41IRMN8v8rHtLNoqlaBFA2ZjPLPYnHFvuXnKlphxppX6LRzfZieuy1QDIADwBIE1p/YTpk/vBah5NuNnkcplf5ssvpuZO+WlNNquvX22uyLmqlp0tx7qTLEt7LOgY99zEwyI2ra9IdiWaJRT5KIVRFgyy3lB+L3CMwQJXWEXKVktiH8FY4RSTMOnO1+bbxdRzIhxFfvPige4jQ3XtyrlQt5ufsF01wAKMgI3HFruXcKmmG+Qu41DayUfnK61TgszGey9HDi1IcTmmSqdcw6FFJbvNuYnraU94BkAPouGf8AldI7BFLGUKWJsbwLoHXIz4ar2gor/pDRUfTK00LuPYEGbSqxbFzXs8SdNDTDropUTE52WLUIBkoA7MzCHMv4HMCOKiwZob6h6ocVXOnfyqaa8R5JNF7c3gw3vY0GFrgqReSwAD7Fr44lz7bjjUhHuJhuFWXtvH/K2hQDmAN3oxr1/Rrkeu7pUnWxPuqQAAZDwT3qpKzp28qmnTP/AKojFhmQRuGstdqbioEo4Wv2d6a6iJVeFQK3emF67vb2hGYIlVQrBA7Zs8jlOhc962fD+7tPhEgwtUGHq8kgRRyA+ybNWg6OcS29eDpDe/lVKBa5bksSvRzYnccmt9XpMVw3I7tXXxLt7fYWQ32YKCTMOvAuebdpbkqM0woyp+7LDkhMwoyp3gAOQ3HzCHTMOhRCW7x+yL7dGSr3mj3uW0P3YhBUaY9mkgDixgzy7K1C6FZWuhAPriEkkH6hin0UzDfIX7TvoFsWpFTTDhmVs6nKyusJ+W++LqxahWVpoQL/AP2CLAHI/s8gHtHOSkxMUXXqpOkv8kmrFeyz/wAn8TRifN4KH1qS/wCxLb0q70rsWxc13MU2VJlCaKl/VWY8QSACTyEVg4zG7a4RC0wyG5za8r6mKddy867kT9VXWlSETi0eooocuSwgOYB8PjXyTR5tKE0VAbtlYsTSYihFCiU9fEu23E3imIbqm6V170Vgygj9OvYqc50/sjRL0fsSchMONZayW9dwnbEgdjZcE/LSpGfFFn9O/c+hJhk0V7Xw4e4O0YBlIMwvJk9v04+JyYqixKfU/FplL6Q3WXg0w7l6tjuqDNoCDu4l9FJiuEqVBxaVpp4ni23MbgvIufPuLDe/NK5TcLRu2oXsQ77EAZkzW9nCvl/aaBUpfmZhVOguebbttughRxYw3WJxdOrAfibeHcXaTkJW4cZiHgDMJzdv03iH0VShP5v+NrHIGUDJNl+d9wqWGs0ZOrR3CLqMK23erRMM7dZH4suzGvwVFiBKQGduMBBGYOY2XWnWK070fDtkWLnVMO5erZY2hC0wdWvN32M5TFsEE6K1+LvplLOlxrfsXOkEgQVlzrsgAAyExXIJ5tEXSoG7Qdd7vL3Py04s0pBw1uhuTQEE5DbT/DeyeTTEv6E7zSpNCBfFn9AYni6LMN37Ntx1EIIBkAJe4rQtMKmSa25tMTwoaUA25O+yjrYl22PUvxahZo6a9w/JZheCERjkpMoZcmteZvf+EiqFAA2Yx+6g5tKkCIFl7kZIveMwyZYltnexv/HaDr4o+ybDyMot1rtQW1O6qvelNWjieLS+rpB7NKk0L7nbZStkroVPyf05f8+qV9S91Pq2WPp4DixlaaeJ4tsxP8161QDIATGvySVgBAJc4RCZhUK1bE44tpeCh6ROcpsdE+UY5udO6FmDqBrDHcT+bFlvJdhcDFOzemYUcGc82l1grWYZCubt3m7RKwhJ99l76KyZhk0VfRichAZmOcBB+/cUOCuOawgWgOnOdO3dVc2ldek6m4tstcIhaYLN3e1tnG3F7Hq1uC3d2o4S60tE1XsGbgmwjMEStzQWRlnTse4kUHmTsSpUOy7Cl7tQgACgCGtS+rcBBJA5js3U2XBT3V+kOMpxAg58DB9+EAjIz4UeTECIioMlG2xNaFZUgrQLsShUcvuvSjtmYBkO3WtVct9TIzEyHKOvmIH/AGaTlM88wZlkeP6dzE1qPMQ2IObQ31/3nxNXvPiknxK+zT4j2Rp07+VTTpbvKqa8R/SasR7LM8T7LMsT7rNOJ91mnEe6zTif7rNOJ/usZMTn34PGkGZDnCAf0A5tRi3eWDFL5qwgxNXvBfX/AHgurPJxNaf2nTJ/eG+r3hxST4lfJWnTt5VNOls/1TXd/qmq/wDoszxHssyv91mi/wDuJov/ANgmi/8A2zo7v9s6F/8AbOhf/bOhf/a06F/906F/9s6F/wDbDQ552tPhj/tafD+7tPhV82afCpBhavaCioeiCtB6ZoUeQmQ/VpAPMQ1p5qJ0Nf8AQQ0VH0T4er+kFFY9AgqTyQTICZD/APhtmOX7PC5H/wCdCcoDn+7AfsvL7+yMyMyMyMyMyMyM47nWnWnWnWnWnWnWnWnWnGdadadacZ1pxnGcZxnWnWnWnWnWnWnWnWnWnWnWnWnWnWnWnWnWnWnWnWnWnWnWnWmTTrTrTrzrzrTrTrTrTrTrTjMjOM6060606068686860604zrTrTrTrTJ5k8yaZNMmnWnWmTTJpkZk0yaZNOvOvOvOtMjMjMjMjOMyMyadadadadedededaZNMmmRnWnWnWnWnGcZ1p1p1p1p1p1p1p151p1p1p1p1p1p1p1p1p1pm0zadadadadadadadadedededeZPMnmTzJ5k8yeZPMnnXnXmTzrzrTrTrTrTrTrTrTrTrzrzrzrzrzrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTNpm06060606060H7S//xAAUEQEAAAAAAAAAAAAAAAAAAADg/9oACAECAQE/AH/+s7P/xAAUEQEAAAAAAAAAAAAAAAAAAADg/9oACAEDAQE/AH/+s7P/2Q==)
