2019年冀教版六年级上册数学教案:《圆的面积2》

2019-09-23 18:04:00来源:网络


  

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prHRq3xCziAOh3C3GsX9EO6KENcE2yDcmpHT62gW5bIQ9BHuknEPZYdxahfC9KK5YWx3NPSysnY2lW96veHc0j0un1Prj1A2Ok0m0cg/r/WTSTBMAts6JnQhaxmjy9TB6AQaBbNK83nFGE/LzRzPFnGr162h/EpZfhDUnNbavdNfiAL4vdpX9EvZsdGcQxkax4pxbpQcn93ZEEIOG2sSbj0Sq06aumEPpYAfhAh8CWk0rqtPPKNItghh+fwW4V4m4q4Ysy7hLhtVk0FtinT795nZIdLbJRE0OD1Go9oVcS8j3GmfqT7Qzm0Qz7Johgh8cxSWtzkvRyu7YUyYxb7ed/3qUOkvGdYj68o46e9otPRTp+MHNAm3nnFR1a32YbV95r4pXd/gWDSPobRd6fX6RdwhpH6PQtkjC0TIcFijcGfes48gMKX9NAMgCuHOP7NHHnK/iLtBgHwJueuIW4mhlM2pT70uUeCXjHd7WhKdkaAyWvX+7E6Vq3rXxNN4rqlaBmO9jHAbnKamOpuiXdN1egt3LqZa27T6943663WoimuAwNccocq9zMvUXm+K7EvjScpm4dZEU4bNDqAMi3vYmKnwqyl00ZBtiMrtNNIxxnLhXmX5Y5llJ0IOP/sj3I0Rd+qhB1IT7no0u9oaVp+o1JTmrUaUuxPuzOiVs4dN6fRyW3tt2DNFL/XwFVL48Jv6o2SAozTz0eBwVcpuTj8blkOWyVKowlNxUdG/ObIylKdUB37Tur4pmu8QfeNnlq5DRbir/dkm3NW+qtU3rUd23Y6I2+hgNqS0+wi3LtrmyDt1YLV9HtWyAqNjZhJuva5dSw1RYwaGkKGyT6lyfdIaPOs8vajEJTNWcg8mW2GgeqwDa2nL8mdWS5Vn0XPVSC61xh0F8NuihapR7konZ/VvNHbZvZMIG8WqO43blFIurtHQphU2ZeVRWFrfUNajQVW0jyDSRUUTBWMWxhCtN/RdvzoYUuV6Wrcy5vtG3MX9SB2usN8a914Kd6Xw9ixQqT/6ZF6K/lL3IatrJSXeUHeKNjnT2NeIW4lRm3Cvc427HoHXNtWk67qqjpmRNwh3ZcNN1+a0ZYXbnG5vSiPWdxabHB5THWtGrZoiNoloteKmzUidjkNTNGui2+GqR9Lm69azH8WYkLIl4tbb2NC+fnVoWodOBSioi3G/iDuEzJZ1svsfyvw801hbp3DrmaJQmjJAeS3q88q4bp5F3EElK6f6vDkzxRQ5OTM5FJvTdOHWU+hSrvo4j36tNEWcT3oD2i7mcpQTGIW77XGe3Ql3R3rfkKbujqSAklEuOR2mlKYpfdzj8a0OYVufcGvGuVpOxalo3TtR+WxJrPKd9ebotX8d2jfaNY6T1oi76mSm15G6Y9myJq+3wZhJ6MqsGB5JM6x99xnvulNvHMd5P+h17ZFJI+QM44DXuFNKxi6dzNU0opEOj1ozmn2f527fKFURqdo55vXafsJdFe16u/QdvuXrlHeDNxnpxsipVJlKpNmjz0ptahHuNgFYVbhLm6CqG7Z6r8eX66BHiW311pdE+tXBlCrX36suAay4q7waZTc6CZXvT2hZK9bb0uR4tvZvqexivNa3Y0gtJV6qgdY/TY9v1mrEiJuckezzc9zZhGsQ7jQlaNqV3WTYG3ddl54F7o9JZJsEcTdl9loC3BO6nxMurd/qhrDXY0QFeV91Rty1Cqwm3NU0fSjz54xbHwdbug4tLFUHU8StiVDlPi3XZ+VNXPXT649glse0aZwUdTOm8HtjfkysiaY9CoQQxaH5ytPVCCH3TwEJIYSQA2fgwk0IIYScXVC4CSGEkAFB4SaEEEIGBIWbEEIIGRAUbkIIIWRAULgJIYSQAUHhJoQQQgYEhZsQQggZEBRuQgghZEBQuAkhhJABQeEmhBBCBgSFmxBCCBkQFG5CCCFkQFC4CSGEkAFB4SaEEEIGBIWbEEIIGRAUbkIIIWRAULgJIYSQAUHhJoQQQgYEhZsQQggZEBRuQgghZEBQuAkhhJABQeEmhBBCBgSFmxBCCBkQByLcofQRRAdx5TOEUMJnB5JGIgQygD5CosAvj5kogC/Dfa/Z/lPvC0KGPi7WJtxR4EMIUToyO1EX7giBL2rnCyFRMy2hhPADROlnctsTSohWQxQh8A3l9ax/q1DmddotIaQQEL6E9H34vvm6oRSQQQBfSIRRAF/vM79usOv9aio3vXbD0cfGR4FvOK/S76a+anBEVN3LY2Upp88oTlk7i3Ka+qit7aHsP5b6EUJWx3uLuIay+Z5Ggaz1Ua3fWoU7QuCr85fvb6n611h2CLnSPGmfu8v3Rfme9mtjex2WG6vlsrLzas5V6fye9nGJOqNqO0pHue4HP0eWmx/q+vsxLg6GfYu4daNuFu7qTW4ZdPkNy84x3NSMXBTaBnF5YvhBVBYhXVhCWRkIYXlSLW2YdMHM+qWoa3UwlQZwFMAvXa9uGJcSbu2z+j0q9UXa98XAbxJ8CSl9BJGh36sTri2DEAXwfd9oYLIilMELc7Fp/2ybM1jue/VW/fy8P0yGr2JITMaj+T5U7l+HYcrrofWfMbKu3Zf2OuvjqjRXa+OtVqGivkZntj4+Q9nhFKuCO53uXn1hLKuvM9HD8e8xVutlZdfvsk897WNpzJTPMTvWdUJpGBNrmiPrnB+leqxtXBwMaxTuukHffcTdHhWaPtM6MEwDPL3B7RF3kWYpDE8lA7A0+sAxTey8QekEMg0ss3DXg06TUPaLuJVgRwikRJgJd3rN4lqq/jXhbsoOLJH6N3rBUQAZRIUzEUo1DtKJnTk/xWcNjp7JwTMZhs7MTkN9a85mc7vNY7be7rJRUg6ksR8N7Wgz4rqz2NpnrRFbw/zV7rnZgQSa7UF7RNjdF5Vy1aBosQnL1aHej6b39XkmETQ41nWh79O/2KVwZxm/BsFawxxZ5/xQ1dvrcXE4WJ9wt6b5+kTcWTG6d9TlBVXKaRnE9c+VRbox4k7rERjEvXVCZfXflTOS1nNJ4e72ZOufbYq4zdFttQ1ZtqAh4q6UmU2S0nAJpXEymoyhEuy6g+NLWTYGoYSQEtI4ybN66tmOynl61NHT2ehtmHJDYR6/rVFNrS4Ggx3o128RiiiAr/VPcQ+bHSa9f9r7RBsnfaOZnmvx/fqiKjhB2dluulZXHZYYq+U6qf7olxHsYx+rdV1GuNNx0Wu5ce/myDrnR6nN6xgXB8j6hLvF6zIN6ObI2GywOr3UWqqu58TQIu5G4c4GkR8gyNrSKyXfhjnKLkc/An4QpO91CXefiKE5NdSYKjdgvHcybBbu6uQIpWpXzfiFkEKt9Rvr32X8jROu5f6EEjJU7weN643IU8Zhj3EYto2PDsFtHlMNzp4Ma8JrGgcybNqYk52rC3dLZFmJuAtHqSkduUL6sXM5Ytm+qGR/9LLahLu1Dlk9+o5VLSMVSHPdq6X3tY8dWZB24e5ht/Z4jqxnfgD7Mi4OkAPfnNa16aGUBulMzVWNTJt4NZ/nB1FtohQDKEuJKyMUGCfUboU77aOgbZ1w2VR518RccXNaNaWk9YFxjVu/h9p6qK9259TWUMtOwzKGP4sgZGO7fLX7qv/409pbXxY2Ozf1iDXtj7Qf2gxTKU1taLe+NJCP2ab+0Y1PdR5pYls4XNU6mMuUxYlpJibNbFSXdzr7uGuPiqEdS/eFISWaCm5mX6Spsb3r0HesZvVQfdXm8C9lH43X6WuL2h3adc2Rdc4Pdc01josD5JBsTkM9Qu/l5ezRwDRGNOWBqG9sUIMyE+6qd7ibiLsqKKZydiPcLWJcEc1lIu4mqhF3FPhq0lSzGpX+bdrZmb3XvaEpda6CbCOdj/JyQ9v9aU9LZuuS/YW72tfFfZCyJaLQ50PDXKhHKy310cS63L91A9tbuEMVYWdpURXM+A3jFmgfuyYMKfoGI9qvL5rWZtP5HphSuyvUAS1jtZryNYmieSD1so/l+94UoZrYG1u67BxZ5/xQp61rXBws6xXuKDIKQZMxyDz+9I99FO4ytV2VlZuubngI6UvIlR7TKF2s/jktFW8wD0sItzI6vi8gZNDa/rZHIbqE2xQVKO+2IVVuWHowTwytPSXHomHNVatPHsGXoszy+lzDp/vvYO54TTWtQ/i0N0tZHu2RR1GLPADo+yVMSzlaNqMuCKpc3/cb0rLNc7W630E9lpiO3cw5aFzjrGxO65jfJgfN3M89+6LRQDeXvVQdeo9VUzq437jrso8HLdzmejS/tr75AaxzXBw0axZuQ1oU7Ter9BhBu1oUBsN8Qo81XlO0UTdw1YFRFqqej2mo0psfW8vXvaop5LC8UaJJuE1irw3Otk1qJYPQ0IerCHdjf/QUbj1qMd6/rtm07Bp3r/eXFe728Ze1Wx93belRXTT1jTuljFDPDVbGx37QLtzF39W0ZTH2sjrU+yQds5kT1bCpq8hqaZ9rcYr794UpJaq/V1/CW6YO/cdqJXJsGRdVuuxjV2q9fZf2QQj3euZHdt5ej4vDwqH8ytP8xhw2N0fHZHSqEcdSZZknjhrYK6Te9+xLYbqpTchskjRlDnoJd3c6tfMLEqrGrdPZA5Y2Svm9M9dlmYiiN9VoNd/c17KE0OQIG+rQugdFE+e2upvHrelxo37OYcuFlugLU2S1wk73eiWWGKuVPlhhDLTZx9bocNXxVr/Kns2RtcyP7JoHPi7Wx6EUbkIIIYSYoXATQgghA4LCTQghhAwICjchhBAyICjchBBCyICgcBNCCCEDgsJNCCGEDAgKNyGEEDIgKNyEEELIgKBwE0IIIQOCwk0IIYQMCAo3IYQQMiAo3IQQQsiAoHATQgghA4LCTQghhAwICjchhBAyICjchBBCyICgcBNCCCEDgsJNCCGEDAgKNyGEEDIg1iPcoYQQouPwEUTaZ6IAvhDwSy/WiQLfcE4I6QeofzJCIMuvh1IibC4dgV/Uy3wtY6Xg+36v+hNCCCG7YZ8i7iZhVeKohDwV1FTAdZGvimFdUBvKr5TlBwFkpWypq3goIfQXogB+Q70rF0Lgq/qHslImIYQQsoesTbgLQTYfZeEthA9RAF9XvlD2iGLNwh1KFT1HgQ8ZFn/XrpHXoZIFgMFJMDgW9aMtqieEEEJWZ63CLUOURDJ/TRPjqsD7UjYLtyaaMowQ+GbhlGEhuKFsEFe/mkIXpToVYq2u0x5Fa44HIYQQskb2R7irqelaFB2qFLZS3M6IOy9b/3xDSruPcOuibY68Vf2ya9ayCX6AQNajdUIIIWSvOfCIO3tdCAkpfQRhvzXuvRTuSuGGNLrxxFKUXa8TIYQQsvccgog7hPQlpC8RRgFkEAGhzM8zieE6hVvfXBZKUd6sVq5FOT3eIPj59anqhBBC9oADjriztLQuguVHuEyPb/UV7q4NcsZH0gxr32bNLa+xqzV3VdeifiFk3nbJVDohhJBdc/h2lVejbEMkq4QxhMx3bzdH3Hldqs5DhcbIvBadh/kjZbVy0sfJQm29mxE3IYSQvWT9EbeJ2oazVLgb083lqFuJof6aSbgLga2upy+noebHxJoIZcv6OSGEELJL+JWnhBBCyICgcBNCCCEDgsJNCCGEDAgKNyGEEDIgKNyEEELIgKBwE0IIIQOCwk0IIYQMCAo3IYQQMiAo3IQQQsiAoHATQgghA4LCTQghhAwICjchhBAyICjchBBCyICgcBNCCCEDgsJNCCGEDAgKNyGEEDIgKNyEEELIgKBwE0IIIQOCwk0IIYQMCAo3IYQQMiAo3ISQPWe2SPDOd78Vf3XFS/FnV16BN7/2NQhf9Qq8/YpX4K2veXV6XJEer668Vv37CsPfVxj+rp6323Kaym0re7flmMt922v+GO949R/gja/9E7zhT67AO171fLzp9a/Dq//4CjznSU846NtN9hkKNzkjSQAkCYBkASBGrL332S9+AZ/6/H/g0+nxKR5LHZ/+/H/gs5//PD7z+Qif+vzn8bno8/hs+v//HkX4UhRha2sbv3yH78ZrhMBbhYu3iwneJDbwBtvDXwmLx5LHm4XAmyyBN4pz8FdiirdYAle634BvFAKP/NZvO5hJRg4MCjc5I1kAmMcJsLgVCXZwMlGvv+Dy5+EunodnHzmCZ2xupscRHkscz9zcxHM3pnjqkWP47WO3xYvGm3jO5gS/fewInnrON+POtoPrFjt46oXn4yZhAbYFCBuxPcLcswFb8FjlcARm7hSwXWDk4A2TDdzXcvDK+/3ogc41sv9QuMkZS5LEiHEK8zTe/r8f/xBuvzHFHwgBuAKwNKNoVQ7b8N5heO0grt30nmUBlo25J5BYAnAt/K3w8JC73w1fjRf4nTvfGVcLgbknEDsCsS0QWwIQFo8VjpktcGosANfFRzZcPGZk4wr7HFxxn/sc8Ewj+w2Fm5yRxAAWiDHHDAmA4ztb+EX/+/ArYoQrvBHgeIgtFwvtiLXD9PpheO0grl1/zwGEg0SoPpw7NmB5+JqY4OEbY3zuM5/Aifkczzr/IlwjHGx7FrZdJdqJsJGIEY+ljzFi20VsC9w0PReXjlyEGxu4SkzxuntTuM82KNzkjGQB4HQ8QzKfAwCe8cyn4PeFwDsn5yHwbMC1ENsCCx5LH7FtYdt2cfNogh1rDIgxEve2eLIQeE7wbADAtfFJPOOC83Gj8JAIFzu2pYTbElhYFmLLwiI9Yu0w/b0w/F0tw3TebstpKret7L0ox3TEwlbCPR3hFeMJHj89gp3NI3i3EHjFD9/rAGcaOQgo3OSMJE6AnYVa2P7wB/8B/3tjjOMjG+/yxnjByAVcFzPbxo6jHbZ2mF4/DK8dxLXt8usz28KOK3BqlKbIPQdvFwKPvPheOJ4oR+m6ZIanXHgBvi4sJMLBwrYws10klkAiBGKhIvDYSv9ff636t2X42zL8XT1vt+U0ldtW9i7KSYTAzBHYcVIHxxaYpQ5PbAnAcfDJjXPwSM/Bxza/CXAcvEsI/OHFjLjPNijcZNgkxT8JYgAxEsQqQT4Hbjp1Ky656/n4WyGAsYV3jMZ4uecBtt0Z5fAwH3Pbwsy1kAglJv/muXjAbY/hk5/5dH4vbkxiPPWCC/F1IRBbDmLbwo49QpIKFA/zsbAE5rYS7rmtRBxC/X3zdBO/67j4s9ERwDkP8ATe6Qq87j7cnHa2QeEmwyZW69lzLBBjASRzxJhjJ1X0Z/7WY/FsIQB3imRk4e3TI3it6wGWrQwijxUOCzuOjYUjEI8n+A0h8EeveikAIInVRkAK9+p9G1sWTo4EZqmA3zoWmE9cvGZzA7/pujg5vg0WYgyMBP5qLPDae9/3oGYfOSAo3GTQzJBgjkQ9tL0AMIP6F8C7/+79eLhj4drxuYDlAZ7A649t4KVpxE3hXu1YWAInPQF4Lt4oBB76Mz+BGRLESYKdZAcAhXv1Q2U1trw0bW4LbE0cfOLYGI9ybPzr6DzEnoMtywZcgb+xBP7oYkbcZxsUbjJYEiTYTmNtLAAsgHmaOr/p1lvwS3f8HlwlHMA5goVtA57AGzcmeJHnps8WH7SRHt4BkaZzRzY+73j48dudh09c/R8AgHkSI4Za46Zwr3YshIUtVyCxBE65AreMPSTeMTzddfDizSNYjI5ixxOIrRFg2XiPEHjlfS4+oBlIDgoKNxkwCRLMgVgJ9xaUYADAU37tUrxECMCdILZs3Dq2AM/Cu7wJXkrh3tUBITAbbeJXhcDLrrxC3YottSEw23RA4V7tiIVa185S5bPxEbx5chSPG3m4+sgRxK7AzljgZm8DsD28Twi8nJvTzjoo3GTAJADmwEItdJ9MReP9f/1G/ILt4WvjDcAWmNs2tlwLcCy8dbSBF1O4Vz4gBOC4eKUQeMRDfkbdhgUQL2LESYLsu2Up3KsdsW1hYVs4MbIR2wJfPHIUj/bG+MCRKeA6mNkWFo7ASWcCOA7eJwT+8GJG3GcbFG4yaOIkRhwvgEWCBYAbb7gej7j9t+G93gTwxljYAontIBEu4Fr4840pXsA17n4iYgnEwsLcshEL9dw7bAefEgIP/pbb4Ytf/bK6CfMEJzHDnMK960M9DuZgYdvYnmzg2ZMJXu16SMYTtcvcttXz9NYYcCz8rRB46cU/fGDzjxwMFG4yaBYJsFjEKuoG8ISHPlylyKc25rbAzLaxsC3MU0P3trGLwBtRuHscahOajZOui9OeQOIKnHaneLgQeMOfvwEAMJvNkSRJ9lReDoV7tSO2BBaODTgu3rpxDI90XNwycQDXxdyycuGeU7jPaijcZMAk6vGjLfXXX775L/AYIXDSPYpTIxs7jqVSi5pwv53C3fuY2xZuHdk47QmcHAvAG+GVQuD/PPIXAQDz+QKz2QxxHNfuDIV71cMBbIHrJhM81B3hPZMjgJs5n03CzVT52QaFmwyYBPF8C0iAz3ztWvzE7b8Fn7RUOndmu5jZFO7dHCc8F1uOjZktAMvGJ4SH+9/hO/GlG64FACwWC8RxjCSpxtsU7lWP2PKA8Rgv8xw8ebKJZDTFwnYwd61SqpwR99kNhZsMFvWb2yrae8TDfh4vFgIYOTjuieIbviqpcgp3/2PHdrBwLMCysG0dxS/YNv7kvW9TnV8PsktQuJc/IAQS18Y/b94Gj3ccXL2xidh1MHMc7DgCM4epcqKgcJPBksV5r7/y1fhVIbBjb2DHcnDaUxupZj2EOztKxpNH2hcWdmyBxXiKlwmBJ/7aY1S/LxbqC29aMAq3NUJiCcSWhR3Lw8K2kaTfDrZIN8AddJv341Dr2AKJcHDS8bDtqr9hCVy7eQSXjj28eXoMcEfYctSX3bSnyincZxsUbnLoUT/RCWAeA/MYOwBi9dAwPvflL+P+tzsPn3IEEsfBtjXFXNiInQ7hdpRInLan2LbH6Y9fWNiyJ1jYFhJLYMdyMbPSH8awDt7gr+tYpCnYWNiFuAgLc0d9O9qHLRs/fYfvxI1fvwkAMMccqG1HK2MS7pk1QmwJzC0bO7aLmWVjYatjZjlnlXDPXIG55eK042HLFdgZCexMN/DKyVE8wx3j+OS2OOV66lxb7TdYULhJCoWbHHqUcCfAbAeLeYyTcYJ4nmAHMR794AfhdUIg2XBxYiQwsyaILQdbI4Edo3A7eN54inikBPq0N8K26+UR4Slnih3HxtyxMbNVmjKLCg/a4K9TuLcdDwvh5r9KtWNbiD2Br4/G+CXXwTv/7t0AgCRWRxdm4fYws23MLBtIo+wTzhGcdDawOIP7t9bflsCWqyLoxBKpgzTGJye3xaNdC/8+2cTcm+CWsVrXVj/uYmNuU7iJgsJNDj8xgHmMbcxwCxKkX4eNV7zyxfh14eDk+