U5L2 - Disease Basic Silas Taylor and Audrey Jacobs Enter initial population size, initial infected percentage, and speed of the people. The program simulates how long it takes an entire population to become infected based on the values the user entered. 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5P7cWkdhe5WFsDnyrprmBvxAny1qjzzXeJDIfrq0ok+73mdIP0bWrJWCtatjtCrsqVM3v1V/8uNGtMUBBxr19LdqWhszO65uY/Pcwk5jbSz4/YVy/RTkxC19GRBLmcqGdP0UlKwrBoMbQdHKRwzH+iiZSdry/Bt28RGRmERb4imJYpk6ndniNAqvAOg9wfcTPhIpX8nDAsWxajvHklV/+rLRueovD4Am674Xl8I2fzutHlqAP06Eyeus3QzmDLi4+O5t3M6Tx9voKOezVhoeKPZRweVgnDzdsxdnL67u/0pUP23Q/M4AECBHB/2zTm1T/J9Jm65FeWgFHjsahWTQIPfI9z9TP6HSvs5RlTiLl8nNFzw1gyOS/yvoOw7Nc/Qy892wKYnJBA0L69xC6ax50CnliG6fHQtTRdKq/CrHCRtFCO8ESjQ0KI8fIiMTwc/VxWGDs6ZckWE6tfIC1UUVGSzadrYZFp4YuUF374kMQZk7loep2id5MwVTqgHDoK6/YdUOhqIF//C00Ekb0mT6TErGUkyzXafOQ8OfGFSzK12skcQd+/HLeIKwobVyWToWdi8l2gYwl9s2o5u4KnMm1ytPQqhQqeVS6C3ubtWJYt981pz7YAxr55Q3R3V/KcvZn2UJ14GTcXT8ZJQHu0tYn88IHAdevwvH8U44e+GKPGKLcdBt17Ydq9lyZg+xOaEPr4Dx+IcLtJTFQkusVKYFGq9P9cnCw2OBj/ju0ou+88sRrQiNTON3ag8KKjmJco+V2zF+3tTcSmP4i/eol4bW106v+GrWtXdDLLg3/jrWL3eTNmBO37beRlofQwkUcxS7SWbMK+UeNvauzsCaCIEV6/TmSfthR7mJ6IF/3aN78Z9YZsI9Lbm/c9u2L6/C7hRmouFofCr2HlNNg60R7Zmj+wrJv92oHszLjQoNJ2+T9aphkbHk7xhLyMmRjFsJUaO9jhA1zsUAqj3X9i9B3mhBCW14tnYbV8JS43I7EKlLG5tymW/adj2rtvhtCsb30DkXt+v2QhJYZP+gwd9KSqEyYrd2BRoeIPEkAg2OMJ4V1dqXHoEYGaWDUNT2qx9vYITMaMx2PsaCx2b6BQoAbK9dQBzhaFSFOo81gbnb7TcRo+MtMtNTsC93/tWmEHfzx2FOXk8Qyd7onTczWD1lmRNGAodoOGfJdGD3v7lmOL6jJi2msiPwHtvG5aG7Ntu6SsU3abZP48ekTo8CHI3t5FOy4JTCzQ6z4Ik0FDM9zxsqcBgYToaHzWrUG9aQnvLYO4/ouaLm5VMF2wGIVdbt796kK3HW94XOqTraMIbP8NhhzW4/KefvSuPP+bKNzsDv6/fr2wj9Tx8VJIQi6KuD9x1ETgXJQ9JsfGomVkhLapqYRMF00gkqKvXyPx3BmioqORVaqCdYOGEszse5pA8ojgeoFPguumoXDFtQY2W3dqylRBQseLvgk7HF1d9C0tv4nySYyPx+/sGSJXLmd/xQeUcTMhX6nmOAq4V8rzvtXnbAugeFB8eDgRly4S/fgRiSYmmP1aE/OixYjx8eF1PRf+6PeRDemlHDTcC85/Qa+gKlhs2ISZiKH9X29qNVEBAYQeOYTOjWskK5Uk1q2P1W8NJQCBKJD3O3Gcno6jWd/HFGV+R5R9B2BZvXq6kKrViO1NCINCR+eHLNqkqCjCpk1m4C+rOdJYk8c/1MSA1SsL82fuK5J2TUpMJOTaVaJWr+SPBk8p/sGBqkW6Y9ushcSE8GULefSI8MH92Fj/DktGqGi9V06yjh6THQ9QsHzdDENWORJA0QFhZwmYkijISc25xkdGcr9rBxpuOY7zCyQtqEiCU9Zy5DV/w3nCZMzLl/8hE/mz5Fdo+MhXr1D5+Ej1DoaFCmUay/paX0TR/LsVy5jk9DtuleIkwGoeH32mJi/DuUVnYu/eIXJQT7rMe8H98mp6r1XQ53QVTNZswOInL9CoV694t2EJmwue5IVTJMsPdcRqxCiphEG0wBfPqKMuT66P8VyrrsI0TMadBs6YLNuIkUvVzwLMUths21ae7RhGw5Pp5bGTZujQ2WAKuUeOytDDzrEAfm3ShS3gffYsxzZ3I/crf6wj1ERqaZOnbEtsZ8/D0N7+p8SvxDYnPLuYAH90TUwxcHD4JoA2I8EVNB/uB9dywn8R/ZbGk2hmRVzn7uTu2z9LxUqfPjvC05MxTxqwtaFn2q+bHpQxb09jrNasJ2LrZibYTWNPu3Q00TsHU+KXr8G+ddu0rfhnLDSpqCoykig/P7QUcnRzWUtA4lTF8vHgX6hG9qbIy7C019c9p8WGR1OwGj3us+C3CNT7bt9O9JQhNN4VQaIWhOaDeFN4sHYWTv1GZYhk+qECKHortoyg69d4e+MAHkavqavVhFzNW6Jna5ul1Ex2J1wU0IcfPUzE6hW0nXuD/QNLoN3eFbMePbPHeCAAlJcvE9u/J/UPvOW1kxobPxlXa+VBuXwV1r81TNtKxAcU2j46IEDCOOpbWUl54U+Dw6Hu7gT1bkvJqy/ShuT8Ek4O+xXjP7biu28n4/NP4UTT9GL5w62MKdNlA5atWv/0TMu35lnsbCFHj/BiWXdqn0oXwOUDtKidfzIOo8d+JlDi+g97dnN7WQ9KPk3gbnl4LNhOnPIwvME+rCpVylDp/HABlFaRsF3i4iTbRYAPfxYJkHhPhLs7iX17UPT4AyKNNEFbz2L2yJaswqZh4yxrEjGRYZs3sclzCJOmx6Z9n25btPk9ejbmg4dKK1+MScDF/BfOJ8LfnT97xDHUox0WQ4Zh7OiYtshE+m7WpUaU3PuAbjs1FYa3yulj1HQIucdNIPDePerla8pbu0gpaDt5qoJudypjvGGLBJf/J5pQFqroaOn7KPT10zJZcW/fEta3BxsqXmPB+CTsvGW4HrKnR4Wt2P7662eLQ4TdnrVuTtO/7hJhDvYfwNoPFgwvTdGjJzAWiieD9lME8J+YvNTt4sOeXZRo3oVEZXr+98hv2uStMR7HcROyHOEXAhhw4E+a5u+Ee0lNFZdoB1obUan1csxdu0jC5X/1KldXdCBO5sPcaeCbG3J/lHNw8xDyTJ2BTspWJgT1w8ObqBYtR/X2Dkq1guQytTAfNhKzggWlBSqQPwlb/2CBqwd9T1fBrttALKtW+8xTFkIiykBFYbeuqSmKHKB6vvweElz+1StC9uzA+N49ZObmJDZvhVWdulK6U9j2QTeuE7Z5IzovnqNlYQWdu5KrSdPPM1lqNV4XL3B