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August 27, 2021 07:16
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Folium plus geopandas Covid19 in India
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5YqXqayIlpUAaq1qnTevxdn8N7CYibUs9VMl86dErGECgMSVqmbHG9GtFpDoZEarLkEZV/YCI/UBTnXtAxIEmP9DnnzrnrS89bbxYFWHBlCvVgIiJuFINiBmYBWCp4l179anL5rd5vtbEiKikEAKZ2fN1a0PyY29cjaYMUoepOhlREzS1na/JCNYss9b42v5Vvz70oowqaAKULlf7+x9890Xnnvyrb3/4rFMXe55frfpa6/mzp37rM9e+9y0v0URG4/+Vr9/TjOMRcFIKIrrk/FPf9aYXB4HOjxeHx8pXX3zqKxc/MF4oSimZwRbBf2255PB4kys94jrVaTYR0aAYcxxRrtiAw4iGidB5ASGwqz//5P7+zq5hIULEEPE/nXNCW1PaD7QhhEJg/A8AoMCqH0xvy1x81nwilhKlwIM9+Z/ftm3NowcBwFIi0LRkbuupi6cUyx5G8XcSpavZIgCTKJ05NGJMW8VfHrhi6+iSlCprTdJpKh+8Ob/nplNXLPqXV100raPlpm//+60//MTtP/vUVS86m4iPwxL+8ZhSjTGBCB95xzV33v/YFReuOvuM05a5d46u30hWkybO2eXf7z/lnkMn5uySJgEhTYn92bBkZWhQpDwjkYAct+PGzN/8BQA+/+MH7tvQ6djqorMWfOptLzBbaswmZk3NPb6r17EkR0ZyuKsAiFDxgoWzmpOuFWiSAvtHim+97g9dA+Oa+GNvfN41Fy7VWkuBKxa2P/j4YUQginzCKAqbwldE6eL8Gh9EGI4Fas32d/e8+rMnXydRMwOqRH7zf2TnX/bHh588eemclcvnmx3T+riLbWYcjxEOQukGj2zeFfj+e9969ekrGoc3f0GLFDM70u8uNv7giecnZJXiUlOoOrmmOuvCRkTSaz0akW3GkxxRKVBKdB11+7rdB3tGhEBNxMwNaZeIwmL/hG8wMhNxe1OamY1T/cTe/t6h8Y7mdNJRDz5+KGzSBGhvSmHs+DEzhXWLmjMcHvpkZziWxsQiKUu7x+f++tCLUqqkCYRK0vjeys6vP76r//QV87Umz/eZWUpxHKINjlvAERMA3PvQliULZhBD37pPU6lLKNcA7ifbz+sv5WwRMMFEUxfqMBdWpY5F6aI3cAKAGIBBCBSII+OV6FUM46Sh95MsVkRmdiyJUSHW8zUi+IFGAD8gQw2ZQQqs8Tbz+5GHXLOCYYIzDJOqEciaRFoWbj1y4a7xeQlZ0UTKbRzc/DV/eOuKE5dLKaQ8rmdCHI+AY2YpBCI+tGn7BeeeJYKe8r6fC6dBa0pZ1Uf75t518MSMXdJxraiGOTMNoFakqq+Z1lO62OgH5okRy3wv4u8x8wvN3Zr3Fg8ExppeATDGXegms0AQAm1LCoG2JULjt766GgIr3HjI2TDahRqlq1U7BOpy4N6w/wozMZFAWTz2vosGZ0xrZ2ZxHKMNjlvACSF6+4d7+obOOfOU4hNfgWAUhIXAmsXPn3yepqg2EJUO6pgV19U0/7SMqFnB5lOIQqASAMyupaIiFY6OV4RAmAis6McMlavzXcNEywKhXPF3Hxp6cv/g7oNDh/vGhERmOlaxP/ryn3CGNYiULG4YPGnD0EkpWWIAj5MnNm5JePsAwKwHddyO41E0EDEiP7jhiba2jukNQ4fv/oW0G0hTxq7cf2Txpr45GatKFLYDhQIjrBVhFLSQo5a0sF4KUU0rkhGhPRcjiAEAiqXKyHi5WPaXzWufM72RiBBhZKx8oGvEUpIixyweUQ8AT0jMDMxAwEnXOtQz+sZP/TZqgYOkY2mOdwzC+YQcub1gjseQztC7Zqg5w7GMMPr2lkOXrGzahkBCWuWx/rEnv9N0+hcMlI/bVSOOO8DFhc57120+c9XJfORGr9hvp9uRtKfVr3avEhCd0ShmYXQxogtnIoHxdhmjjBdNmuda0RzrZAMCAFxwxoKp7bnmXPLF5y1JunagSUlx65od/cOFxmyi4us4rZoRObdQz+wMkog4X6xg3HqJaEmZcC0DT6zVPTiED3PUExxizuxzdLBQX40gEAlVfmJ04cbBk1a3bSwEaenkSgd+lV3+XploO34qp0eP4xBwIKXwfX/b7u5rLjujsOuT0k4TcVpVH+6Zv7V/ZjIOb/GFwvA6hb1DcZ0+crgmXNEwVZkuSdMKBwBgZtq/7MIT4z3RRMD8q7u3feemDZmUrSnqh6tXDVF5tj7uGYM35aprLjxFKWECnhC478jImscOupYis5U69CNGXXUhpsAEU8ZasR+jtwAQmRAYgP/Qdf7pLZsRCKWti92lzhuzy95JrMMe5eNvPIeA46h3Ugh85l3OhsBt29mpMbG0cXd+3w5pNRil9/t9JxMjGNcqzqEcW2xhmTR0Qmo2CCKGVSPzVtyXhkeJziAwzYqMiFKgr6mza7hS9ZMJGyAsck7cXYiqaLUhELSmVMK69mWr6j9736b9d67fm3AUakPbQgIQ4gvC1pPwZkAGABGyA8GABMgkwp5hAGR2RHXb6KId+QXLGnaVdBJVorj/fzJL3oaojtuk+tyKBimFUnJSL8PTD2Ji5nsf2nbC7LZs4R4/YGZ0lb93tH1T7+ykqkbNZ3F4i32syP+oE3kx9ea42Twi/pEEmLBjSknbkralTGe2bakPvP7c97z27EKpKrDWhFQbGG2j7gA5CnJjxYofaD/QVS8INJXKfhR5J/QM1zeBCmSBxAwBSU9bFbIDrRDYFl5alRqd0SZnpNkZbnZGcvZ4WhWZ8Z6eswUSMAuV9Ie3VfvXAzBTMOnQjpPxnEQ4w4KFwAceeWLdxh2XX3j60oWzTP37T34xNEQe23/xaVlvYD2qFDE5MlhzeNG45zY4JWIBUd9Y1PMd17zDggPH+Qomy4iI0pn2yNqNwMQg4Hu/fmTr7p5Uwj5zxazLz1vCwFrzay5befu63bsPDCglJ905HPV8RFeX4wNBhJRrSymYmZClFCjC3rmwPbeOAAgkBCQWPkkGYQk/Z+WbnPEGZyxjFZOy4khfiUAKitQJMgvNWNU2IIxUcwlVIbCZvNKBW9wpzwNpbnKK20CPk/GcAM5g66FHn3z1O79YKldv/N0Dv/vRJ6Z3tPxJzBmkDgwOHekvrJpeLA73CJkVoMeqiXVHFjjSJ4hcqqjgE/WE4LEo3WQZETlhDBMmlxgkbdpx5K6HdufS7s1/fCKbcs5fNb/qBULgOStnb93dk7Uk8tF7XFvUJn5NChwrVt/0qVsXz215/2vPjsHIYbgFgJgAEAD6rIiFK71picGpyf7WxEjGKtkiMJ4dgWAWBqsEYdsmIiskRxQ9snrKbQuz+6tEaKXLh28vz3yx1bhYJtqiSHocwe65ARyzRNz25P5CqTJ35pRDR/oPHO6bMbVVEz19iCMipdTGrfuasvbsxJa8x2Chq/xNvbMP5lsc5TNHk6Pi6cmh5ptI6YzxUE/p4nbwiNJFtYnIp0MEgKRrZdNOYzYRaNrwxOHzV4WlydlTG8P13yYiLopSk70SFOj7ev22w6bYZT5QU6yRVY1IPllM2OiOzU53z0j1Ze2iANaMBLJKdp2ADr8X3j7IxAggCETA6kipY17mIACjsHWlv7D3p6phmXSb7abldsMis5L6sWA3UQQ95+M5AZwUgpkvff5pv7pt3fbdBy8+/9SVy+c/fXgzfpZS6s77N332m79ZuSAhCttZuMCkhN7QM9fTMmF5FHVz19xQnJBeY+PAQKPOpcN6YRjZcbXm2nA3iMnMiAKuVAOAMAymEvZT+b4Q5eUJmIuaDzCdsF1n4hk2x4kggAJSBKItMXxC7uC0VL8tfLM4MET1LIFaChJRPztxuNqmAa1EjcgC2Rb+uJ8qa9eVVc02E3NlwHUTutJVPXK42veQ1bjMbl4pnIxpKwwFuYm4ZBZoQiHEXwd5zwngjEqYMbX11h98/JXv+PzzVi1NJV0zXf5YXyEiRLHh8d1v+cBXSzqxJNvjF/tQ2AKp4Dub+2dYMoiUQOQjcFTbPialC3MoxyGwjtJBiNXJORIiD6z+9Iu4DHpUqSHazOTIB8A0EaFm9wUwEVTYbnLGljXum5nulYJ8UlWyzcckaktqZqhqe9RLj/mZcT9V9JNVsn22iCVH+dSWfkJW0lbJFd6c9OETG3cKrAqLyyN7D1f3ZdOJbDrhYhGGH6LSk6r1NMidAhDOXdVEUgiQ0VTWv5Z191zZIojo+UEy4Tz/rBUPbtj+pldcFN/3T/l5TWRbcnh0vOp5qXTTiR2DSgAxJpS/b7T1UL7JFj6Ze7DmXUWVqkmUDibmUAwbaY+idBBNapg0GADExHDGzGwS8VFfiCyyeg5HUKtY1Uc+EEg+SYTgpKZdixsP2ML3SWltASIiW+gDwLif6iu19Jabh71cKUgEpEK6CYwi2uNwblA4Qdtnq7/a/MLK2qxVmJbsa7CGtu9dP1x2NYFlWamEk0na2dSDLR0L2hZcqhoWtTQkbUuN5Auf++ZNpXL13W+6Yu7MKc9E1f3l4zn04aRAZl6xZO6vb1tH9HSNzkGgbcsaHhn/9s/+MGt6x1jRX9Q24pEAQEvonUNTCr6dsyuaRSxDY7OK6+IZGHIUFq8mu3RxRo1bSqJWkgmOBgAgQLUapBI2RDnQ8zQQw1FJNbJgoOoFHL1pK0lMlhTMrIQAACJmwVrrirZmuvmVzdtbEyOetjyyARiBbNQ+y8PF9v3j0/pKzRVyAFCiFoJt6Yf3C8aNc2ioHAgABoEgmAYrjX2V5t5y697xuRk5vGDF6tWtSdvbP1aoDoxW82OFgdFS5+GHvbX378+3bR+ak2toGh8b2brzkO8HPX1DN37zw4h/jTj3HALOsJ9lJ8wuV70DR/rnzeogmjx9iKO1QnbuO/Lyt332nNOX/vSr73/b+z7Z6o4EJI35uXOoAyAKYVHMqmEOQn4Gx6B00XTomi1SC0qhZqjtEhFpoornz5raeNk5izlqAugZHAs04VE2nNm2ENg3VEBEY4IsXzBlalv2SG+eiM89ZTaEMU8eHqguzO1/4fRDwEFV26ajxRZBwGLP2LTdo7OGqjkGoYS20YsKp6bvBMNqLdaR/Og2IgBEKgWJinYa7DHNdsGzt3anD6rzpzoHFnccXDRvhEH6JLTWVc/3yuP7evVBmv/Dm7dlUk6g7f6hPDGpv8qqws8t4Ii4uTHT0pjdsqNz3qwOIq4Pc8ysNVlK3f3g5rd88Gv/+vp/eu9bXgIAK2aLtFXWnJWoy9rqHG1RqMNpMIwTMQfhejHHpnR1qTf6T11Xba1EgAAAH/zn5197zdmI0NGSzaZd5rBLe8MTh6UUxJMjHAJrZseWO/f3lyqea1vE3NaU/sEnrnzo8UPT2rKrT5pFREpJRJaDdz1v6k6ipCYFyAJJIh0utG0dnjdYaTRPIzH1fIqm1YTTKIwwnUBHoTY7DQCRPG3nvUyjPUaMQrDyjhAFnWNTD4xPmZE8siy3q9EZD9hRUtrZplMa9NnNowunrnrlh/ub0vjBt11lKWWahJ87PJjxXNZSEUlrRLF4wYxNW/ZcefFZYYskAJgsw6yU/O4vbr/u6zde/x9vufLis4LAE9I6ZS6qUkCMlqDhcrK3mLWEDvEUxrmIDtZN0wpV55+QEaEtwrUZXExhCQ6IeHp7Q7z7QaCZwbLk5p1dax/rTCdtPyBmNjNo4kMAZttSh/tGb1+766UvWO75GgCmt+VeduFyACAiBpSCDjz601LPw9JOaWJmcKRf9N3HBhd2jk0VCI6oMgoyBS1zDHX3CYSNcrEzghHLjwp0yAQwWs1gmhgYUenqKOiKqyQxHyrN7q10LM3tPCHXCYB+IH3gcvfAXLtr9fzxj3z8+gWzmjWRlH+NXrXn8DdC9wjx1BMXPLH7ICLKaJELczNJKT543Q+v//5vbv7+R6+8+Cw/0AJRIC6dESJTCd1fyuSrjkTiOgYV9U6EIS4m6HHnbJR6Q7cXw/ooAMT1h2iqALNjKSHQUnLS/a2UtCy5bU/Ph7/yh+iLjOO+xm8AACAASURBVIiuo8wMGtdRBrzElHTtr93w0LY9vbaljCsUaCLSQggpaHDHz++59w6NLgAxsKO8Q+Nttx86fV9+mi18JQJmBAplMIQ3Ql33OUR7Hv3BVO4jT8ecBh73U8yITICCgyIHJQYBDI70GORjIyet6T2zFLiO9JkhkXD3d42cPr1rTnI3MQisbf45HX9OhGOOrjVOdOuPGsbxOXnpvK/+4Nb8WDGTTjCzmflXqXivfdd/9g6M3HfjZ6e0NQVBYClJxABs+T0eCmaQSL3FXFUrW1YJRKwAMDLYYBKlw0mULuyUxfqGuZqMMKuK4MGuYVtJzSTRzMcBBKh4wZG+0bWb99+5bpcfaMdWRIwAmvSeQ4PppAMAfqDN3GMmVhJLZe/t1/3mdZef8sIz5ne0ZGxLBhqGhvNHNv94/Ya1Rc+SEoDZEvrxgXlbBucLwY704oZzhNqUGTPjAupjc9zEHPZYYa0CG+oHKgaJgGRo4ukq+QXhNAIGBAKRXVntrU65u+ecM1oe7Uj0IbpdfUMNja1+//0cULJjNZM2Dwf7MyDxzMezBpzBWqyfKXIO6z8AEL5mAsDsGe1Sys5DvScvm+d5vm1bR3oGX/a2z86e0X7PDdfZtgq0VkoBE6IAQL/YA6iYWSD3F9NE0XysuLeoNnH9KEoX1VIBImf4WJQOgAFsCz/69T9EpYD4MFAzVaoBM6SSjm0pIkYEJbBY8t78yZtinYGAlkIAIGJbST/QX/nF2h/fumlKcybp2hWfFrvr0nQQVUpKQCZEWNe9dE9+mit9ADR9VrX+yhrmanNnolalsDGpVrurIdLsO1W07ZOyZMAggAL2xwFEGPgRCYQjPI+d+/vPOrXpsWV2d2//yOIFM4RKFrr+KK2E07KSSQM+t9Lh2aVUc2xCiENd/Wse3rr/UK9BXl2wD0ONafpAAE3kOva8WR2/vHXN7s4u27bWP7bzgms+/PzVK3759Q9YljQBD0J2JUj7VB1GlOYcD5XTkbFmfoYj9wMif4Mhag0JO0DCTlqopaSwjhpuZMLr9Ukrss4AWKHIptxcxhVoeFikdON8Z74R/RURiFkgNKTdgPhAz/Dm3YMNlYdarS7lZKQAZA0A93ct2zM6NSE98/Wo152jX+fIZ6m9aJb94qigVzvL8QdC1kc+KY8UAgEAMJFfNA2dZpEeBCYQEkkgbRpZtaF7ql/Jd7Q1B4EWVqJ8+A5/rBOFNLWH5248iwgXx7b//O7N3/n57RXPsy31hqtf+KFrX6aJzNwNKYUQQmstpdSaNJFtqR/deNfmJ/aOF8u/u/uR1acu2bKj8wNvu+qN11xkFlmJ/TlDizkoclAAlCZC5Stu6EBxnGpC3h/19JpSPHJkUk1whuurDsdwhhExbp8z8cNsRGsytcfoFzAqZdZFF6ipFkAARq1JCg5k4uSWQydP6S4HDgCZHbm/a9nBsTbX8giiKRm1JVCMCIVYToccM+xIeJr0GvbSMUBA6JMVd6+wLsc3GYTVPHO3cdKhO/bMyRcWvqHZ8QITZmXp4G/TC18v7ByHqeY5Gc9iu1qTEOK2ezd+9hv/IwRmU0lLqS999+bf3f2IbSmzfjYifvC6H579kvd//Ue/lVLYltqyo/Pfv/CTiuenkq6U4qY/rL30glVvvOYizw/iyetmhCKDKqArjAIBNOO456CZwIlhnIrb4MCEB7M8zLFkRBQAII4IUfEqKqCHQTEOWqY0SvVxNJweUQssYSmLalMPOVKXiOwFqsUZOalldzmQ5tpbQj/cs+jAWLurPKJasAyzYbhT9fsKWKMLTy8jwqNCYGL0tOlnQQBgXYbQAI8wxxCz3f7+3n3B6h5/noUVYkChKCiWDv0+2oPnSkA80wgX78Edax51bUtJGWgthGhtyv7n926+/5FtRCwE9g+OPvDIE45tffl7t2zbeSCVdJ/ceziVdO3Q5hHNjZmdew9rHabRST+BCL29vcViIZVQATGxqGoFyBRxYxPKwk5/jGF2LEoXyYio3TeMCE8pI6IGE6gv9kf4xPqZ/XHPcNgwHLUHRPFICn16206F2icFAK70N/fP3TUyNWlV2dzh4UbMDschFaH+oCZQuhAzYI4zjHNx6AUI+1YwYMkcPvWEtR8h0liYAIxEJKWwLau3f2hGR+uG4aVnZEfaknlfKyHdYKyz0rc+MeUsZoobq3WUZE2r4l8ANoA/wxaRInwCmpGnROw6dlNDprEh3dSQacilOXxqh2jMpZsaMgnX8QMdf56ZfT94GoNRyXBxGnPLBiTCq8lxtIHopg3R99SULtIXACgRpEAhBAoQaB7TbKqXIVzjsBHFnvD6oxBCoBCAiCKuo3KsixgFCEQZLziC7JO1rPlgeyrvk4UAjgoOjbc+PjDblb6mCF6h+jEyHzjsfImmcNdROoAJwRiYMeKTHDPXME4yAxOLWvcKa6i3WZAZyLatYqmyefve/qGxmR1NDHL94MpKYBlXG1Wi2rdWlwcAkIHMLaukNP9gfcPqnzueaYTDsEEbLr/w9F/euqZS9SxL+YEeGSt8460vuejcU+JPzpjauuahra+68vzXvPT5ANB5sOef/vmT5WrVsW2tKT9evPzCMxBRax2vul37CYDmhkTVlkThHR7ouI4Qpa+Ifv0JSsdsMO4Hge8TYtQmyYAAKFBI4VhKoiAmru/rBDCBz/e1r71wAgEAMlq2VEpyZKwgQLnqU+S/AEJAsik5Mj+zv1AFZl8gj3rWuiPzBBIAAQhi0AFhtCeMIBCVElEXcDR3MaJ00dSzSM0YsmY8kXpKFyLPrNaJEcejWhoFJGbHtnbuPXz32s3liqekvO/hJy5PuW66+dGhZWe3P2b2i7VX7r43Pe/lJmWVypX//u0Duzq75sxov+bycxuyKfP6cw44ADAr7p5/1orPfej1X/vRb8cL5WTC+fT7XnPhOSs9P4hFw4fefvWH3n41AHh+IAW6ju06djqZGBodsy3r/W+96rUvvYCO7WtrFgAictxZRfWkmjnAEzAHAFF6jdNf6NIxsNbU2pTpaM0Chzw45lz58fKR/tFypZJNJSbLCCECrae25Voa08xgWsMFQu/A+MBoSSkMp7siLpk3xbElRxU2j61lqY2z0m5VWwhgy+DB7iXCaRSVArAAYClFa0MqDPaAAsDXNDJeiYIsHo25WlUu0g/m7qqXEWGwBjMfIoppRgxFPFVJMZwv3HX/Y36gXccG4CM9g3ev3fryy84+UJw5daxnYVM/oUtkVUd3V4Z3qez88ULhDe/7ygPrn3Adq+L5v75t7S++9oGW5txf0lfyLAAXu2BvePmFV1x81uHugantzS1NWWY2U07Mu6aKEBfmXvmOL1xy/qkffPvV+w72tLc0dLQ1AdQ8taf4FWEhCuaAQQhkJUxTUqgSJ2EOoqahkLDVxR5ElkIOjRdffumpH3rTxUf/UKXqdx4evPGOR2+++3HXscPEjYgMAqFY9v7l5asvO3dZ/Vd+9ruNn/nu3c25lDYgB/zCuy+b1p6rfcIbKO3Zr7mNARwRHMg3lqavzOzvvuOhsaQrfT+Y0ph66QVLQ0oKIKUolr0b79zmBTqe2V/DHIRML45jyLUAV4+5kAAAC6jpCQwdNQZE1qwceaR7oFytJlyHNAFCMmH3Doz0D402N7fs91fKrv85cHDHrOkd82e18OhG1XTCzXc8vOahrTOmteqApBKbn+j83g13fOQd1wSaEI95BZ9+PDvj1/yG1tSYSzfm0gCgiQTWlrMwQi7QzMy2Uu/6j++kku6n3/caRDxpydzo809bnJAOCAsCHxAFkiN9A07iqO+o9m9cSIhkRL1hAGBEAGliZjOlmZnNNEAEcB1ryfyOT/7rZfNntn7u+3elky5TaKkRsWupGe2NhjJLIbQmKcXMjkazkUgncsXzzUqGiKCkLPes96oVoZLMuhzAoz0zNGtN2gQws2KrEOh52sRwYrYtmUrY5dGiCLUDhG0KABBpgtrCscd2hs2/CgOu6XmFESs19Vgj1CJyhIgQBMFNtz2UTtipbEtTaWCG2Lp5x8HTTlyAvPWJPwz+8u7u1qas5wUAQD6lUu6O3YcAQAjk+h6bZzP+nMBo+iY0EYWTrMLXTaRVSlpK2pb6ya/uufP+x35y/XsAQGtNRM9kiTxUCVQJYGIAiZyyq2aVyZpijIhWeOG5TkbE5scEmyE8vQAghLCUtJQ09NE8RuM1l59+3mkLCsWKaetFgEBTOuV0tGYBwByeqdFNb29IuHZAFFvNDRnXUtKxlW0pwWP+6C6hXGJOOdBb7Shwcy4lLKlC34Ugl3ExLGsAAjCxpWQ2ZYfWcigH6+yYyDGB2gHHznCUhinkGwikRGAwCwwondgIQgTPD2