FzAE9jyBOaWh4Xl4NRIpLvK6xH3C8c2kpGHU84UsSMwd2yctjcQOxbgCZx0p7jFPQewBWALtdHNcg7c4K/jmNvqgHCxsGycGglsjdQ3eMHZxNOEwOOe+CsA0j0Fi7j4XtkWmiJu9Xveql8XtsBJe4ote3TGO0flw8JJ18OtYyXcWxMbN03Pwe85Y/zpdIJbjjo44apzT3sCW44FCLsl4uau8rMNCjc5/MQAFgucRIzTabT3mc9/Bg8+5zb4pHsUsD3EjhKcmW1D/f5zc6r8+WMP8Fzs2C5i28bC9rDtHMEN9hS3jDaw5U6x5U6x44wwc0aY2UrUDt7g7+0BIXDKS38wRDiILQtbozQCtEf4oBjjwd97Ia49fTMSqOWJJO6TKG8WbvVzlZbqY2eqviDHUlFofED9sP/9bmHbcXHrRDkv8DZx5WQTjx172Bodxa0Toda905/13HaKn1RlxE0ACjcZAAmAGDFiqG/mmsUL/NL97oM3CoFF+o1SiaWM3bYjEAsbEFaDcNt4zvgYEm8CuALX21NcY98W1zjn4X3OHfEX9kW42vsW3GqP8Vn3v+ILznnqB0rOwGgQQn0n9omREu6FlX47mmXj6+4RPGjq4e+u+oC6CTNgjhiI5zgFpD8l0kxVuGELwHIBW+CEu4Gr7G/Hf46+Lc9qnHKPYG55Z8XmwHzd2hFYuA4+O70tHu06+NjGJmAXX7Sy5ah9B3PLxo4jmConORRucuiZp0f2CNJLgufjt4XA9mQDSboGGIsRYsvJ1wQTYTc/xz0eAa6Lk84RfNb+Fvydeye8yf1evG70o3j55P54vXcx3u7cGf84/m58wboNZrZ3xqZxZ446EmHjpGdjblmIR0fxe0Lgsmc+CQCw2AF2FkCMOZJ4jnjeuakct8RbuOwud8SNQmDmOPiSdxTvGf03fHByJ7x/+kP4I+9/4DXT++KfRv8fPjr6JvyNe0fcYG0AlgCsM3uT2sKysOV6gCVwemOCJ2xs4FXeGBirjWqxsPLNgrGwlNDzcTCiQeEmh544niFeqB/Zvuqzn8KDbnMEVztTwLFTQbWRiBES4ahHbSwLSR5xG4R7ZAPeFKfsTcAbI9r8LjzZewheeI7E6859MJ597JEIRj+NGza+A6e9o7jFO4a5a52RUXci0p/qFC5OujbgeXivcPCzP3BXHN85AUBt5j8FAMkCMWL1m+cdG9RunS3wmxddhOuE6v/rvQ18ZnJ7vHbzAXj+5CF4zeTBeOX0IXiR+1N4z/iH8G8bF+BWa1NF3Ge4cMeWjR3bAzwHbzsyxhPsEb42Ohexa2HHaRF8RtwkhcJNDj+LGbCIcTJe4KE/cjHeIixgPMK8Q0jNqXIPb8+dzQAAIABJREFUwVhge3IObnWO4bg1xgcm5+NFzgPxt+Mfwsfcb8U73IvwVvt78a/ut+Ma7zycclzMzmDhnjkC27YNCBvXeS5+furig//44V3dsuPbCZ5w0V1wjRCA5ahI2hO40rsrXuzcE//qfQM+bn8zLheX4B9HdwEcLdI+w4V7IQTgWPjPzWN4tOPiqokNOJvYsY8hpnCTHlC4yaEnfWQbz7/8mfg9oTbzJI6NbdtJo+tlhNvFC0cOZqOjOD46hk9Yt8cV1r3wbvdH8A77QnxUfBNeZf8Y3jO6G15rXYB/9r4Hp91NnLa9Azf46zlUlLftCcAd4beFwDOefRkA9Wvnq3J8fgJP/L474FohMHNtXLN5Lt47+Q683P0fePnoAfjryT3w5vG9cLn3MLzZuwjv874bx52jgGWdualyS61vwxKYT8d4+ngTl489JGMLseVgZk8Rt2yCbBZu7io/26Bwk0NJkiT5AQB/94mP4CFHNnC9M0Lspt8+ZXmtX9rRJNzP88bASCAZC/yTuBNeNbo//tS7BL83fjj++shP4WGj38E7j/4U3u5+F6Lp7bFljzB3zrxd5YkQWAgHc8sBXCUC//MePm5ezJFgASRdW9CauX6+gyffJd2cZgt8ZfL/4w+9H8NbJg/Gq51L8Cb7Pni5ewn+YPxQvHns4/nexbjZO++M3pw2T3fUw7Vx1XSEX/A8XL2xAaT7MXacbMlnWeFmxH22QeEmh5I4jvNfndra2sJP3vOueI8QgGvj+ETgtCsA0S6mzRG3C3g2To3G+IB1EV44+ln8g3s+3u6cj09434XXW3fHB6c+XuD+OP7vxvmAK7DtuGfkN3vFlo2d0Qg3ihEeenQDH/jERwEAyc4i/x74Vbh5J8aT7nIhrhcCiXBxi3c7vMO7Mz4wvSee7/4YrhpfgDc6d0fgPggfPXIh/tK7EDvu0TNWuGMhMHdtzC2BW0YjPN7x8LZND/A8JGKCHVuJd9IypincJIPCTQ4lSVL86tTzLrsMvyMEdqYTJOmzradcu/PbtszC7eD5ow3AHWPbmeBL9nn4kHtHnPLOxdxzsPDGOOkdw78434pX2ffBZ6d3xLbr4IS7qSLTQyACqx7V72VPhHoUaz6d4veEwAte/Aeq7+dzJNtx5wa0Nm5a7OBJF/13XCsETrsbuGZyO7zV/Q58ePLfcaVzV7zT+z682fVxhfvDeM/kB/Ea97444X7DoPu3JtZWltGwEFse5o4DTGy81HVw2djF9tTG3PUQCy/dr9HuiFK4SQaFmxwKFki/1hTbAHYwS3eRf/Cqf8AvTsa40R5j4TpYWOoLLOaWteLmNAfPG20AnnocRz1HbGNue1jY6utNYQssnClOO9P08TIx+MfBIAROuzZOO8r5WDjqWWJ4m3ibEJD3vTdOJEqsF/ECO0n3I19tXJcAT7/gAhwXAnPbwY3ubfH31p3wudF3IXZs9ey2dwQfGV+EK50fROheiG332Jkl3MLGtmNjy3EQCzXmPnTExSMdB/85VRseF47d+4tnKNwkg8JNDgVJkq5r4zSw2AYA3HT6JP7XXb8XHxQWYKs09TIbl/r8OlgmaiahM0WoQz1iOxVu18HcEdhxBXY8G5+zjuEXzj0Hn4n+RW1FW6hn5mfo/na0Nm6Nt/Ds8++IE0IAjnqW+7jzjbjZPQ+n7Enxlafjc/H10TfilLOB+IzblOapHxOx1VeW3rixgUeNR3jXaAx4DnbssvO5SDevUbhJFxRucjhYAFgkWCDJf8TiWU98PH5fCMDZUMbL7h+dLCPcZ8OhjL2NmW3jxEQ9ArYYbeKJQuCKV7wIAHA6SbADYCe7H7tIlR9fbOGZF9wJXxcq4k5stZt6x7awbXuIbYHESb8T3VbiPvSsRvWILbVbHEIAIxsvn07x+PFRnJ5MAUsgti0ktoWFpb4vfpZldxrvIXeVEwWFmxwOkgVm8QyzVCze+YF34+dcC6ecEZBuCovFct9nTeHW+sIROOVa6le/bAG4U/ylEHj4z9wPO4iBOZDMUAh3nBTP4a3ADUmC373wInxVONh2Roht9dWn+Y+JpMfCslKH4szb/Bc7AjPrCGCP8KkNG4/wPPzr5m0B18nHcZyK9sJuj7bbhZsR99kGhZscCpJkgRPJDEkC3Hz913G/i/4b/l6oXeSrRmIUbnVAqF+ZumWcPkdsO/iCNcX/+ub/go9/JVI34BSAWYIYatligSTdc7AaX0sSPOXCO+MmoSLLhWNh29pIo1CBmaW+gzu21D3askel3wM/E46ZIzC3Pdw8vi0uc1y8fmMMjDzMnOK3x7NfZ+sS7URQuEkBhZscChZIsEh/LvJJl16K5woBjEaYey7m9moGncJdFpGZrUT8+HSCXxECV77mtQCAOEmQLBY4iTnmyQLYjrEdJ9jexf28IYnxjAvOx0mRbvZzLWxZG1hY6mmAHdvD3HLyyHuovwwWW+VoORYW5raFWKSPLI4d/KW3iceNJ7j1yAiwBU57br6en0Xbfa5F4SYZFG6yv8Rq05P61usFgDkWWOB0Gt29661vwS8JgePuuTgx8nDas1b+CkwKdyYu6jvbE0sA3hhXCAH5cw9UPR6rb0iLEWMbMeJEpc0XiVrmXpXyr4PZiG0LO3bzl4sM9VjY6hfplHhb2HbUMbcE4Nj48ngTj3FsXLV5LuC4mDsq+7GKo0LhJhkUbrKvxGkaNkYMxDGwiNUz2wC+csP1+Lnv/DZ8zBkBzgaOey623NV3dlO4U4Mv1C5yeDY+bTn46dv/V3zxumvU/djNDrQWTL/HfSYKtxpnIv3ZzeL/T3kCC28TTxuN8LLxFHCOIrYFbp4K7NhOvm9jqftI4SYpFG6yr5zCQq2dxih+rzPVjsf/4i/ihUIAkym2XJHvtl2sbFAp3IlQfbg9EjjpjvEoIfDat/45AGA+n2OezNZyn88m4U6EhdOuEmsIgeNjgVuOWnjPZAOPcT1cMz0H85HamHd8bOG0M0Kyp8LNXeVnGxRusq/sYJbtfsIsBo6n3/Lxpjf+OR4uBI6PjwG2hUX6eNCOI1p/6rDtoHCrIxYCGE3wMiHwcPkQdSNmwCKJ1XeSr4GzRbjVkw5WHmmfHAnseC6uPrqBX3EtfGB8LhJvgpmjnqWPhYVtx17pmXUKN8mgcJN9ZgbMVcR9HMBJAF/+yhfwoG+/Ha7yXCB9xjdOf5Ah23W7ilGlcKsDlosPWyNccofvwNU3Xa9uwxbUZoPdfMtKC2eNcFvp89e2EuZbxg7mk3PwR94Ezx5Psb1xDKdtgRMjgbnlIBa2eoZ9hWsxVU4yKNxkn1E7n5JEaQewwO/+9APxYmFjPnGxcAR2bBsn3CkWYoSFo76