7chNcL6YvWoHUeWpvhOHJC1iWL//PCaCk+QQlWkKCRIcm6k0zKxD6HmEV9seHwwdxqdqREJN0W2r1AF1qF/2d3IOHZkv7hr97x91Vo2g864AEdzrUUJt8pr9hPXchJk5OCLKeV6OG8+7KWtpfU5OQjixn5uyC9Oh8AjOhBVOaEEKRoBcOjUxLiZZDXnQEkCEFJSJs1/iQEBLiYtE2NJLszE/nKzYgAP99u3jx7Bgf7aNoqm6McbfuaNvafZctLcIrT2aPIOzeXpqcjsMwCg61ccBh1Bpy1/8tjaQgLiyMJFF8rq//1XSo+N4fL1zgzrTGuJ6LSwtCy5LhcR4jDI6fwyYD+J2YphxpQAkilJCAqHyXaWtL26xIgwXcv0/knp0Yvn2D3NEJRbsOmGXCP/I9AijujXj/njn32uIV94BAyyTyvVcwa2dFdJesxFAANbMACfpUYMI8PQk9dhD146f4V7HHqWoHrAoXlbSSyFDUelWICT0CGLdX/Vm54ZJJBejY/xzG+fNLjxMLMfreXeLv3CZWRwedKi5YliiBMoulrULzea9cSZfKk7hdQQOu2NHdiIp5+2M9flKa05CT+RMF4y306vOglOa5onXbpGD0k97kmb8ow0C3WISRHz9KFZP6ZmYkamnzpn1r1OH3aXoeCTl+qJ4Ma5kLTnsPYJhJYDvbAijUs7C7VCeOIvLCkUWdsW7cCpLVhA8bhHfUdepfSKDbZiWDD1fDfPFKcmUCw8/JJKbeI7bO4AcPiNq/l+Z9N/HnkraYt+2IaaVKmWZbxKKJ8fMj+f07khUKtAo4Sitd/F44N8LmE2CIVI0ltk3PmdPx3buQWLskpi+AMFOYMF1BbfO+2MydL6GvBS+L987t6C2Yw9hJ3kyYrkXHQzKOBx4lV/XqWdoVov39uTivDZ2nXSUuJfRmFgp/jCxCpamHMXd2zvG0BVy6RNjAtpR6EJj2DFtfGVendcZ6xapvZi6EwvE5fpQrdxZzroQ7CxYVIK51OxKLlWBm2AC6zvGjoL8u0cWKYzB7Ada//JLpWLMlgELzBXk8Yfu1vjzTucejEomUuyNj8K3mGBatgPvNmbTZp0FDiOaZ35DgRfMo3qbvTwVNpjo9AkUitPGnHumn7J5iK0mlmhPbo8+NG1y8Mpn6fzwnWSYnvGoNLMZOwqKIBtXztRbu4UHE2JG8fH+ZcOME7rso6fiiDvkWL0c/ZfsVWjSoZ1cGTrjJlZoa27TOWQXLDriSe8myLHnnAgt4eXoL1jZ243xdzTMMomH70MJUnnAwLZifHB9PYmgoSSoVWqamGULWUscT7vWBUspCrHdNpNlJFSZh8LC0BQmz5pG7c9dvxmlFwHnM22bsbKip9xFmyp3K1uiPW4JF9RqI+KKuQo5BocJoZxEzmS0BFDbLuw3r6Fx2GA/KpocPzjS0wDxfE7Qv7KLk83RbbNIMbVzNZ5NniMaD/NkthWUkTXg+Y/dMTOR9s7KU/bWbtC3EBgVx7I8ezGp4nBcpCI5Rc2V0ix6Gw5R0uL30zBQ6OrGdC40b/9GLwEuXiPT1QcepILbVq0uhmNQWcvcusa5tcXJ/+9mQN82vQbM+e9HPQr5VaFG/pYu5+2AerlsjMIqA+aN1qKXfBas586VaZsHfF7VrB4rzZ4gS9mmHSlSuOwgjAdHPwPQQKUD/69dQLVuMwYtnROvpE9uyNbl79pHGIS2+L+4X8+B78CDPV/ek0Yn08EznLXIGew+i8Li5OYq9ZiqAknaJiiJZYMfUat7tWEv5EbM/Qz1c/cUIrXoD2FhgI/ubBhNuKlarDJdHVmyU7ZPSSz8TQCn6GB0YSITnK7ST1Rg5OiI3M8Nr+9bP2D3zv1HiajJdSuhHenoy63YDVndJJ8bUiwGPFtUw3bEbvdy5pVhf2GN3ZF5eUhxTu3gJtIWjIJNJzF6SYH4FcRP95g1hvXsw2fUquztp4ElVrypYcHYAhSfOQjfFU85sQcb7+RK5YR2xJ46RKPiZK1bBYsAgjAsXlhyityuX07/CFG5UiafQcxmt/9TBNWkouSdOzrReRSykBJHr9fcnWUdHsuWjX3sSGRGKUQFHzJ0Lf5Z2E3N8/cEeLh3uxZxxMSSnYI/b79Fi5uuxWE+Y9Fm9b2ZjS/17hgIo2VfPnuK3ey02Nx4Sp6tPYJ68JN07RpedfrzLr+FEOdO6CIrFK1C/f4vu5o3IfHxYO9KE9rpDydu+I9o/IHTwrQFJscDnz/FbOperytMYxsuoE1aJhB59iF2zgkEDT3/G7nm1bXkKLtwtrfDQ7p2ote02PnaaLa7eKTlLtzXFZu0GCcD6cc1qFJs38KCIH4V9zdB1aY3lqLEYWltnOL/CVvI9eICalbvzZxMFSi0lynwVMBs/B6ty5bO1GAU5uNB0giBcz9JSQ20mkxHl78/mnc0YO9DtM2Xw2qU0RvsPplFfZEUQBGg4Zv4cAt2OEqQbgZFePizaDcW2U6fPhCrSx4eACWM4bP0XS4bGMXO8khrPi2OwaDkWWbD3vtaXDAUwKjCApzNH0r/rLp4WT6bkQxkKlHQ4WZ6qFwSaNoR8CfbE9exDrvYdpZBHkq8v8SHBqE1M0c+dG61PquCzMhmfXZMFKH9SbCzvJoynzIxlUs2GShtqXlKwYM1vGAUFUfao22fsnr0PFOD38qfQt7dn+qs+dO54lpb7A7AMgm298sH0WVINcsTNm8T2606x22+J19HYO/dKm/Nu9WTqVx+cqbtkZ34AACAASURBVE0rttCwpx4keDxB38AQnTJl0RU1HD+IHSLa15e5x35liesrVCnaSJkEj2uWwXzPnxjnL5Cl6RZmldfqlbw6NZmmhzX2uxhrpxMOLCh2FtNPirkkpgNPT2L37SH4xnVitbUxq1kbm1at0LXLnanDkW0BDHZzo4ZZLTzzpZMbttutYNqplugMHIxOYiJ6ue2l4pgfCXkXHqjguBNxMAFRMsqT55tQ/vAPH9iypBa3rF6jSIZXFeB5ZbDz1uLQok5c1NnzGbvnwSU9KDlmPvrm5kQHBxN65jRa16+i1tIiuW49yZgWtBs+27cRuHggVe6kj73/KiWDQsfgMGlqlpgaUiva5F+xqbIkHRlcJBwu73lzCTi5iH7rYnhWDM7V0sfql35S/7LK0BUfFcW74UPY6LSVlcPT0cxmoTLcnpzBvlbtzzS2iIL4njnNrZMzWdbxPutHWGFYqAb6Y8ZL1HbZNbW+rQEF+vnmTcIGtKfkba+0qWj5p5zZJ9pis3qdJuqfjTjbp/P5rQIfsX1FHjlE9LIl3Ld4TcHQPBi27kKubj0kzNynTco27NzB+lf9WDI5DtMQ2NUElg6FZUtLoZi3kM1Jyz9j99QdNhLzkiXT87opIReJ/1pLSwrCSgHWs6eonb8xXnnTP4punIwHmxaRZ9Dgfx3RI/ooFmnXxHYs7qLCUBAXuVRHt3dfKSWYVUEQ8cYP06fy2GMJ7fenO5BFPQ05GXuJXOU+r+cQ5Ra793Vg6JAbaZ9ie0ddEtv0oFXj+Vnywj/9hhluwTGBgbR8U5K5vUKpci8ey