ecxVDt6xwn4lCDiFwyvXwMCHwlne/Lb0FCbaTGZJ4lzvQWrgpXuBpF1yAG4VAbKvNaTMr+2lUSzsKATzovlr1mDsCJz0VccMZ4X2T2+ARkxE+f+Q26ic8HYFbxhZu9caIhYsdd7X2zm0L26lwL6xRLtx/SOE+66Bwk31lnn4XNuZqYfvPrng1fl0I3Lo5RpJ+c9TCtrHluIiFk/+G8SoGdWbbmNmOitpTQ/f2sYcXjTzAtQBLIBEOEstVv4fsdP9wyWE+FrbAzHKwbbvq2WBbAN4GnisEnvRoCQBYxADiBNtYqO8iX1PEfXw+x1PvfD6uFgILV9VFfdGKg4XlYGG5SISr+j9NNQ9SvPPlHAcL18ZNkyl+yxnhLUc2Aa/4UZo4/bKZ7P9XudbcsrDtOIgtgVg4gJ1G3D/8I+u5ieTQQuEm+8p8kSDZUWoRfemL+Llv+CZ81p5gMSobqb2Ifme2owyqLTC3vFS4R3jxaAQ4HiBcJPYIsTPGzHVwYmRjxx5m5A2hhPv4yMFp18bJiQA8F/8sXDz4TnfAtV+/EQCwWCzyX11bJ8dnCzztgotwbZoaji2BbdvBSdfGtiOw5ahvcVNiZg32e8pjS2DuWFgIC/AmeMH0CJ7n2ZiNJ1hYzp5eq1G4L/7Rtd9PcrigcJN9JZnvIJkBpwHIB90fbxIqKjzpuntuVHXhXggl3O8YeXj6ZILrplN8eTzBV0YbuMGe4BZ3hJOei1V2+x6W47Tj4JRnY8cVmLsCx90pfmHs4d1//7cAlGjvl3B/fTHHUy+8CNcLO/+xlnm6gSu2i//fdpQgqcj74Ptw2SMWAoljAZ6Nj2wcxUPcEf5tQ2V0knxpYE3CnabKX/zDTJWfbVC4yb4Sp7/89fwrXoZLhcBiZGPHsbAQe2vkEpEKt52l20eAa+FvRh4ucR288MgYz9v08NKRh1e7Li53Lbxn4xhgTwcZccdC4ITrYWGrr4iFPcXThcBvPPn/qI7Pfn1tH0QbAK5PZnjK938frhY2YFuAZaU/JqKWJhLLQuxY2HEFTrsWYjFMpykWNmC7ODl18JjRCFeOjwBjD0n6hTfrEO4k/Z1vuALvFQIv/xGmys82KNxk3/m3f/80Lvmm2yKyx1i4Fk6MxMrfjrascP/V2MVjLQ83js7BdZPb4AbvGK4/+g0INjfwBu8YYG0euBisfFhqPR/uGB8SHh7wAxfh+p2tXf/S1ypsn5rj9y/8Xnza3sBX3SmudTZwnb2BL0w2ce30Npg7IyS2hZkjsDVo4baA0RRvHrn4rfEEJzaOIhGW2i+x4u7xpkOPuBPhALbA+y2Bp9/tHvt7c8mBQ+Em+8oMwEPvdx+8RQjAmmDLHmPm2mvZmKSEW33PeWx5gGfhL8cefsO2ELsOEtsBbBfwpnj51MOfTjYAMVn6OoclQoelfpHqGm+Kh47G+OBV/wgAiOfps/P7yM2LBA++8EL8rm3j8o0RnrUxxuXTMZ469fDqyQS3To4C6feWLywLEB4Ou3AvtO9Uj0X6gy2OwMeObuBSZ4TPbhxB7NrYdh3s2AILy0YiLMTake2mr/6dNPytvzazC+GeOy7gCnzItXHv7/jOfb235OChcJN95WWveRWeINQPiMARSBwbEB5guSqduleHLZCMBBauAwgXi7H67ug3jY/gMWOB+VTtKoelfgTjNWOBv5hOVF1SMe480s/C0v62BCAsQFvb3c/j5OYRPFkIBL/7OwBUsJ0kc6xt+3gDJ5Md/ORdzsdbxlPcsDHGVzccfH3s4CObm3jpeIzrpxuYudlOeBsza6qeIhB26YjTo/p3bPi7et5uy9HPnznZs9gWFsLGwnGxNRK4dWOMJ449vHJyFPHoKGaWwK1j9aMusXAQCxcLqzhi4ZZey/7OXqv+nb02t1yccrMvbpnghqkLjAT+Xlj4yXvfZ1/vLTl4KNxkX7mP7eB91iauEQJf0I7Ppf9+MT2+oP1ter3ttS8Igf8UAp8RAp8UU/y72MBHhcA1wsZLxBQPEAIfFh4+IQQ+JgT+Rdh4shB4hrDxGTHFR4SoHf8sBP4p/fdjQuCT6b//pL1enO/hI2JkLGedx4csG88SAvJu34+d06fTn+hMgMUM+y3cpxYx/udd7owPWdOSE/Op6RE8f2OCq49t4pSnnnE+5Vo47XjYsdV+B/3IfrSj+ve24e/qebstRz9/y7FUxJ0+l51YNhJvE2+ZTHGZY2PHO4ITYxdb6Q+O7LhiT9e4Y6GuG9sCC8vB8bEFeALvEQL3vdc99/XekoOHwk32lcfd/4F43gMfhBdc8hO4/JKfxB9ccgme+8CfwLMe9GO4/AH3x/PS4/L0eJ72r/5622uXP+D+eOElP4EXXPLjeO4lD8DzLrkEz/rp++KV978vfuunLsFD/veD8aJHPwIv++WH4aXyoXjurzwMl136cDztUomX//Iv48WXPtJ4/PHjL8UrH/dreOWvPR7P+dmH4Y9++Vfxisf+Kv741x6LK379N/CSSx+Jl1z6cLzk0RIvefSj8ZJLH4GXXPqIxvL28njJpY/CSx79cDz5UQ/Fxz/+kfQX2ADECyDewb5H3IsEP3uXu+DDlgtYAjuewKmxjQ+fcxTBxhg3bm7kYp5F3okl8kfH8sOuvGZXXrMNr+1VOdr/Q1jqeW1PYO4JbE1cfG56Hh5j2fj4hge4KipP9AzMGo7EUY+fQdiAJfBuIXC/e3GN+2yDwk32nR0AJ6DWu+P0SPb4qJI0/D+A3r87/dXrTuLLXz6Fa647jSuvfA+e/KRX4NprZ7jh+jk++i9f7FnK+omh+lb9ZOcCc8yQ7LNw35TM8FMXXYC/H0+B0QiLsQt4m/j00fPwx5Mxbtk8D8loitjzsDXxsD0ZI/amWBzSI3GOYns8xY23cXDqiIut6TE8dbqBZ0zPxZenx/Bv0zGuFyNc7YwRjSb4mtjEdWKKr1rjPTmutaa4XhzFlz2Bf59McK04B7faR/AG4eD+P/D9+3pvycFD4Sb7zBzbOI4FjgPJDDsA5tgBklNQkr43hxIsJWILKHHO4s4F1M+LIlZfuzqD+k+cqB8ra3IEfvNRL8PLnvNe/MtV1+CfPvglvP9vPof3v+kreNYT3oZ3/fXHMNtSv1Ra9R722ilpc1ay9qofclE/n7qFeJ9lG4jnO7jX990ZP2O7eLzj4pGOi8fZHn7eHeFuto1HeGM8yvUgXReP8Fw80nNxqeNBHtLjcc5I1ddz8DjXwaNsD99jWbj0rnfFc+59dzz97j+Ey+55Nzz1nnfDU+9xN1x2Tx9P2bPjbrjsnvfA0+5+MZ55j7viN+/zg3ja3S/Gc+7u47H38vGTD3rAPt9dctBQuAkhhJABQeEmhBBCBgSFmxBCCBkQFG5CCCFkQFC4CSGEkAFB4SaEEEIGBIWbEEIIGRAUbkIIIWRAULgJIYSQAUHhJoQQQgYEhZsQQggZEBRuQgghZEBQuAkhhJABQeEmhBBCBgSFmxBCCBkQFG5CCCFkQJxhwh1C+gGig67GQRNK+MHZ0QtR4J81bT10nEXjjJDDxBko3BLSFxCievhY3sZECGplSYShLP/dVJfG94BQmuqoHTLUT4bwA0RpffK3Qlk+TytbBgF8IRFGAXy93KpjoxnfKPBLdTAU3Z89L7d8L1QZIaTvwzc5a9V2N46FzNnT/pVhT1GKEPjN9zhre97eKIDfq/Ht5ar+LI/nUK4yvpsIIYWA8GXav8LYF/3GWYTA9xFE/6+dc82SVYXBqONiQBkPo2EyDib3h6I8AqJVdh/67r1Wr9NdpcgzXxLwWGvJmpP7sxs/VvcFOT/P+rvbvv64nbw1Flu5fl8beZ07fbX/lOOR9kGzDpndGlkbeqwjHLR/iz8j3NtELSLub0UEh8HdF3Esd/UqjfKzhWTUo7u4LQNf1qFpfJLPV1+IWto/pYE8jchnAvtWubHdpyGNfXwn6g6y1M7O6lW830Qq9l2QgXreE+7SgbGcrtFyt7F1pnPy+bjFuVn3dX79yDyL5aTzvfy7KDe5N10ntijn62BEuK/WZs5bY5GWWzjkyXem01vVuazjaOaxfd353GSML5yHrcjUOfimMwkpf1O4Lc/yYfhYGdu9fOdXXb2YEzMXEntxBHHqve0BO5FEuPsRSBX1H9G59dz6sy3y3xZYKTKfRNzfLzd3mlbvsjENchUVxCiy6BMrMndeg+lsXEdCp7HKx815v/2dOV9p225GQmXrvhZxl4ISf6+d4jvzLH9EKfTFvXci7iLrdDW/rtfmW2MxUO6Zmrkh3EW5e7aoZfsqe9YV42T8y2DCdHiCSto3QbSdkYRP+LPC7fx6Tq5uinIgbXbcn5TvnOkM1IJilz0ecV95z7XnPmxQg6iIbKIi4Xup8lfKjQbKqYjTRaSK7KUp3vu91oOPVKA/tlmcD2dE2IrIBtPe0YFxe3mpQ2M386LcIOb9nwv3HQfxxjw7RKS4d2ml4O9E3FudRdop4LT80bWZ3PDVsViztHjhvGXZu4sovxLuVFx9Hr0XbTj6MPn8+KyzvZUHE2UdmhW9sSUBd0C4RzgWVV5+nj7cjEg6mev0YlnfRvrUqG/LU87XUhSga4N6GLEkeyDSjowv9+QfljuOvUUwVt51ujNIEo3vjkdMw5vlW5F6HQ6ewnI4MJuDUUX+t8vdhK83Fs+wo+x0Lt+ZZ3mZp+B7OR2ZSowHhTvOyfSzdjp9fG0mhb0yFlv/hVNgqwxEOteN8nrCXdaxJ9zdSP7sN9MmDW0xsDf+Fgj3Bb1UeU8QDsOw+nPftKpv4/BSWt/uISsrdVcetsqeWn821eG0M33onOHINAXrSrjTPde9j/YxaEaypeGy5tiemZHQiWate67K1VKgvvk2Rd5Xx5ZOcy6NCvcubnulz3419mc7cz07L7A7Q9fCnXO1NpMLXxyLpE+qOiTCHedi2tdXqfI0ZV2cwxmNuOPnm6Pp1IfBPe6j6xDtN/kzwq2q52RMhVuk9kJvchiZsvz0u6waVkovX5x3I+6k9AsRumlQZYt+WieHn/FGuaWhO0/lSriznVB+1TJIaTrYrkt5+jY/qLj1QTjmgiGI5j7oVbn1/XG+fcdYnkIQ15C9T3lXuO35Xz8+jz6vDqfdFe6RtXnW+Z2x2JwOv/WJud9fb39tjqq1fdPah97F29diPBZxxzd0tjrKPhfidX1zSor8bf6QcBsL7RunytPDL6lDECO+ykB1IuNsf+3pPuf3hPs0MqcTsR2i+kxw3ym3FL7zRLmdbmzfW3IY2ayM9r64ZZRbArLeEO6Rcvcrz3Gs6vxwr9t6xTF+ZvbrvXk2Ov97rzV9JtzjazPW4/tjkabsk/lQOUfnQcy8/y0x7hwg6/VPN+JOX+FLHAhJHSqE+Tf5I8Jdvk6x8+kBiijah3faO7BUGoZ2erz83SqjeSCqUXbWHsugFkYgPV1bHURJPr+bqPis3J6nXqTKrbLM1+7a42Fft2QRU3qgKT9cFOvbLz8Xbnt74265aVQ3lH4/WzkQCW39LOlrc0HyPdlY1sA8SwWwfU4iOUFtHyg4+u6ZcI+vzdfGoiXOZ0Hqstfw+ttj/VR5+ozczjw+VV5G2Z8e+IWP+CPCDX+FtiffeoXqs9PUtaGuo61PUtB3Iu4xrvdQe2V3I6XqBHj61bXz8xs82eP+Hs/G4hDPp2cyLlPlibNRPKPbP633wxsiTdT9eyDc8A+x/69l8BL0L8BfAOEGAACYCIQbAABgIhBuAACAiUC4AQAAJgLhBgAAmAiEGwAAYCIQbgAAgIlAuAEAACYC4QYAAJgIhBsAAGAiEG4AAICJQLgBAAAmAuEGAACYCIQbAABgIhBuAACAiUC4AQAAJgLhBgAAmAiEGwAAYCIQbgAAgIlAuAEAACYC4QYAAJgIhBsAAGAiEG4AAICJQLgBAAAm4o8Jd1BxXtffrsZErN6p82v6gToJv1ehK4Lk9YUPWNUL6wVgNv6gcIuKW3RZyh+np70PKsuyCcDq1RXXPhOGVb353Ha5mWh+UTDvlBsk7Zer61f1bru+uq9fIXUiKsuiS7PsbUwWJyrOqXP2OARZVLxXt4iGcuxSpy3I/vc2LsdjgxR1CCqLqFmrRl8EScrTm31xQZC0jyxH9N48C9L+fvXSrPfq3eX8fdjCrnNdOZLde2rHI0hjLMv7XP+6oTEO0h2H2u7oYW/u9OV7YwGz8meEe1tYxQI3o7Nz0ZaLs33PCGe55UKTYJW7CYaPhioViUN04nVXxiE1QoPlVg6LqJRGvuyc1avb788MWfK53TUjbYvl9cYnEdnqmYZxP54by2yIdKv+pnCXRv8LWZ5EAKr2msKd9EHpuBjzd/WumoO1QCYOgYTznqSO5rrIxMtyYK4djXKe1XVr9HHRfud9tVa2ogfqkJX/dIzb1502oTF2mRi/NRbwV/ibwm15wsfMv/C2f0i4T+MUVBanPiQL+SLyNh2OJ+UawlQZicZzT+E2xNAwSm1HI++7/PfaEdsMrGUg08/uOjt79OlbEVRat2JOlXPtg6zJ0fdm/5X9s6oXd4yfJc5VuUHU+aDezGbs5e5zYizK2+dY/DiIMbZnv21VTcZpOMtkC2Kcg7F9x5ysyr2KsNPy742x1U/tPiucrjykL4T7rbGAv8CfFW635XPrqLOI6K4j4+wp7bTqDYfAXOzOmXW0ylkuvfqxclfvtrTzEZXWhue81atLDMPW32fqvKiISvphs0/vCOxev1Hh7kZI16nSo80tAVi9OvF5Gv7pdocl1Ntk3NtROjZOnTtFyzl3islgxF33QykW7TR6m976MJxrK0NyzLt2lCzhdFCtrYBmBN1wVJcPxjhztjpOVLk2ncgN4f7+WMDc/M+F+xSdXsQyRpqONYxIVm55jXGfJQBBdBFRcV69lMbpbrm1YZTQOqwUr02Fu5OOK1OYiZGy9zDtKDuP8PdU6JBwx2rY0VCZdkw/z7IZV8JdjlNxfVNUmuKyFCLQEm4r3bp/1p1nyRwoHDFbLO46Q0YkeJl9sbIfZdan/ewx4TbGp7nXfG+MW1mS9vZY0v+3hPsLYwF/BoT7DeF2Xtdj37So01ZbW2Cbi3EXzsyYq2F875arpjErRT5GJWl/dQ9kpRH3kZ4VDc1sQR4BB3Fb2ropzhfCPSQWef1TsTjE2xRuIypezhStPDWWR53TyLAXcW/iFLzb+ilpcx1x7xHbPgeD6fTl+6r5mZEiDWuwOVZXbd/T+05UOqfZXxXu3vexjjfGeDTijp9vZ0mKLaxq3H5iLGBm/oxwq+q5eFLhFim85k9S5d2HF8Z12VKYcZGVwp3tqRUCm+5PWeJcRWrJfvNouWmfGZGotY8+LNxhi7DjM2Nqs73ndhqqOG72tYPCbZbfTxuWYhHESq229ih3Y+qfv6oWxKmIUwlhO1XfjEqTOgTZ5ldIDtcZ8/cYq14aPYvyfJE9im8StM5WjKVlt/uTVHljW+FHIu68kDrara63x3g84o5vvGx9LPs8j9fl1Xp/LGBu/pBwG/utl6fK7Vc8PhLumHrNDkqVC/4ipd1Ng/UE6ka56YGbIn2e7ZlmXdMW7tTYHnvnaQSZPj9xrCphqvpR/6uVAAAgAElEQVTPavv7wr1/OCjcnTIGiNsHY4JVtqVIizbeXqjT6Kr1q3FHhYqI33ruHZLXL5My15gtqB4/JtxXB8PMV7Eu5vXdMR6LuKNtKpz7JOvQfI3t62MBf4E/ItzFu7qRC+E2+ehwWj89Oxxx64VH3RPuu+Uaxil/lzj9vC3c599l2vsU4Zhyrw3zdo+kz01OQJ/XNoS7J/ZpCtrss1QAkmv2MqPhXY+21VsJZxs+ewVnXLhH51lxpqA8LGVOsCKDcxXFxno2+nfr207GaB+fWgzTMq/f/V5K0bSvtPvucjvE6pu0fWNjUWZLrtbht8cC/g5/RLjv0BbumHb7PFVuFl4LdxaJlkalVdaAcN8pdyh9GD/KzwRYqUn78Flahi2QVnura18g2+9t7o0bTkkaCQ1lSq55FnFXDcqEOhOeIMe7zr+3B3r9TnQ97o0MS8NReZL1OLk3xt3ntU7xNyN/BBfG+B8KNwAAwLwg3AAAABOBcAMAAEwEwg0AADARCDcAAMBEINwAAAATgXADAABMBMINAAAwEQg3AADARCDcAAAAE4FwAwAATATCDQAAMBEINwAAwEQg3AAAABOBcAMAAEwEwg0AADARCDcAAMBEINwAAAATgXADAABMBMINAAAwEQg3AADARCDcAAAAE4FwAwAATATCDQAAMBEINwAAwEQg3AAAABOBcAPcZlUvXtffrsYw1BfgLzGfcAfRxXlddVXvFpWQfH78YbGqd6LNK5r3BxWXGpHiuc3PnrCqd059YrFW79T5T0xYUFmWo4wgiy5L8VNUfPXuaEt5/dM2rt7Vz70oN0hnvG4TVJaivNWrazTI6qfYh6sX/WhIqjk1Qn/+vlvfm6xe3UX7/qn6AkzGfMKtmhjcaMwMoxwJshuEC+HOrs0+NI1skERgV68uMTx5VfuC5XKVVpd+71z+d6uNAwTZnpXVu0Eu3Of16ecPKrA7XKrlWFgCfTyr7JPC0TAdkVb/lmPZEe6sDsm8+NyRMuqh5/i0uZ6/r9Q3yI3+Pdsyct17/Qvwt5lMuLfosWdISnHrGnbTaG/R82hUeEbJdtTdFbvCUQiy3b/dkzgjq1f3ULQ3xyEVyY5wV46DVy9OfYiffxgBW06UJZ6X2ZP00r09lTOnDUesNSfqfsmFJah3V+I6SiLcuzDW5bbnYavO79X3BtVcbTsc/0R9ASZkPuHupuAKI5GJQidiSQSr1ov8mUcEfYhEamw2xyItIxqnMvJ2fs2FJRWrw/h1Mgl3SIzpJxF3n5G6xjE4x6IqP43MG8KbPXVUuI/I0Z4f3ai/qsdA9qZf69MBHUmZX2QG3q/vIFZ2pBN1/3p9ASZlMuHeaKWfM9uWpWZVb6UaMwE2nIXVqxO/R9hl2jevSyrc6X58JdxHHRuG7/aeqM2ocDvn9oj7OuV5swJHn/leWnTfJw0XY320x4rmrwShuY3SyOxsA6nOiM5vdsK9Pe6L7YK369vMWpXbDotT73Nnyfz99f4F+NvMJdwXHn2dPuylGzup0Z0tdd0S7jKS35/VOOh1JdybcbxOYz8Vzrh3eCXc0Sk66+VU5IyMHu1xX+yTVuOxXz+y7bC1Jz3Ut4+H2V+lkxXvsYX0OCS1j1OQDx2ooX4wnMvSAWlE4F+v7xM6bawj7n+gvgATMpdwV9xJqY1G3Eb0dSnc7T3w4VR5cv2I0btHJzVdPltCnSoPW/Trv3bKu7/vuSxbND4m3GXfJ+MhnYi73JowBq+O5vt1GSfOqZHIu37TQFevYu7dv1XfG7SibKNO/0R9ASYE4U6v8M6IetvCvUXkdbnpfumdw2nN6wf2erskIvV0jztI6zDfE+5sW/Q/67bHOPyXp3lPkTffJlgaKfcbh+caFcsPp3XKsk6b23NqtL5B5cVUdO8tiuqE/2v9C/C3mVe416uTziOnci/eS45pv1K4s1Su8Zyk0Fuvg3Wu7wt372BYHrH1T1Svuq6WcMc9yZ7Bv3OQ7pvC3R/fbCtiv7k3JunZBCtajFmJNiP9sAt3PDQYpOrbWMfzUem+sH2Qbry+o2M1soaKw36Xr2Xer29828KseyHyd64FmJV5hXsSfiribv5nJbei9Wioa6GvD+19wk3hPvZNa8fhTsQ9TGngg6jzPvuPbPq3Dwh35RD2t1y+Xt9PszhWHUzRNtr1Yf8C/N9BuP8EQYVI4h+BsQCAd0G4AQAAJgLhBgAAmAiEGwAAYCIQbgAAgIlAuAEAACYC4QYAAJgIhBsAAGAiEG4AAICJQLgBAAAmAuEGAACYCIQbAABgIhBuAACAiUC4AQAAJgLhBgAAmAiEGwAAYCIQbgAAgIlAuAEAACYC4QYAAJgIhBsAAGAiEG4AAICJQLgBAAAmAuEGAACYCIQbAABgIhBuAACAiZhUuIOK87r+meeAxeqdOr+mH6iT8HsV+hFW9cKc25ixLz6r8+qdblM8qCyicbYHWXR86s/Yb3CHiYVbVNyiy1L+ON1sfVApv3Ne1yD533uJq3fJtXHBjAl3fu+Si01Vdcme+4xVvdn2wTpcln0ajPPjQjRXr27vp7L9x89xfW6EuuUmBIljeX3tVu/t+uq+HqtXJ7LNFbPsJ85bow9jidIer9XLeN2tJ7fGYv+xmhikXdf7GGPdHeP3+uI2q1c3MNZvj9/RVbHfglTr+Xkd+vO5cpa799QOwthc6q+Ps6x8vprrOrXnzR/DjnxkI3+f6YR7G7xiIhkTO7nDvLacBOeCSSeVNWFz0XR+zRdbWpdiUjkfcsF9LOBnHUtDLaHsj2uRzyf2Vrbfyz3KMY1v2j+5o1SNR8soWuXuCyt1pKQ0VNY9e/nZ2F4Z4/T5plNVz4EgV4v+2jAdcyYZK9to3iRrQ14Py6ge9aj6PO9jSyjajmLRZxeZklf64sKgW2X3xPBH6pyUazpgxTwcq8PA+i/Gpi6jIdzFnHHeV8HSaVMv6mDa2XS+jjrQ7evOPt3LNeb8LGI+t3BbizOZhGYkfNxTC3cqFL5aOPH6ZELtC6YfcZ9e6Wnwt4n8POt7R7i7vdlwTPIUnfNr3/haRt80NKLetwzqdZSWOUhlSxLv/BTuRvTXdWJKcUv6aJ87dd/edY5Ko7s5dF8zGsf4J2NpjV+QRpbBKnKv/1FOvQ7qewaiH325L0ZJMkj7B13n6+t1rkSwdJjrtTpeh9TeJOUMbz3ZYhjnRKxHPUfS5/cc2bL8Yj3tWYdRO993vjprYthu/j7TC3cU41pcjFT54tR7w6hpJ+LeyzujlRsR916GN8S9LRTnfc308tVCMCag7VxcC3ezzGMhiYZB4babYhuP1TsVn4pEXX6WUkwEYZsjZ+q8fJ4U7egv1mQefdAes32mkzWWRrwofS/jLKtKM6aR+YDBGhbudF6cjT36pBv1v9IXA1w4c1bfvFXnzdlprKmBiLtXhyroKedz8kwJbWc0ZgS2zOVIBL3Xp+GM185jKa4+D3SKcrKs0f55KxuRjasIwv1TjAv3ccM+MZJ7RLYJerXHbRmpRsTdFO5oyJxXH42fFRHdIt7X3se3hLuu44VwJxGZfTimXpDZ4ZoiUo2LPivLFLraaEhoHbiJ16bCbUd2x/Mai/fe/l6Di5Sz7VDu1xQOyEcE2Y3vlj1qGqR9KyE0HMsqi2HN3SvhaM73d/tiSFTic3zufJi/v13n1au4fYvKubNMa4tqtA6XGaY6eKgzW+01MCbcSV1iwd195kK4yzXUE+5y7rbGz+pbhPs9hoX78tDCwB53anAO0agj7nLylvvLErb6enOSfyjczut67OMW/ZLecUu4nTqXLJbmPnEi3AOLN63DId5XKfhioZdiGD32NKLsHk5LI+4jxSgayghk6NDLQGaimVGQTAiDNIzdHe4e1Nmvr48L1FsSdRYjH/uecGdbF0YbX+mLu3T6zo64v1/n4DcHSvwp4H2bdbcOq3px6pyodE6dvyrcve/Tepapcg0qy5n1SbNmoxF3/Hw7M+PUB/a4f5bytGUaRZfRTXp4Kpks9uG0ZMKIJKnqM2VuRw25MSxTM6dwGw7BRxF3/H330JcyKsrbV09QY0Hui+vsxr19XgyhakTcfj2diKIOuYNrp8/KupTiYkX/w8Idtgg7ZgLOg0CdLYvUKWoUu1e4Ts+XqfmyvldO1ke051dsszeeZQt3OQ7nWhHpRNzpPnpjrH+mLy5oRdnN/fvv1jk9lJatPeea2wx367CtmyRV3qjkj0TceSGD+9CnLSrFeCzijm8jbXZHdu2I17Xm/Og5kJ9kQuE2jGMzxTEm3Lmo7RF9aqQ6KZQgxcAaHt62WFqvr30g3Eka/mijMbHPepR1rE/cV3uTRT8sWR82FqmV3irrkF5rbW8s5aJJHJSe8S9+L5977J3Hvo91be73Fin/ziK2TpvbRjw5v2BtrZSG6nEQcON0+8Vnl85Q8mVmzJ3XNRF5cyviR/qiT++A00/WOReh6Njurytm62y0DvHa2llfvTMFdlS4rw6Fma9hXazd/cLuocqyfmMRd9SNIuiR1J4VAdlR1g+/ljjAZMLdOI19S7jj/lDnveLqdQF78eWibRsn+/3wtD1PD6f1U6LPT5UfjTP76DxBWqSrL+pRvYpxPOM8ab/WlqFatJWjdHzeFu7z7/rE/JIaMQltoxXnRRAjZRkzK8k9Hccs20svMzTmfubTw07fFO6x+TY6L1JH6vt9MXLKv3RQG+U2otm3xu/os4uT36N12MpL56vxql6R0TqCjcH/zyJ9Zj/b0BiXqzMu2fd14Pb4VHkZZRd9TcT9T/CL/wuaYey1jPRucf9UeXHBKSw/MCmzvbfmYRn7BPhYaq2XQcnFudcvx4ne/FMj2knSxHe7r4yGghzvvzbr9vjQzE3hbrwquX01HnEP86N90amDKayNMX65zpXwjbzGN1KH8+JLO1ivA+ue04aYaeuPsCLu9tsd3We20vDN6P8H3mL4Av8j4QYAAJgfhBsAAGAiEG4AAICJQLgBAAAmAuEGAACYCIQbAABgIhBuAACAiUC4AQAAJgLhBgAAmAiEGwAAYCIQbgAAgIlAuAEAACYC4QYAAJgIhBsAAGAiEG4AAICJQLgBAAAmAuEGAACYCIQbAABgIl4T7tU7lfBW6QAAAP9PXo24gywqYft3WfKfStRXr855XY8/beFfvavK6pYLAADwh/iRVHkQp349xdgS5dU7dX5VDaLOr13hbomz9Z3lNGw/omg8AADMxjvCHWQTxz2Cvo64V/XuFPdKZItInIgbAAD+r7wYcQeVUeFevbpFNCT3dCNu79UNCPeVyKcOAQAAwAy8L9wx+m6mqlf1bvtb5BTekVR5TMGnTkK3Rsf1AAAAc/IjEbfqvoftnC5LLp7b3nZQ70R9J0J2+01nOY0o2lD7IJuTsAn3mZYHAACYjdeF28uZAg/eqYSgUh0MW9W7/LNWxH1EzatXt5102/41ythvOMT8jLjra490PpvkAADwD/OucC+LSsgPnm26GL+L144KdyL6h2DHvWwjij72zve7s1R5UDkecP6+eiEaBwCAf5aXXwfL09LtV7nGhDt9naxOo2/OwCngdUq83OPO98uJuAEA4N/nH/kvT8dT5Y84Dsixtw0AAHPzjwg3AAAAjIBwAwAATATCDQAAMBEINwAAwEQg3AAAABOBcAMAAEwEwg0AADARCDcAAMBEINwAAAATgXADAABMBMINAAAwEQg3AADARCDcAAAAE4FwAwAATATCDQAAMBEINwAAwEQg3AAAABOBcAMAAEwEwg0AADARCDcAAMBEINwAAAATgXADAABMBMINAAAwEQg3AADARCDcAAAAEzGpcAcV53X97WqMEkSd/1dqu6p3Tr9enX+kjat3eT1Wr07C71Xof8eqXvK1OeWYvDifgyy6FO0P8sKa/Oeo5wY8Y2LhFhW36LKUP88WQBCrrOQnXWhBdHFeV13Vu0WPr4JUCzKWLd6rW0TD6tWl5T51QIJk9XPeq/TqfN540+kJW7lOVJxT5xbToD1qY7zu+H5V70TPWoe6TcmP1bzKAHZF4nRirgxnkPx544a2bFPxrXfVnP2OEe8/t762P//TMbfWSvx+9VLV/d6YxPqMjUt+m1cnss2ZZvlvzOdGX3famTkzLSfhlp0JKktjvBv1GJvT786N52x97r0zbMG9Oo/3xb/DdMK9dWghPl/wjrsDZU3847O4aFsLJ/l89eqyRf9p5iA1GEVZWZ2vJ/JS1qtyhM5nlZN8vI2FEFeCbQh3UlY6Rqt3eR1K47qISmlErDHcy8/Gv2pDv159BgR09eqcK+rfdk7GSJ5bOHl1X5zXrrshzJ5vrK+j/5PvzMj67pgc/TEyLsZ9sbxD9FTfm895/0URceckze1G1R8Dgcewnen0jynco3M6uc5yYJ7OjY9J6184Nrfn8yfr+3eYW7gvDdLNcr1R3rKoE0kmfj8KjAYqnAXvBsSaDC8Id1ykQ4v1TvkdJ+FBG3Ph7Qj3nYjbaHMl8GnNEoN9CkRpGAunR0IthJUI3jTOVb0+9PYLAyuyG6posKp++lS4g/pG5Hp3TFRHx6VuZ3cdFu387nzO522QpdHPffJxv2lnji6Rph07r78zp5O1Ke5ojyXOZx0G58YtBtZVVeeR+Xx3ff8bTC/cfYOU3dn2VPXCWGblXolt7Qm+ItylcQ7Xwl16ve023zEad9rYWHxOVD6NuONnPo1QOmK/enWJgG5lW/v/RcQhPvfue3PuynAHMUX866nyy3Vy4dANRlVWWbfGZLthcFy2ayXfY2gIxFvz+aL/rPoU69b59ejLSriH7cwFvfG+nNNb37u9/1e//b6cntXjuXGXNUuLF2Vlc+HOfP5gff8i/yPhHim39tCWjgheRYGb5+33BfhDEXerL3YvMnrAVVbBNHh2VJJHRE/a2EptfSLctShIaB2GidemAtGKhI1UYZn+7Al3MypI2rhse62moDyeH0+E2xC4Kh3aEMG4TrI+vDMm6fUj41L3b5oZs1Ozb87nZFtiL6xOwRt1bgp3vPzazmh8bvJd9uwr4e7O6VaqvJhbsW+G58ZztjEKpw1pbm2NzOcP1vcvgnBn5RaCYEWvt/epwo8Kd4j1T+q8enekgMYibqv8ZDuh2Y7BNhZG5mupctX+WBX9kba/3RdGKm0XW79qHfUV7Rw5TZ07Id/aXzvrLTK6x51kbdLxNKOq/aDR/l2QjpMxMCaxH8bHRfO+P9KyoiFYczRtZ1L2N+bzEZUm7RnZb977zhTuJ/vhms+lQ7xN4R6d00nbdvuyxDnScPpvzY3HJPVqbomMzOcP1vcvMp1wq+o5EVPhFqm9pRvcjbiTylykf94W7nTxbJNZJE1PZo18INxJ+UGMRXKzjXsZ3rst+nIxFWoId2H8rlLlxz2N7EfdHaPCnabSki2TZTP87WxFfdDIMgJWu4590gecc9iKisw7qu0d55LT7sb9R517qdLzg+ExycrWizkatgh73X/flqprzNGzbV+dz0n7MudriWdm+vvyVxF3XvfrNHPZ90H2U/HdVHlvTpeHHJ36kKzLT+fGAzYHz2/1Mh2kO/P56fr+XSYUbsMg/sap8qw+Py/c8bWLPKuzRSzNxTEq3NnhjOJkslnfwTYmkdCaZQa8Kdy9VzSqNqZ1ztJ8S74nl93SFoiz/NbCbtQjqfuY0Ur6JzNCjX3dYYxUebMu6xmpZmPcMl7JeZGy7PRVpQdjst02Mi567p/HeVq+Xpg49q/M56OcwtlM12UZ/RsRt9XummfCXT2zLOtyTpfPXfPDZtXcGpwbj9gycGeQko5lWcfR+fxsff82kwl3uTe6MyTcTw6nlRFt+XViNHrPtYxA13CM1TmviqtEsdrnSzMTA2m3OKkl/Q8jkpOidXp3vI32gihOg9oh9ZkCvkqVH9WwMzE9gTj/tlJpaV1qYcnrlqb7rVPAZ4RtpkObVuNqbvSFO2/v9Ynd9P7WO8jNMbsxJmXd+uOSO3np/Lcd2Pfm8/l9e4zTvojjvfVdnCNXe/l9W1BlWpI6R7Fbb8/pl+dG3oHtOd0S56yPGmu2W+d76/tfYTLh/v8R5Eq494lX7hVahuBOZuKIUurnb0bn+enQWMcqWzBgnAYKtrMjF+JVbZFU75inZSdi/NFWx3XGpReFtedGrF/j/duq3jdO4ZZRU5DjP/9pzq0bY7J9fD0uV+8FV3P05fn822T7yM39ccPpuZzTL8+NqrixrEJ/7X1yqvyb6/s9EO5/mqDyL+Zp4B+AuQF/Deb0KAg3AADARCDcAAAAE4FwAwAATATCDQAAMBEINwAAwEQg3AAAABOBcAMAAEwEwg0AADARCDcAAMBEINwAAAATgXADAABMBMINAAAwEQg3AADARCDcAAAAE4FwAwAATATCDQAAMBEINwAAwEQg3AAAABPxjnAH0WVZLn6c+jW5Z/XqlkVd9mGPVb2ryx2/HwAAYD5+KOIOKs6rJamrd7voiobtA3VNMQ4q8XPx6t12z+qdSlDVILZwZ45E4TAAAABMxGvCfQqy/ZML7HqIsK5enYTzq0yMdwdg9eqGhTuopGId5HQSAAAAJuNV4ZZNVQ8htgS2FHgn8mXhLgkqCDcAAEzKzwh3Isy2wO4pcAk3I+67e9zbvjj74AAAMCu/HnHHz5dFVMSpD/f3uEcJgmgDAMDc/AMRd1BxouJEw+pV/Koa5LhOMmW2U+UZ1T3JvaTIAQBgcn454l7VO6d+TQ6n6apezhPoQVpiu5rC3b4eAABgfv69U+VlxFzueScEMcpuXEvEDQAAf4H3I26L6nDaLtwNkSaKBgAA2OC/PAUAAJgIhBsAAGAiEG4AAICJQLgBAAAmAuEGAACYCIQbAABgIhBuAACAiUC4AQAAJgLhBgAAmAiEGwAAYCIQbgAAgIlAuAEAACYC4QYAAJgIhBsAAGAiEG4AAICJQLgBAAAmAuEGAACYCIQbAABgIhBuAACAiUC4AQAAJgLhBgAAmAiEGwAAYCIQbgAAgIlAuAEAACYC4QYAAJgIhBsAAGAiEG4AAICJmFy4V/VONPx2NX6CILosZVvfa//qnUpZ8OrVLYsu3R+nfn3wwCC6OK+rrurdcj47iC5VRbJK3e6D1TsV79UN1XWrz7Is6oyLzX7K6nTe3/qxyr1Pvx9W76qxCfJwrADgV5lPuFev7rCUubGyjGiQlsFsGbmg0hKj1atzXnu2LsiyC1D2YV7eqUoqVT2sz5LvnKg0hSC/b6jtpRjvdbcFyapPvz9ucYxtHNdOXwTZBe9CuMu+7zgadn859WvZTmuObP0q4tSvpXBvv2/ieV4vIW1Hq/r785flYjwGHJjVq3POdL6uxxoA/hX+vHDfpyMWV8K9f+8lMYSrV2cI6mas7wq3amyzVCLj1H0p+i4FLBWWVEhqZ+CpkLeE8IlTsuQRehB1ztlCVUXzSbSfjHU9r852nt/FcXlDuOvfRyL5q+wHETfAnPxp4S4NZfVjisxz4T6enwpC955x4V69M+rbjrJG214L4CkysS25DqYRaPw3iZCfCnf3vqKdnTlQFy3qvM8cA+ecOr82HL2gsgve9n1QMb3B0tnY6hA6wt2u39oo0/4xtzB6HmsQU8QRboA5mVO47xi1hDFDZRjPIREujfX5rFRE8+iqnXJtOg4Smn0wGrnZRZdOjyTiVZbz7Yj7rMPlmB574cddY8Id70mFvKhrN4ovInnzWgkd4Tb6zHldmxH31pdenDp3kcq25kN1w+aQuFaU/s0tDwB4lfmEO2PsYFKQMhrqidjDiLtIu67emYeqojg9T5XrLeEea3sdVUahjwKef/7liPv2obdemjhv3xE1F/0UtyuCLIVjYpfr8k5oPLuXKt/75phD+98N4V692+vn1IeLLZqyjEYEnjthXz6fAAA/xnTCnRufQrgtI5gI6hl19gT/mXDbBv+qnAeH0xbRUB3i+qTtp5hHsUiNehmpv5MqL7lzUvxquyDfSln2w31RtK9P6g84Ugn9VPnmcGx77nu/WuOWnIuI/X+ei7DaXzhjq1cxnbg8CyTBLveYy5xYA/gn+dvCXRwMy0Wot3d5U7gbnx8GsPjujMZvCncU4pGIe7DtrfR068T2UU4sf01fq/q3hPv8fhPL49CZ+O4rXsc+d6gPFh6lGv12RMiWcMco/eif/RnemrPWgbS9HYbIlp819+7js7P5Wgp/Ojeku70CAL/DlMLdS6meRqyORMrosX04qSPc1V6iNw3q/kBdFqciRZ0z4z0u3JX4LkuWBs4dmidtPw/BhdVO5V/uA986iGdw9HHr2pHT1FtfpO8uV/MmORVuZioutiBawn3W8cF73Ma7+uZJcgnH87PUdyfTk0bYw/v3RNwA/yRTCnfTnrQO+hyGeOJTtLFtR1tq4xzEMLY32p6dXI/3Nfa+G5XsRtxxv/2fJBXros2pSJ/nFF11aC4bnyyiHT1Vbn39jTl7nQnhhDnAPEwn3DArra0JAAC4A8INAAAwEQg3AADARCDcAAAAE4FwAwAATATCDQAAMBEINwAAwEQg3AAAABOBcAMAAEwEwg0AADARCDcAAMBEINwAAAATgXADAABMBMINAAAwEQg3AADARCDcAAAAE4FwAwAATATCDQAAMBEINwAAwEQg3AAAABOBcAMAAEwEwg0AADARCDcAAMBEINwAAAATgXADAABMxL8t3KtXJ+FnnhVEl596FgAAwEOmEe7VO12W5fxxXtfqhqCyf756p6YOBzHKWNW7BeEGAIB/nteEO0gisk8EsRDYMCLcQdT5VTchFm09NYhTvwaVWK892q7FPqgsTrcivbr0+cdP+zkAAADf5hXhXr1LxHqLZjdBvV3QjVT5qt7tIpuKfvKTiXose/XqojinQp2VW4rzGdkDAAD8JD+SKl+9+0y4EyEWETuSD6LL4tSvm6MgIo1n7qIbRMW3oujFTrOXZdxvEQAAwPY8ugwAAA6OSURBVEf8gHAnkfDtWzdhdc5dCPf2DOeSyLqKumPUHFSOz5xK8BrCGVVn6fJYRhTpIxWPcAMAwO/wsnDv0e+DTeDjMJr47eBYZ385RvTb3vVeQGhF3Nt3i/Pqxan32+9rkP1ZnbR4KtzdQ3IAAADv8J5wZ3vHH5RR7JX3xLIUbiv9HSRG6jHKTjICq1epKtwQbgQbAAB+gXeEe/XqzNPW1uGvi3IOkV1UYko7iHmaezTiXtcovq6xx53WcRNpL+m+OcINAAC/wyvCnb0Klp3oVt3Ee+AVqj1idiJJ5J6e8N7S1ak4Dwv3kYYfyOHv++wSlIgbAAB+nd/5D1h