0C49YsNidNm4dC5S448WyE0AoUR++4terp66BUoIIUPUgU5+N494vt0wfn6U5LlUOyJjGPt7JGt2kiuL6D80UFBzDn3Gxcd7kuQJtHMg+GSsxayQcPJO2WqBOzMLruneI5wanxnTMEjaC8zR0dQ+p6Msom/0rHOakxyUGP8vRrva/dLqJboaOIDAxFnFWlZWaH4AhQh3ZeCK1RFREg/KkxM0m07kZYT5saYEYwafFdaxH12mZG7Vl9MRo5B5wuuw5D794l2bU3Bh+kefslHMvb+Xh/rP7ahl026kgwFUHh6gY8fE7luFaYPH5BsaEhM42bkcu0ibWHZbcKGCLp1k9C5szB0fyjxSifVqIXe6PGaskm1mtfbtjDItg+Xa6aHeU7W1SZ3w2kUGDHqs9Sa2H7vTGjJ6FH3eV5UI4DGEVD+riEbTc9im8NaYM03UxPn50fc+bPEP3tGrJ0dRnXqSQHgVNRydsf/T18vAuqRolb3zm2ijhzC0uOxpLkj6tTDsk9/TFMYFYTJI5hmz3vvofTNZExLlcfstwZofQV9HfzqJc2DSpJMAvfLaea82UEFi4+3w3LFarSzeeZKlsIwAjuWHBIibVFKC4uvomKzMrlxgYEED+jLk7CjtDqchEoJd0vroWo7mCLjpktBYq8D+ynapENaOaJ47u2yehj0n0e+fgM+M+IFMjtgzEgGNN/KudoaAIHrNgXjTzbCevV6DDLxVrPSZwl4m3q2xiexzC9jjll6VkpMMfW4i6zc8+U1oj8ijie22IxQRtJiv3eXXdeHUmKZO0X8YykQphGY9zb65POLJTw5Bq0UhLMYjzB/JASTtvY3dzcBtPVas4roA0vouyyAfisU1HzsjNb0WVg3apxtJytTAfyW6he5TgHgVMvlUk4wK4fZhD57RnSrJjg/fJ32WJEI//VJXrYWvYuBpSURr18TNKgvQwdd4YNDkvT8cwMrobN6AyZfpPTEhIVfuUz83FmoXjzScJznLYzu+MmY16uXIxMhM6EQUPrIly+J/vAOubEppsWKoSd2g0xsYUH0HX7rFlohQagd8mFYpkyW44GpfRLB8+BzZ0l4+ZxEcwusatXBrFChrxICiFrs4BFD2aG1iwIPE+l05fORvaxSEtNDxyQHL7tNBPhjz58j8dYNokSeu1YdclWtlibM2XletgVQrBQRxA3cuJYLRldx8DOhSMkW2LTtKHmsGbWwN28oYVgMZWwcfikwMVE597hDE+w2bZX4mcUKFAXmbpeXYe8Wiqldfsw7dcagTNnPJlp4gYHHj+F5ZSvX7T9Q9XYezCtWx7ZhI0wKFcrSgsjORIlrhcHuv3cPimWLiIjxRjfJABo3x3rMeHQywL0FvX7NsxGDeaNzDnu/ZAq8MOL1MFeqDpj52ZEFGfVHFOq/WTOPiBMbqXkuEJerSpZtqkH+iUvRL1rsb7fGvH1LdLuWFD3wkHVt+JsAilCLf8CHHAmgZKIITZxSbCWUT05RT9kWwNjQUC5sHkz43b/ouUWDAbtez5r83WZj0qmzRkhSTlT6clYSYmP5uGIpio0LKfwkhKJP5Hjll/Pg5FZs27ZN01hCyEUcTcT4xBYhCmE+HaAQ0gf3DnN33xCW9/TljWMyBlEyHvdvgcWyVWj/JNq0oCdPWHuqETeKe3Ex5eiqcw1MKdJpIaZdun5V44o42+Mxo2g1YDk+eTUz4vQS+i/QolHTXTi0bJUlj9XXzY3lNxqxvnuwdNCOaMOX6TJCNRkzYRt/Qb0r4oSzz9RjTeMnNFkO+yamf4331nqEDByK46SpOdJa2V24GV2fbQH0drvF6cWtWNfZh/fFIdIajKJkuPVrgqL/IBRhYWibW2BQpoyUr/wyHCCYT6OPHSX28kX8zJWYV2mAXb362TraQAjnu9+n43dhEfUup59n8sDFGuu5OzCrVTvTLTG7kygWhc+pk4SP7ky5++nMXT02yBn1rA/2CxZ/NRcqtt5H9atT65rHZxmL6WNltFKOIP+cuZmaCuLdAadPET2sC8Xc0w/76LBDzqS7PbFfsORv4Q+hrd/8sYHmDcah9Ith6EQZ9e5qIbe1I6ZNO6z6DUxzQrI7Fz/y+mwJoIg7vZo9ifF1t/POUcWE8bB2GOjLZHTZ6cjKnl5s76GNvsyU+BbtsRk64qs8JsI7E9pNIv3+olY2K4MTsKjAKZPo0GQpbpXSveWr1S2wm7IV2wYNs6RVsvKu1GuEEITdukVyt47YP36XduuFatr49O9Fsw6Lv5oLFfwrHo1/I0B9i+YXNLcJCL6nhZzISdNxHDs+S4Z7tIcHcd1dPyPL7L9ai05Gv1Oq8/C/BcYlLz48nBCBur5wnpcFErDJ/yuOVeqimzt3jvK22ZmvrF6bZQEUW4n3hvW82TuOBmejpOeLgual7aCCuyGBZjp0OBOMb4pN+7qAFarFy6UKr9TtU0TRpbPVZDIJ9JjTcIawP8KPHcV7zmAGzfnInUpqRixUEuNciInlD2H2k2oqkiIiCJk1g0YdV/ImbzxylYx7LSqjvXgJ1uW+Tj8hzIUrW+bSv/JktrdW0387rOgOWrF5cfjrCFYls8bzIpyfwG1bSFixlAh8SNLXwbRQPcymTP9q4DnVSxfvF/lkyf9VKlEqFJ9hHLMqKD/ruiwLoECGOKvsKeYWxaWa6dmBTS2UFIyuwu2C9xmxMh0L2PCEFqvdJ2A1boIEzY/x9yf4wAHe+F7HIlgPo8rVMPu1hnS6eXaODhDaL/axOzE3b+B37y5Jz55iGRuDllNBFIOGYFn912zB8LMzseKjxvr54XvsKHFPH6FtboZp7YZYVKiQIfhVcBe+Xbsaxe4d6IWFEeFcEKMx43GoWy9L2i+1jyLoHOr+iDjPV+gYm2BSrjw6dnZ/W8iC2T/47h2Ufr4YOjqhVbAQQQ8fMCHvPKbtrope5V+w+vXXLDGVZWd+cnJtlgVQeJ3vxo9hq9VaFo1J3/YelrEjsetQWreewnv7eKkPwrNdMN6Q9sUXY9a9J8L58F2yiPuPl9JpeyjG4XCjjB5HXK1pVGgUeZt3zBIzk4Ag+f71J1pzZ7Gu7Ts6blHS5rCKA3dWY1u3Lrq5cmXrg+ZkwsQ9Ig4nQkACWCB5gFlIR4pYYmJwsMSIIDcxyfxEpm91Tpw+mQExqMheec+ZyTarTXzIl8iiSVaElCmHweNHRCZ7M2Mm3K2i5Pzd7dg1bfavpxSzLIASNOvcWWSjh1F1/wvJk5szXh8zl47oDBuB76qF1Ji5BRsfNfNHKCms/xtWcxZIDO5Bz57hol2aBGVCWvhFwMvnd4Lqr2zQnTYbS1fXTCH0ov7Dv3d3pnS/xKFWmqBq2z1Kpl12xW7x0iwhjbMrdKlMWz8KxZLd92fneonUaPdualTvjq+NJjBv4g+H6ippdk1FhHF65eCxUY2pPHkTBtlMnWWnP1m5NssCKB4myCkFJ0zI/j0S6aR22fJYtu+IQZ48RPn4EH70CEkvnnOuQQLNHYZiUaiQpCWCHj0irmMbCt17JeV3Rat0E5yvg1xPzvj77bBduSZTAQp58IDYTm1w+iSQLZ41d30lerc+hP4PDL9I8U5fXyLv3ibRyxv9EiUwLl06yyiTrEz+j75G2OkfFs5nhu009nTUCKClJ5yvKKPKR3Va+Eb8ftaqYvRpc0piq/g3W7YEUHRUaAThwQoCG3Hk5qen3ggnQ2w1EqrkkzM64gICiBwygMYjD+JeSmM/nqwKa9uBjUpOf/c25F2xJtNtSSCNw3t1Z1TvqxxM0YDFH8tZu7sHxaYs+qHCIQ78O719ADL3S+xtl8C5+sncWjub/H0HpNX+/psf7mvvFqbBjTPrsBo+nrLukVLYRzcYLhTV5ujAJOZM0cy9yw0lu/d0w1RUwP3LBytmWwBzMukS4fatWwTNmIzs1k3ilXGcqqtmyWT4q5cFlt1mkrtbj0ydEQlpvG8P9Sr1YekAGZFWCmy0ilOg13xsXKrmOBr/5Zgkwp1NG0maMZpCryLTtHbJ54acjD+PeYVvHzWRk/n5kfdEfPxI8IQxJDw4xp6WMfRaZ0xA5V+wDAxE+e4FLjciOd+vFhbTZ2FcocIPj5dmdyz/iABK27fgjP74Ed9z55hoNo3ps02wMDRB2awlhp27omNpmaW+i2R4yIP7JD56gIG+AdoVKqFXsOAP9XyFqREyeSI1ui3mtWO6x3+5jjGFRm/HpHGTnH84keWJjiYuOFgKiwiY/ae7SJYm4ZOLUoumUrNPkqfu40P8lUtEvnmN2tEJE5dqKMRh3U89SFQqMCleEuMfiM7Obp8/vf6rAiiERXCbJAX4o6Orh5adXY5PG/qycyIILQq844MC0RZ4QOG5ZpNAXEIaq1SaIyJ+EMT9034KU8JnzSpC1k+k8t1oaSvTSgSPig4Yb9iFSZVfciSA0k7w9CkJG9cRd/sWg+b5Mf/5aPK27pylKMCXcynQzCGPHpL45jW65pYYVqwoCbR0vIZA8ahUGlMoBWSbCgLOitf+PUKVnXv/JoAiheN7/TqvD67iXOFbDN9uQ1z9hpj07Y9hJmyX2Xnxf/la8aFCX74kePJ4zC6eY0PvWLZ3TWb7oZEU6zM+U1v1W2MThJWndvZjc7FjXKuSiGDLOt7SGtm0OVh27pxpSu7T5wo0kmCqfXV+OZ72frQ+akJEk2ZYTpqqKctMaQJKF/nsGSpvb+Q2NhgWLZplAMQ/8Y0+E0BxJtnHTZs44ruMqfP80mwft0pmxI4cR7k2Q79ru/gnBvSj3iFibRFv3hB14TxqP1/kJUthWrWaBBnLSRNC7ed2i9EfG3GgaWjaI8bMkdPpWQuMx03CJE8eKX+elZCPoP2I7NGBgjc8JU4+EXt9nc+U6FkLyNe1mxTfE6m4a8cX4zx3F8nR/siU5kQ3a0XewcMwzAEMKyfjzuyeNAEUgWaf5Uu5cWUuFv6RNLsJyljI5QlNjsnofL8qjos3Y1KgQJYCr5m9+If/XQRoRe2sCIT/wCJ46ZkCSCqYYDM4ESor4wlyc6O+cV2eOqYziY6fIafBdht6HAng6NwW6HbvRa6aNTOMiYrt1f/P/Wx40YvZYzVpUdH6rlYw1HcoDjNmS9kn/4sXCB3dk8YH3uNjh5QAuFpCC8UvDbD5fRb6oojoO8eUlXFndI0kgNKW8/o15bUKY/FchXUc3KoC5Q9D//UQmxt+uaVPfKvO5Bo3UVqpP72lRvyzcNSCyC6I08HD7rgRr6uFWcVfMCtW/Ic6Jt87XiHIvteuEjF8CE/tPRi9IhlfW7jrrGBJj2TOdlVjFCun65Vy9Kq1E7OMuF9E0dSlS8x+3YrNXdK16fIRBrQqOhfTPv2kg7Z9589il+Fa5k5MRwz1WA9F3RQ0UrXAcuGyf92sStOAIU+fEt2pLaVOeNBxIdRwA/1YmL0c7lXQqPgdHQwIHt2f7hXn/NQUTkJEBPGPHhLn6UmCpQXGZctjaGsr1WlIKTBBGpRyXJX4OfDP/WgtmM1elze8z5PIwKPlMZw+E7Oatf71FS4EV/Q72MOD83uGsqDmJXyckjleVgEG2riXiWf4H8nEphyZ0PywPrO1tpOvafMM+y4EzGvhLFp3WUG5O2pmjdFF5VIbi3mLpEO+vWdOZ0KZ9dS6DiPWaTIgAoR6oSzMGQEJdjps1D1B7ho1c+RQfe+CTL0/TQDjg4MJHzkM1867eWavot/vUPY9tDyf/ipBL7Hhr17kFgHMn3RUaVxEBL7rVhN5ch2XyvhT5q4+nq7VaVZ6PHFPnxD+6jnPKkLtgt0xcnaWDsbZeLQt07q7kZRCP1PtmoINuzpjs+jnpOeyO/kSkmjtaor0HkayDLQjwdgHDvyqz/P6CfTdlk6I2eKoAQu1d2HbuEmmpo6w2YNOniTa6zlPK+hQy9EVk3z5CN+3hyd/DKLNhnDarYCDIyDEElZ3hfXd4G1+uFxHH50V27Bv0TLT92R3vNm5Pk0AJX6VB/cJmTMTHt4lPC6Bg53CWTwxXmIGSG1uKyZQdODkHBcmZdQ5yVC/cZ35z9qxNoWzRazau8UMMchfHnfTR4RpRYGWNi7BVTFftIzEhASayWryoGBw2qMLP5Wxf1wtbDZvlzTnz2jZKUoSCJ73UyfTq+ESblXR2KmCxPGvqnoU8Tei59ZA3juoqXBPyfJd9dBfuhL9FJ7BzPouUckJO1Uul3YlEcP0nzGVYqPnEaurxswT2i+CVsdgzUi43AimzIc6B3WQrf2DvB07/jcEUNoqkpMRvHRR79+RGBnFk7s7sDlwlEErI3hSTMXM9ZVoX3M1lmXK/JROi4/qu3cPpet3IdIgRSuoYW4XOW3O6uLol85SIPr7ZMsqLOs2YPtfrZnV+QFhppqtZs4YJY0SeuAwd8Hf6loz+6CZ/V0cyhL+8iUJnp4YmJmiV6IkWp+wnn7tfjGvPn/u49KRXvRbF02SFhR+Bgc6OpPctiOKh/doN+cmexY1xbJ3X4wEf0wO45tCGN+tXc0foSNZPEZj+xkEwZmy4Gcn0TjysBi0OWWIzop15G3X/l81U76ZCZE0oq8vsWdOIfN4QoS1BQY16mNZqtRPM+7FO/3Pn0fdpzvF730kxkCjKc446VIgSo1jgAbuJVrJR3L+ODEe55HjCDp8mKs3pmHr/pF4IyVlVBVQTJ2JWeXKP3RyBRzM768DJCxZgI73a/TlekTXqoPhpGmYZMJGIGKA5/+aQvnFp0iUh6PUsyOhd39sO7pKbLMiCqFjYiL9+17PNOjlS44cG8jonhdos1vG0Hk6HKscz+rxKhKVEGcCDxsUQmfDFiwrZsxin9mC/N6/Z5qKkw6jSdKUR0p1qFnAvn1PpwQh984T/XHYfobDzaIo/0ifUp5lsHr9iqJPvKWYl2h7O5tTrvkK7Nq1lxyTN6/cSLrrgZnCANMqv6CTP/8PDceIdwpinoguHRk6/C7Hmmm07Qc7Aw5sbk8Xl/nS/Cj19L7qoInFJeqYY16+RBEeitzaFl0np+869+1b8yximJGvX0twfEKC8SlggtnlJ1zTP0iDYwr0TG2Q9R2Iici//yRbPqsy8NVMiOADFIRLciOjn1LemFnnhLYQR0VpvXyBrp0dsnIViD1ymORtmxj6+ztmzLclV812GI0ai04Knk1KzwnOPnEm28+IbQmunGvXSOrUmgKeAWlDqOAmY/rKXzA3LYyuKgKrUi7ot2wtIZX/7ZSXdE5dCodhfGgoz19fwfxtHMYFHDEuUVIiH/+322cCKA5e8d23G8WpkxjK5SRUr4GJa5cfckBydgf6ZS4zISqK0EcPCfd9g4mZHWZly0lkkf9kE7hGpwJl0ItRE5byasMoGdO66zJjTRwxpmq2dzOipG0XbKbOyBF9yc8YjySEKeEg6flfKZsV14jdTvxXaPKvLR7xTURxvOAm1DI0xEiUU2Qzj//l+NIEUOSAvVYsQ75kNr9dCJfIJ1/l1ufW9E407fr3sr+fMVGZPfNL5Edm1//ov4vkv/fSRSh2rqLKxSAaHVEQZKmH4fto/uyfDHIwioTCngbsl10gV4UK/6oWFN804s1rkt6/R1/wRxcspFm0X5hRwnMOf/CAiJvXSIiNw7B8Baxcqn6mISVSqcuXiFqyiPg3rxi1PJolj0dj3a27lD7MaUsTwGgvLwJaNKHx9kdpxw84voLaZ82Y0uCmhG7+fw3pmPuYSxeIvnWTCF1d+lZcTttDkVJmI7W9LGaDzvpdWNWo8a8JoMRof+gg8UsXIQ96jbaBEcnVm2A6agzGn2SyhL0YdOUKqrEj8Yt/RohpMgXC7TAZNhnTjullEuEvXhDTryfVNt0k0DJZ4mJsfdiUacabsGnaLMdmT5oACmb3j/Wq8es9P8n7TG0e5tpo79pP7iaZB0b/rwqo+EiCjV601CIkYV8J2tz3WzchWzqZEo81xN2DlyoYdqKydB6c4SeH1vzTcxP5/Dlh3Vxpvfw+7qU1DtOrAiZc3zCQVrXTCTZFteO0W62wOnmBiXPTi83e1q2Mwdbdkh8Q8/EjQZcuYDrndwp8SE/9iWfenjGSwpNm5phhIU0ARf3Dyd5VMY54Q4tzmunSSoCreXWx2n0Yu3r1/uk5/E+8Txxx7/7gKJYHbpAQE4l+rfpY1qufdnpmjKgbWbUc9dEDJEZFEe9cFKOhI7ASJZc/EBSRnckQpkrg+fPQpR1536WzONS4IGPx4c44LlqTxkQhOBZ9u3Sk4fKzeGlOa5Xak7IFkM1YQMKpo0yrt4fxoywwiwymkG/64TaCEvhc+wYUX78JgxzW46QJoFjRzyZNJHnjEoLzJ/GgDBh4Qvnosjju2Y9pgaxxDmdnov7r14oaC1EGev/gWK6V/siK4ck4eOty9MQ8CvTqmwZNE1EDQQYUFxWJTm576dTxf0v4UufU/85tyuV1IVI/iQRtzW/1YmXcmTaYvHPmpTkPor4naNJ4hrqIA6w1gWtrPxkF/M3ZsLoh15L3Mm5+ArJImDECqnjIqHZPjVoOpysKvIAZNtMXYtG5a46C5595wWFv3zL+YSPGDQ1GpYpDnccZxdjx5Gnc9LuCz6lpKwFrSkPl/oxQyQ+Q6FQmAUTxlagC7N+bZqOP8Kh0uo23Y0JZfhtyUDqXOLstOym8T5+dCguTsIIZnQEiTIOoKASgw2f5El6/3cbYmeGYBkP+mAIsNNyCpWC0T32GSDg8did84jhaTjnPo1KJnGvsiGXNnhgd2IXjjSdSN+QqcHCHMSMVLFugov1qONEBKS/vMbQtZms3/o1COStz85kAiskRKIvYZ0/RTkxEmccB3e8I6KpiYoh58ZyID++JkSlICg3GIDQEY+dCGPzigtY/HEbJbEKElxt48jjK48eQxUQTWboM8mPHKH7htrTiU5tX5aIYHjgmzU2Wm6DJDQ8n/OlT4mNj0M9fQHIGxFFgmTVhHoVduYTORy+0nZzRrlQFfUG++YUgRgUGErB/LzpnTqEtg4gy5dA2Mkb55jVR5qbo12uIdcVKfzuvTjoj+MkT3q1eifrGVXQSEtFydETx4QMl7z7X8C4KZo9EeGyvT7WrMRIpVYIR/HZSzsLdzci9flOOvOGvZkJStVRmE5PR3wV5ZegfG9Da8gdxwT6MmhtF6ZNq1k5Rc7euJTFtO2ExdsJnJwx9z/u+da/gRYn39SUuJhotSyv0LS2/mqmQCM/370M+aRwNjnnha6vmUVFjmp+Ws75tLNXvx0sI8UVDFDSKaIntqnVZjkNKac1374hZMBfZ6RMcrRODvawQJZtNxsLFBcE5IzLfOhYWfztTJdrHB5/fp6Fz/ABTZ0UyYoUxupXbYjtx6mfnlUhhtLWr0Vk4lxoXAwm2BPcSZiw5VJ0Z+TaibWj4TRYH4WQFnDqJbOhAGu3+wLsCanK/k7O5vQMWscGU9oik43Y5w1aaI7dyptTJm6i0NCRLRxob8H5ifzpXm53lgxg//VaZpuKyKhQSVk9E3kUhjJYWAVevoOrfi8IP36JKiY/N6Qs7W4BbC0F2boXJrE3kEUxWP2k7FtRokZs2Ij98gNiwcFwu+3D3yTEsXVz+BnsXaTKffr2Z0OwAh1pqtltRiPS4XH7CHQti4/5AosTofcSEDbGbsf7FJcv9ltAwixfQstkMXjprQBZNDstZuKoKlCyN7oO7RCqULFxpzAKLP9IQPNIZxvv2ET2xP8WepR+PNWClFm3LbaRi9c5pW2m0tzdBHdvScM0N3qScd20WAudcy+Gw6S8MMzAXRP+2nhrCmfg/ONIi3dR4kseYmIbNMQ4JZuZQbya86Y9e0eIE79xKh5H72NstD7q/tSVXn345LlX4IQIoDgQMf+xOyKkTHCj9mPa+dYkJDCLo8EzqXEonLBITP605nOsI7U7rUq/qYux79clSDURWF0LqdSKq/27nDrSnjML5VTDa8TB4mZLe12pgvm4jRnlT2CJTbogPCiKoexd+m3cKT6d0Cgunt7qcencIHS0tVMnJ6Dk7S2wCWanbSO2LOI/k8bju1Ft6NC2XLf72zM6I+0UT6HwmXjplfG8bI6xbjsN22HCp6F+MwWvpYnz3TabmtfQjFIYu1WaA9lzsBw+R+iGyRO93bCd2ziRqPQgh2jB9tvb1KED1aael846FkhBnAItYLA/oOQAAIABJREFUpji9SpxdLJSF0J6Pxg/DLXI9I1elC+D8wZCrwwyaFu2LTKmUsh8iSyIwm6KsVCGXS3w8gukspy3rAvitU4vE9vLoEbGjh3PU/hZ7O8SzYqgpsU5VSPK/icu19LiRCGxPbw92SaCMMsJ20UZyt2nzU4K1gklKHMCyttAW1gxOn1TLUC3uvTiHVbVqn71X0M2+X7qQYUUnc7a+RgBrnVMw4kJjqozdIJU7ipaT/K4QkLNre9F6yN7PvtNDKz1c98fypIbm1wJ1PuRwaSZXPyGxhgkN6HXoIG1zt8O9tCqN4NI0Qsndq3uxa95CukYcItjbtBfaL8Mp5Q0LpiBdW/GWnDVH++I0ZZ6U1Qi9d4/gjWtRuruja2qCfqcuGDRviUxXlxejhmO8ZQ0VXyanpRkfWGijXLIKx549czTurAhlpgKYempRsP87DPRNMc1bQPJ20s7QjY/HZ85MhpWbz8n6mlWqHwM3nU2IMTdnV8+PWPonYemvJlINCyZDgiVcL2GO3s590kk8P6OJskXv0SPo32QDF2ulC2C1