6+88fFTu4x/2o7NY++7M9fAAAgCf82/9zGgAAAGQg3AAAABOBcAMAAEwEwg0AADARCDcAAMBEINwAAAATgXADAABMBMINAAAwEQg3AADARCDcAAAAE4FwAwAATATCDQAAMBEINwAAwEQg3AAAABOBcAMAAEwEwg0AADARCDcAAMBEINwAAAATgXAD/I9ZvVMJv10LALgDwn1FEF2c11VX9W45jVwQXboWb1XvRNtXXH1fXuvUr8kn3qlLP/g1gsqy6NL9ydsZZMnEIkjeto2tv3vl9tsfVJzX5hVBdFmSeqxe3TI6HqNc1OEWxnwJYvbB6l3SR6Hux2LexvEIUvdxe4rfbFujrmfb0mclbS3vW7266rnb9d67fa2Wjx6Zb1ad2vNh6+O8nLFy7/K9OWSNb3NePLZ7I/1wtultx/Fu+bGPyrl62Nt0Pnbn9Lv8AeEOKl2DW4tefu/AYlu9Ogl6LubOM4/BvCHcu4h0F1H2nVRieT05W/1gOwXd+vS4nMxlv7QM03ldWR8J9nNyg9Eod/XqLh2NWM5dp+Ta2Rjux2Z/tJ5x1uMwVkkfWZ+VxP6L1/aN3jeFO39+V7j3z/J+zOdKfv3ofCsZcKxXr845cz59T4yu6pvYospOlA5ax9YdNs76bMDuHc8YcKqHbeQNynXddQza69Qet8RGWmvqF5heuPveXRyg3jW9hfEsmrw02sUkE5Hcm0sXUZDzGUF0EX96wAPeb78fBvtnxLmxnI9qARcLZgvzGsbmJeE267obJed1tQxYct+1h51GKEkdeuVeUTkbW7+YQqdFxO3cMQ7b3Ez6KPbDXsd+xD2wFi4yHEPRSWMe5WWvGrxXaTlJ2Ry6M99GHbpW1b8Yca9eZVOKbQ4dEXB5mcui4aOPjfkWxKn3jXUqklx/3+7F/ktFzbZNuQhe24znlPO5n/HpOBCrV+ekmG9OXfL3Twv43MLdFa44kUIn4o7FtDr+ytstBjxbLPci7qZwayMCHvbuW/0w1j9BBhdSIzJqRj+rV5c6Icdng/1nCvegqATZDNWyqIQkmviKcMdLnfq1b3TvMR45ltF1OX/yNpzljKfKV/XiNmPmxzMxzbILB6IbcVfXxnqLSiWcd+Zb1oF9JyuIKeLfFO7Vy5n1iW21tg221Mi2zTMi3EMR90271+iPbd7V2zvbtbuDK99JN9dz93T641rIkzS9zFu5BZLMt9RGpw7/xy24x9TCPZaq6KXKdy4i15ZwZrdUxvl7wl1X92zPeLpmPFV+fnVj39dKf10JdxbxaEO4De9/F8N+xN2va+453xDuPYK1g4mRNPzT1ODWH9JxTs6ETi3cZlS2fXA6F6P1Xb2K9yrOazgE5oJLpyc1gBep8iqT4ZNthHLrYnS+5e2rxrG6bstEuVaU/pExT/ui7JdzjqdiFe1Hr87pVkh1ndEXI3ZvjecKzLm/O6+Hs7jVP/aZWecPz5mU9jA6QH072bbVW+ZACucp7O1w6kPeb5fnCL4k8lMLdztSThkQbvPAi97cD43PGvPi0mtFLva4L+rxlnAPR9vbxfu1nQjBSl2mqfgjPRivLQTVeV0ToflEuA+jcRj9OxF3aoxaJFGpfGGx7nNgq1ppwNtnFO5E3PHezTlp9eWNDEXKoHD7puGzsg2xH3KBzufQ6Hzr1LXRxlwMvhd5dcstggwzGmzUuTzDkF2XXn/b7o23a9uyybdrvnfAK6g029xzMK+CrLA7qS6bS6t3X8sY3GVi4S5PovaueyjcZll3ToJ3vLjUGF1M3u94cXeFe3Bv+6ykuT/fT5Wne2rb/purhDv+vuSCMpwqN8agEOAljd56ghzK+rXn3+ZUJtHsJ5tgQXRxomJFoQPCORJxeznFOHi31d3ou7Os/GTwpfH6esQtKse8LeeK8fvlfDtaWK+HhsBbma9bzq5FNZ6lQ9A6jLalyr8ZcSeVurR7TRtllFkK97NAxKrj2b4yiKjOv1w6JrWjGOLcj33V2CL4CSYW7p9LledlfS7c1feGcbLaFtNSPp2Ew4eebgr3sDOzc6SQEoGtDGPLkJ7tq14JqvY0W0bXaoc9BldnBppzYSg6SKPxXNw+S5Mlp8olPcnccLpihHCcCj73FSvhXuJefxmRxe/2Gnh3nA0ojZxcCdaNiFt8z/lLRMISerPPdGC+nWWPrMUqXd9IZ39O762LpT678ZU9butZV8LdsCEDwv2NiLW1pm+/4WNiR9y3thK/zNTCPSZa1wtpKOV+pI9aAzVyKnXwXVVNJnfikcZrjoNPb6bK70aJ1R7i3h/VazstgSzrcd2faZ/ZwjiyYPd08noaPDN9qnppZOp3ewujm6W7q8IHXmssT46LhjJLkL6FoMncTsSlnu9537ecxl6KPT7rvGYkqikc0GXPUixtwx7knDc9B+zcUhibb7Es+xR9O/NwJ9I8y71j7K9T8LEOWdp2WLjPPjLn9qXd65T9deEe77toD8IaM2vfEe4z4patzK8cPL3P3ML9Fe/2N04FRqNQHJwZTH+/8x89PORiYefG3IqAEgN553Bf8T6l3V9GGVlf2ym7ts29Gx3cm1tBWu2NKf3zlRTr7MDP7rW9sG4KpyN+9rxdd+bbrYoOiGnvTY0R8UmcjsaETJ2NphPzQ7btk1T5nfEd6bvMHsR1fdGHfcekHG/D6fvh98EmF279MF1xcx8X4DXqgzX/Nr/zGsz8zDbOY9yJuD94yp/suyfML9wAAAD/IxBuAACAiUC4AQAAJgLhBgAAmAiEGwAAYCIQbgAAgIlAuAEAACYC4QYAAJgIhBsAAGAiEG4AAICJQLgBAAAmAuEGAACYCIQbAABgIhBuAACAiUC4AQAAJgLhBgAAmAiEGwAAYCIQbviMIOr8+tu1gH+eVb14ZaYAfM6rwr16txn11Lh/w9AH0WVZVMLxIHWLaOje9FvlrurdXkYQXZLyjv75p8ptjFuDIIuK3/tp9eqWRZf443JDndVr9eqk1bNJ2/o1Ve+S5xk/ef0/6LPVqxNRWRZdynqX7c5+nH7Frxmci0HO+bt6p80uPu9QaZZ7r3+DtL9fvXynHwDgTeFe1bvdaCUCMGZMWkX2DOQHhvKtcrfCcxFavTrndY3/Piny9XK3tl6PVWL0q+cGlfLvRdRHgUyFO0gh8qXAFmNxelbHdat32TUS1HA8Puizbn0bvSOGyD/iFNDh8dCxtZYKfbe/LKfMcOyOZxZrvukUZeP7JScH4I/znnCvXp0TFZeLn3OFcb1LZchFQxSJbhT3C+UWxk7EEKEnEf1b5aomotSOttLsyXZtKdKqpXCfxjuoLE59SNqQ9q3Rtiz6z8bihnDf7bNLZ67Xv2GLzD9yoI6KqHexz7ffm1MxSNaXV8KdC6o1hrF/V/Xijn63xLl6ZhB1PiR1Nyu8zYWjCvJ83gL8j3hNuIMkhis1uqkgPitYnYi6ZVEJ0bB8R7hfKbeM8g5j90EfvFbuLtZ7NBXH7xSA9JnJtRfCXYrqFrE5U4Crv8OYcJtcRdy9Plu9Snrv8BbP3i9fibQ3B6CsY7a2imtth6ROa6/eZXUMYvXjln1xSQbGueS+wYj7LOtKlHtpewCIvCLcm1GQ0xge3vduBMK3ImOnriOw1p5bLh6J8btR7s3eUO9ERZZi37gWi1v1vVHueD0Xdd6rOKcuiYRSYxyNdpB47UjEvUegZTbDTH+fbRsX7rL8Vir3Rp8VEbcTySLOtoj3BWp0jLfr0nKKOu71OzW0zmLZEXfqDJz32tO7lSovxiYp19zWWH02n9r91ovOASDy4h73ZmhCGm1J2IyJjEYvVrGnIV/EfzfifqnczaA2DNuHWwZfLzcViF2o45iZUd4nwt10MJI9XSuCtIQ726ve/y6F+06fpRH34XiKhsv97dGDdXdp91eMnkuhvrXHbR5+ixH35lAE77a2JyJeR9ySnWuxswN2PRBtgDF+RLgPwyBhN54fHEJJo6Q0Ct2NyccOwRfL3Qyq/3pK+61y94JOMV6KQ2qVA3NDuI/fC7Hd6x6juDOtbkV1VU9UqXvn3Dm/igNSt/osbBF2rN8WOLqBPdifF+7jyTeFu/6+TFWXhwT3bFm5BZaWIHXfX9eHFDnAHX484q49++KAygXmfmkz5TrOeLn36luLS7z3m3vc3yw3tFPlmhjm49ovpMqbh6L0QgDWMwrOytnHyPf2Wft9tnq3v+a21zdGmR3Rqp/xTb4p3BeveXXPHuSHE/M+SATYynZ8Zd8fAH444pZtYVfpxice92lE1vU8OSwfp9tGyr1T39P45enA7wn3vXKv6t4QsVakZAm3JaS9iFvLfda+cJ/Ow/P3uPt9lgtWmu5tpaWP69JswVf5lnCXfVbX9Wn/Znv/Vbaj1yNE3AB3eF24c2OYR3HZYh45tZsdkClfI/lgX/dJuUOnjGNUue0TVtHJY+H+rFz7BLFx/5pEnI/qWZSZRa0tAYlta7w/nDkEd06Vj/fZ1X/GUh8c+wm+nyq/5kb/lhF1kO3w4ifbVwBgwn95+r8jqJCyBACYFoQbAABgIhBuAACAiUC4AQAAJgLhBgAAmAiEGwAAYCIQbgAAgIlAuAEAACYC4QYAAJgIhBsAAGAiEG4AAICJQLgBAAAmAuEGAACYCIQbAABgIv4DevHXZz6DWZ0AAAAASUVORK5CYII=" 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