W0Zs0TqFnajt/aKJYx8+rlmM6clTyJMTuN6hCC41J0unfn+PmSDVgxw7SvLUCbzT9+T3aUksmGyK0kcblwf+xKfA8UV31i74lVY996Tl30V+3m/uLBIv72H+sAh04hUMeNsHpxET0bOwkGBcXpPGMajuah4WUNFhLTS7CCoByijdiKKj5mJZtCjiPLjwwQN5mHCaVocTJXj+2+J5SJq/BOuGjfk4aQLrlUuIT1aTJEMEAbjYCI5/3IpDB9fvGn9G3zdDARRba4SgpV22iF0VH1L9oRU2pVphM2xE2pGjwnN8OWEErr3/4GXKsafihffyQGiygjA7U/RU2uzo7svlhuCbH8mjfFTSHJMVu8lVp+4PWV1CgwmbT9igguxcJMkDjx0jfvxwJox/x5/t1AxcrUPP5+3IM2PBN0/yFs5TgpcXclUSchtbdEWh9w+wUYWd9dHtMh739lLMU4lB2QpE3b/LlehtjFgWJxEHVbyjxcbbs8nXb2Aa3a8E4woKIl6cvv7uHUl58mBcoaLEaiWUgAiUd31ZnfpL3BmwIQmdKDAXANQ6Fmiv2IB902bSdQEXLxLXryOFn/inycOqvkpeN/uFKbWPEXz4EAlTh+NyNhihRsSi+O2GFcutj2JTqdLP0BGaHUUqiftGi3r5ktg+3Sm38yaBVprLcoVoc+XMOuw7dNIcTpiQwIeN66jYcTjR+umpnD9rwtDVEGsKB+rlp8mN90QZpWuiD7+WQX/zLgwKF/7uwYkPFLBnN/GnjiOPi8OgigsmPXujsLLC++Qxnt7fQclHCehVrIR2x84YCQbVn4xr/NqgpBhjfLzEVirmLurDB26eWUah3XcwECTjvzXCwLXL17MKKTFUce+ncDNhJ3r/dYCkGSMpet8b8fCZY5V0eFkLk1VrMcifX7L9fC9doldiAy7WSAf1lr2nYNvuvuSZMx+xYxw4O47q08/xsnAkpd7bEtmvP/au3dAx/MSo/O6v9fkDMkRE+5w4jmpgNwq9TK+3KPRczvbtAyg0bW4aMXak4O37fSrvvY9DaCiJSSrWDYVzzSFJGzzKOnOmjx0l/3QnWieWgv550RXpqs5dkX/PaZoplHG+mzcRunEKAxcF4ZUXRizTp2Vydyymz5SKp4RWk6lUaBsZad6XInziwwjSdNH/OFU8ZnnyS2GaH6HxsvKdpPfHxJAQGoqWUimdMi7qebPb4gXx+97dRO/cTpivD5hZoNWsObadu0qxRqEBI0U+d9ggRnQ7wal6moxHg/MmLA9bQ+62baWaktiwMKKeeqAdEozSIR86zs7f5WBkZRwZCqDvpYuoe3WjiLtXmvdW2U2L1ddG4jxiWloqKhUn9vHRdbw2r6Df8Iv4FYIkXZg5TkHzD40xnjSNpLdvuGrlQVVFbXKVLpNGEZuKV8uJVhLb7t7NrTnhcImjKShlUYDtVq8YBtt2Y1WixNfnQZD4COaDJQuIv3iOqWN8mXCmESZDR2Ferly2vNysTPSPvEaEu2IDA0nw9kZpbIy+g4PkCT9aO4uYyzt4VjSK5ocMia7fFNvJ0yQiIqnex92d2A1rWFbmAi6PHChapiM2rdt8VjeTCnlLy7x8Axv4o8aT4RYseJ0Dx4/hkuxP1vSJpehTBfM3lEZ30XIMK1eW0CDSYcoBAeiZmqKwsSHI3Z3n6ybScvkl3Mrq0/OgATu8t5AnxdZLRehKBDpJSUR6fyT6/Xu0dPUk9IhuFk4d+nTwgkTpzJIObP3/2jvvqKqupo3/Lk16kSKIotHYC4YYeyyILfaGShIh9hYLakRFRQUVsRHFXmKP3dhjL1iCiiIYiKgUpYl0KV7K/dY+V0EFEUXN+62VsxZ/ce4pe8+ZPfuZZ55peIYTnZVhggBInbbqMavJJUzq1ZfiQjEBotDnJXwidsmxHnP4nV+Z5aZMsFvfUmGCX3e6O6xDs4g+aR9r0EtzHYlm9ecJXBmDxyQZCj1DnvdzQKtuPRTjR9PoQjhJL9r4+dsYYDRhEWaOTsrctFDmevYM0etFdEgXHZ7e1OcWm87EgAAe3jmF8ZNc9Bs0xLBFCwmC+RRH8ZsQAbHcv0/inl341D3GkLM2lO3ZB6OmzaQWC9Gn/uTh74u5VM2fEX9UJtN+AGUHD0UsCVm3b5GTmYVew4boValSuI2AqFu4dIFEz3kMmnKR30Zaota6PfpTpqL7CkYnvkQR54hlUZQdvuklxYTErl3NgyOz6XBIyfywilTlTw8HzBZ4IRcfyLnTZD2JJ9faGmNbOymAF/XEcU4/MGjmea6/EmP3P1aJRTWPY1yz1qcY71JfU8TliYMH4jngOhuHKGPqf2qUJ7u3PXceb8BhS4HsR8uLquy4OAUj11klWtqlhtS+l0hzmcTqjrdpcVGF2qKUbvw0LH4ciGopw6WiXv6dMIz4kQAqRXsFETgLgFQYQ1JICA7JbThvE5vvdQLrmaJw96ZyX3spUM5TKN5KVMyMieHZiCF8vfK4tMERsEBgLR1kI2dgNXa8tLxnxcWReO4sGX/fRcXEGKNWtmiYmUmeV1MwfEVBjUyGPD6e1N82ciBzB+kq2bRNbUH5/iN4Lpez23ck8TnBnGuVTc17mkyIHkeN0S6Symvs8MFMczjOHz0KNkez1tRnROcD/5vsH4WClOPHCFk0kNYnCmhWbU6psGx7X0JzLtBnm3I+xHjeraWHxhRPLAYPLRE7JzstjcSJ4+k2fDN36ik3lKJd7u+TmmOyYQuG75P7LuGn9k4DLJK9IQrIjx4hYdpAGt4oSBH12qOC2/VRfLHA6521AvHXr9OLNtywLsiUdN8vY/aBXlitWS/Y7cR5eZJ6cgPnGidTO1id6olfkGlsgopCgbrN15gOHY52teqSEQqDEiGDKFTXNjOT8p7Bv86l5wBPKa8rDsNkuNmqKtqbd6BrbU38ls3kebnh7B7H3XoKdjsaU7bvJIzHjC2y61EJx/S9TpNqMQSDJTtbykoU27JC8PxOncQ5rR97u6bk3+f77erMfTiZpGw5LacuQ66Wy+Wmeoxfp8E+M78SG46oCd+yvReTR14hV1SlvTjufVUN7Z17MS5hT5P3GYC3GqBUAxAdTVJIEBpZ2ehWr4FO1arSlyQGLdDvMFt8+7JytFyJ0Mug5SU1Npx2xtxtzjtl3J7cuUPv3LbcqFPQesoiRsa5eYOwWLSUpLtBrLjcjd8GPOXpC0W0UctkVPSHPaMUtPBTZ8KtXhguW47mK0rvL4kUQhfvkudP9Ji2L1+yQwxMWBUTVDZtx9SuHdmpqcQfPYy75Uomrq2Iga0dhr36fDaWjjTGQUEkHztCVnQU6jVqYta1u5Lm9RaYKC06moeuE2iyereUq97eR5U6cbXRX7EK7eo1pGrC7IA7qFtVRLeNrVIJtYQ4pmBHh7lO5Ssvn3wb0kuTEeTUAf11m9D8QNJpcQZZtAGKdvBBgcTPmcUkh2MsmqRDGas6qE6bgaltW2lbH3vrFhETx+Gv58f68dmM3KJGhzs10fL2waTFu/WaxcvGzPdgkdUK7lXNRMQrg49/ic78ZejatiXmz+OkOztifadgqZk2C5JTYa07iEaVwRbayJevpdqAwvISImyI9l6G/5U5/Lg9Q1IjaOYrY900Gww3bqHsi9avIr4UUIh4JxFefE4iaZKgqk0Yx4ZmF9B+lkPHE1pYNuqLwbyFaLxFh1AYbezVq0Qvc0P3cgAnvsuhhmk3WoycI+W336wmfB9vJLXiuHmDwDUT0Lj3NwZP5RgY1EJPFN536Cjlgz/2UaQB5qSnk+w2A9caPmweqEyveUxRpeujLpgvX4VaSgrJ06bw7PY5LrRKp+NBTeLrf0XZX1ywbNf+nWLj4noS91B08967R2Ljum1vjUX7Hhi3biMFuylBQWQN+ZHKlwLy33l7N5g+CyLrQZ4G2G+BJgmdGDRqV5HK9cnhYfRJt2PrdxmE1M6kZnwlno9zxrJvvw+uYfhYEyDY1mHr17InYhxzZheIE921MUF34WZMO3UqMkMkYvGw9cv5+9ICRi5Momq4jL39DcgbNR7TSZNLjdsJAxfteNPu3OamWQTNDTtgVKvWJ6sPL9IABbRyZW4fui++jGaSMrWDGpzqVwPdzTvJOXyQFZoLWTJeCV+0Oidj1cyv0N+0BeMiete+bdJe1qKKQRUbGw1t7XwQWGj+pezYxh/B8zjSNIqbDXM5VCePTjcUJH4B5WJg+khokd6MSrv3KwmabxzSri4ujvSgQDTT01GrUoUy1Wv868YnHlPEfOELPLhzwx2HPQUZpAgLHZ4t86HKDwOLXIZTo6I4scweR48r+W9r8hQu929C2R17Stz3412cz5eF/u/D+vmQj7NIA0yLi+Mv18FM7HMUx7XQ6B6k6kKl5KoYbdhC9HZvWi7Z/Vr70dBq5qhu3olFq1YfLc0lEu1JQYGkhYaSm5LCxn/Gk2yWQ4oRpOmCzXUZw+J6YrZqLRrF4HYvwdUiMxwvM5GfOzUnNAMPHyJ74nC+uFuQn/WYa0b/zgexaNxE6QHfYCGJjMbeNV0ZNeN2/nybPYGz/b7BZPtuSZ6tuEPAVmmPHpEe9VhCEoRKwqfC+EpikIUMUMLVDh8idI4ryar/8MQaxq0BzSzYbK+LbOJMqp+Np8Fsr9euH96sHppbdmLwHh6wJA/48ksUMd2DNT6oL17E+AUJ9Dgqwy6oKhpu7ph37/HesZvUuTM6mtS/7yJXVUG3Zi30ylt+1gyIoOjHL13M0DarudYgiTZXDFgUMg2LYcMldrEgmaZHRqCio4tBtWpSxkK0eHg005Xr0WuZPj+LKEsF7jO06JE3ggozZxfbREfkoaP37GFX0mJumz2karwBP6cNw2D4KEnh6984ChlgZnAwz4Y6sbTRdZr6K7A/WfBYfX9Xxe3mCHT6OZDoPpmI3NvUu52Dmr456hMmYzBoCKqllGoobhCEcFH6ubMorviSrqaGapu2mH3b8r2aXYvrizgn4dJFFAs8iMy4jekjVfofzeWo/DRG1tYfhZ1T0skUeerEwECyE56iU94S/Zo1pRhYNKhWLPZCHnUfVLVR6dqdchN/Qd3MjLSHD1l9awztVkZjlgFlvrVFa8QYdETlYjGePPHuXdKGO9Ho4M38vnFX7MywGLkU0772n1T19m3j8XpRUl4e8fv2cuboUJb2S2XpRLAr8PQSuOnvOpovXD3IiIwk6uZZLlj8TS+V3pg0afpBVVElnaiX50m7PLlcArkF1vchMYrg2D0ePZy1jQ+xcqwShO50XB3PE45UEt3HP1Ha6a3vKrDAV0B7UZ0Y4ObAsp5/ceI7JYZ57VsDLAcvoOygIVJKURiukM9Tl8nQFg2oX4Dyb4238/K4eX4noeuGMmhzZv5pY5eq0jdrBNaTF5Z6AyMu+lIgqqTE3UIG+PjwIVRHDeEr3wTq+MPP68HhDyXJtO79svyetBPzF3ld4UnEDV/qNb+vMX3O80XuV3R8z01JJjU2DpmLM3Vv3n+t2u33XxphN/UQOkVsaD7Xs0rUqYsXOLmtDyN9ClhInY6p4HXoeyouX5XPQnqfZxLXjT17BoY5UiU4Ov+ns13VqVN3DB36zX8ndisRFMSfEDd6odH98kKC6v/8bhC5ERFkm1ug16CBVLz/LkMstASnhIXxdLIzZw2OsaNLNmMXQqNQXWLbfkPZ/qOwbN/xgwbgfQbrY5+blZhI1Kb1jK02E49ROhz/LpeWp8F9dgqXu0O2pjLGPTq1D1+5r81XPfjYz1HS6yXdvEG2gz2VAsPyf3K+qRq7PJuzoPnxQpVzJb2uSG2mzZzGhnK78G2cyYDtqtjer4v6shUYN21arLGIuhbRKVU9MIA8PX0p/DGsV09Kz2YkJRG9bDF6Wzdx0jaFtueMcDprzEHdM2i/g9RRyABF5VdKYCCZW37j+b0Q9jmoMUBrMEbffivtmj5kySvpAL25zArCgyQVVkIkv6j7CA+dvG8vkZ5juVo1jnLP4FBvaOoLLY6p4l8PfObC/hFfkuM2D8uu3SWMUuzAhTCn2CGKFNm7vuT3fcfizhdlmsnus3G2WcWJdlmk6SkIbVwH1cW/Uq516xJnNgrdQxQlRUTwZPdOMu8EoGZWDv2uPSjbrFmxRAMpQ7LCm2Gt56Gbmk2b82qUVatB586rMGvUmJhTJ2H4IKqHxEilq6IA7EoLY4zc1mHRvXux8/fWTIjIrYpJEAROkfQvjRG8z+QIb5V17ixZl31J19JEq217zJo3f+fy8LZ7CDwxYboLo2ouRy83j98HFZw5d4oKrX3rY25rJzUg1PqmkcS8+fv8AY4nr2XAHkNo3oKyDt+jZ2n5WY0wIyqK2P17Sbl7HW1dffTadqWcre1HYaQIpCNT5M3DHpKVkYG6VSWpAZH6WzaQibdvMzKuE4faKIkO4nDxUGVg1ngsZ87myfp1+J92od++Ara10E30Wz0Xq8m/FKuq8U4yQkmMR/IYaWmSqoLwFtqmph9kMCIl9njVCu5fWoTz/AQGblLBXF6J9u28Kdex4wdpjwiQO3KuG+dvLGH3zzlc7FDwRn13qjD93ACsFntL3Djh/eMP7EfuOoXNfSJZMTaPTB0Z1+Y6U2XajI8ueP6usRWGkp2VJU2g2BmXNKebv5IUoRor5urZo0ekLl6I1omjZMqf0XtfBlsiV1Olk32heRPnx50+Tcx0B5r5FuTthX7MZZe+mK1cQ8Lp0+SOG8qXYUpiitD11k+QcWmXF+V690bLrJxETilqFSm1AYoHzLx7l5TVPmTe9megTyjbL8yibJ++UrGyJD1RBDQgPJOggIvfi2BVPGDCvXu43ezCb91D8wkE31xXYeeaAZgs93l7R/WXjJKcHIn3JvEGXxySQv3ZM6SOH8Peb0NZOl9BlpZykI71MKR6z3mUG6KkKwmRoaRxY6i5eAsZ2srdpyiVbHzHiH3aFzGqW/ddNvM/839BtHh+J4C0kGByjE0w+KaR5MUF8yZ87Wo0vGZSPTRFqiFpelnG+nE1yBvrjKmdnZRNkfTAXxzJoaEMimiGTkwie/vlSWiIbxMdytpPpeLEyWQmJOB1fSD9f/GTugD0Xa1Bu+um6GqpIdcz5oCXDSNrzy8yti61AWbExpI82RnPpvs50P05xo9kDPLSxUa1CVWrN0S7Q0d0GjV+bekQXMCEbVuRnz8jeR3NVm0wGegksavtdFsTUrmAVGn5WMbJcR2x2LgZrVdYLy8HR6S0UkXF2LEjiMYt6Y2tqdShF/qvdPYUXlBITyR5e6MREsSvU1OYuMISWZt26A8djn6dOlLdrCjYjhvihK3nHzyuUFCrFWVdFY1d+9Ctb/2vGZgYJzFuWbGx5JUpg17Fim/teilitsebVqG2dTUnG8YSUk1Bv8fdqTVmHhqmpjyeMJZp7bdw6BUepFmMjPrn1en2tDnf2bhi0bJVfrwvkgB+pzZRYfYa/GqGUz9AA2zaYTJtZn5LMZGhSTl/luxb/lIItXFAMD7jc7G+BV7TTKjitATzAQMKYY2lM0Dhnq9dJdvRgWpBEVJzwy7r4NAYpGC0z141FnpVR+GxEAvBplBVRZQnRq/4lfATC5g+O1ninU1brE/jBs6o2w8gaexIxo88x8mOSnzudCtNTNs5U9lleiHAWXi3x6dPkzluFKuHhKGSq6BSmAq2moOoOtPztbaqAkIQQt2pkZE8veKL/NhR7L0vcHZgPVS79cBoyDCpfX34Cm9Y6UH9v1Ol+y8dq0aXhM6YrtlQbLrvU1qmIOAm/vUXaZ7zmPSzHy199Wij3pPqgyai9UYjHgluuXYNr6A+rHIsgFsOd9Glbhd3jJx+4ukcN2bUXc5OhwISRO8N4FcfcsvL2LyyC19PWofWK3CUCAWehQQje/CAXG1tylg3QMfC4rVlVZRYxJ4+hWyoI188iM8fEqNEGccXOVLLbXkhjLVUBihe9snVK2Q7fU+9yxFUDoTZzuBwEXI1lfefMUuF2LZN8fzmKFoGBgg+27DQ1kRq3Mf/64Iajrvtm2CwaSuZ90OxL9ufbd+XQW6kjlat1ui4uGIkyjffWMoFGBvk0I/nUSdo+1eBCRyxM6DWjD1Y2NkVijuEUFHq2FGM732E03ZK7byQOmZkzplPxR9+lLxwwvJllDl+iOzcbHzmmTPRbAlmH7nnyPsYrMjN16cKX119LkFI4jjQW49G7ediOHL0a2lIKeQ4eIDaHeyRqxcwvedMV6NP7igs584j1d+fdBdnVnb150i3PFxmwYU6sHcUPDeExw1roL1rP1q1ar/2mC9z6lKcVxQyoVCQeOY0Ma6OfHMhJp8rIIQszy35GeuJnoWIvqUyQPEgAty9P+QnbsrOUPVxHnJ1WO0okuPw3AgMk+CKY1vKbd0pbU6Eq453+gG7DReIMVfqzpnEy7AJ1GNDzZsYWFmREh6O/OEDtMWXVqOmtGwU9cJJDx9ybEQDfLun8dvQgrEyiZNx9tQ6vvxp0OtfqGAUX7rIgf32jPd8ki87Nm+yKp0zBlJpibdUAysMWxSBZ2dnU8bSUmJYfw746W1GGe/vT2b/3tS6E57fw1nq4O7Ug3IbNqOhXyCtIDmF8+d5MM+RTgce5YtT+tnoojV0Dl+MHC3d5skNP56e2I/m3sOs7f2ALUMVpJaDShFwaqCNxKyRUntvHPlGWITSvjg1IzqaGJeJeH+9m60/5aGWI6PxXTN80jdh1b5DoXksvQFGR3NsiQPr213kUhsFFR6B1QOQxcDVvrDthzI0rjwCU/d5UqpHFEAnLvbi5MPFeAxPo7YfND+nRlvNHnzp7YOOmZnylUvAUkmJiCD8uw6opP9DqwDI1FL+9CdPFSY2OEjVrl3zh0/ASqJQKmrHNo7FbWHd6HQibSC3DNj4q/D71qGUW7j4fxJkTw0ORt6/FxWvh+S/j4u7Cq0ze9F4xgY0XzFAcYIoCov41ZM9cm8qh+dRRqZJo+e26M2dh1H1GtJKIjylPDOTuEMHyfOYzbFvw7jYWkGuhhquMTOp5Tiu0FgIWC45+G8yH0VKO1tD0aZMT6+QlxSdQRO3bUb7lj9lzM3J69mbsh06FVnmUCoDFF9D/KVLdNPtSEDdgvzicB8Z/ZeqYZ6lRXq1muj8MpUKnb7LJ6pmRkYSPnUKGX8dJK/Mc7K0VbDMtsLIxQODPn1LzGwRm4tw16nsS/TBLDmHPF2o7ydDo3wLvtyxK1/mTGB70Qf2wcJZzPj5ITUDcqh6XcG64VA7TpWxO60wdvsVvU8oFfc+S+6b54rdeaL7HBIPrcZt5jNCass42rsC2Qu8sOrRu0jvLGk/X72ARvA99CzKo9miJZqVKhXyQJIo54XzZAtRy4xMFC2+pex3nQvpNoq644R1a8nduBaS41Ho66HV90f0x06QCurfPMTc5KWnS/l6VYEjv6X3XakN8OmVK2T91J/qQY/zn2H0rzLsNmsR9qUC83RV7nazYnCdFZi3aiUNgGglf2DdQLJvH2X4RmVMI2oPAvq1RH/TVnRK2hBbQECPHhHvOZ/kk8dRz85B7SsbTFymYyh6dLyIU4TCaNBkR+zWnSLvRbGNILRu7aZPlF19WjYahWnnrv8qL644A5XY49HRxO7YhuLaVdQ1y6DZuRtG3boXS5zIp+eLpt/FND+UJEPkcinPKxIPr0IwysVIwdNrV5E7/UCz02E8ecH9DWxoitYsH8r37P3BiYpSGaB4OMEssZbVZE+7TJr5ZVE/QMbmzhrMmirn8HAFCjUYukoF51sOWHivkLC8Z7GxBE2058c5vjyuqNyI6KbBma5fYrF6H6bvWX0lQPC0yAjycnLRqVBBKm5/FfRMfviQ72NacPabmPx5FsXrAa1t0F23SVKPehU7LI23+lS/FUYgjEQUW0nlsTo6JV4pSvtMwpDDtm9jipYTR7oVwFN+DdS56N6P4V02lKgMo6jnKLUBSo1OggLJ3LgOnYDbPFPAHqtA3BenIjdQ3lIrE4K6NMVgxy7Ju4lBjHeZzLCu6zlrq/SAlcJlVEkqz07LaxhUqFDaMXvt9xnx8cQNdqLD0uM8emHws1xV6Rk/AKulyyVVh/+Ot4+AMP6oE8dRH+JI5bCCbMj5FtpEzB5D73YeH/wBl9oAX7po4YUUqamIRoMpUyfzy7DzHO2qhAFc3NX4Mawv5b1XSN5JWlJu3iB12i+0WenLowq5rHGphm3TOZTr1atUivxFDaNYYp6cPEmzBn24+LUawV9D/fT6yGZ7SC2pPlee+/+zkQsFMqGk/1f8LmbNzCC4dh53erTBdMlKDEuhcPZRDPDVgRVybcdu+qA/fw3/VIiQui719K2D2qy5lBfNW17EIkKvJSU0lMTrf4Fcjn49a4neI9qdfopDVKElhISQeec2WqpqUlNozSpV/jO+kg5gjB6ZAAAAhElEQVS20CmMiiLh8B88jg1Gz6gC5nZdMKhVq1QQ1Uc3QPE+glSQ6H8T2Y3rqAs9kUaN0a9br0iCgkRyfAFsfmrKk1Rf8qJz5H9er6SW9/p5UosyuVyKP4V8SmmPT2KA0kO9aP8pJlqa7M9ddVbakfnv959lBD6dAX6Wx//vJv/fR+D/AEHNDR5JGdBDAAAAAElFTkSuQmCCdata:image/png;base64,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

26.41500.111150