ZNb2tqyBRLFUBgprFCefH8GVdfuvrkpfM5KG/unSKTbRRUd3UeGc4XWmXnvJltFc83bpelVLXqd7Q3gVmL48/ADQD82d0iAidPxzBo27O/+877H3Vdu7Up94Vv/eoHX3pXS1Mu0PpoE+SpBgIAyhRaaSj1AqBAzjllivu6w96QmME9BaULL5FJQJFDYuQ0SrHv0MAda7fbSmbS7mXnnZhK2CYYX/mCk+59ZDeGVhoEQdDa2NjUkIRYjzMgYntTujHjDuZLlpLIwMQ//s3GhmwCgLxAnjune07Cr2jbUrj78OiPNjbm/YOuxX1DRRMXESGXSpCJUIgASMQCIZdxQ0YQqmqs6+Z7GmcYIG6SAWBGidoSPkUhEWWy5tIhEumEa192wao/rnt8aHhcCLFy2bzzzjzRdawprY1LF8746a2wfeDgCxfQ5Zecl0m5jqsuvvLCi97c093d47rOSMVrzKX/+eUXxmrsz0PO/0J7EjObx/Dcft+md3z824Vi2VJyvFi+9rWXnXXKYj8InhnaIk9SWtJuClgbH6glUQQj6akmBrmWXp+C0oWqACeEPCICkE929nzqm39obkjlx8tbd3Vd9+4rzGk7YU57NuUaZxEQ/ICmteWUlETEDIHWtiWJOZV02lsyvYNjtiUJAJl/eMsjxAQoPM9f+EZvwfJG7elcQqzbSbesHcgmh4lZSGkrSZqUxGzaIWIA9LVWxtZiyKWcSPlATQKHmIPYpYsUa43SRX6HcaXBkr4tfIoTppWMXAxGBoHC9/0prblrLj9nJF9QUjU2pHxNVc+vsqeUetmlq266pffUlR3ppD1WKKd8Pji4Vgh15cVndfUNd7Q1Xfu6y5YsmPk0gu+ZjP8dwAHASL7wyet/GQS6rTlHzAnXuf+RbSP5QkM2FQS6/pGxx745kFkzgUxOAQ5M/3hbqiCQainF+L8TMBcbu0c5wyGx5vhHHVs1N6Qas0nHVo/tOFT1fNtSiJhNu6mkPZwv2YgoUGs9s6PR3Mr58fLug/2nnzg7CLSl5Iz2hk1PHI6t+1zGRYCArRanrz3j+SQQNQMfLLQnHJ1wwCQf0zjn2CqdsLUmJfBgb6GtKeXakphzaVea6fYAUfWzHnOhdAWeaHfXKB0AAjG4omqhz2EVS6JKYTgrC0xiFSh8PwDE5sYsM1SrPhqDkVFrnbCVJ5o6R+US9IWUgPCrm372+pe889rXv5ijZjzzYNa/BC3P+stGhxIRMxOz1pqYpRRjhdLgSD6ZsD0/CAKtlDzUNfDI5p2IaFnmobECEYk40OZLsX8abRkAmKUUVmY2k0aEgMSU9FikGzhWBFBfBIgMtKOd4fDSYbRxs/OBjhcsj5+YoYQwT2KAaCNzpjWbxDGULz6647A51wAwe1qTec4QMgNxoEmTDgKa4g4iEwBKQWNVt3u8QWBADETEYV8TpRK26yjjY3X35yvVABE16XTStu0wmkJoWcemdXzEHFG66KxNcIaZGJOqrIRmQmYNwhEqA6zDjYGZWUYGN0EQaK1DMzs8aYgISordQy3EkHTt29Zsnj3FvvbVZ2hNTGQu+l/eEvysAYeIpkLPzAJRSqmk3Prk/v/8zs2lclUKiWiCGdi2+tgXf/bCV37knR//9s9+fe+OPYf8QEsplJRmBVqTrbQ2F4WJWUjrqz+55ys3bMmkk0Q6INGeKmTtSkBhsjkW5mJ/s15GROzZnPFw9yFqBQCuxdrQ60cGRGK2lJg5tcm8NThS2LG3B0LVAbOmNsmoEmLAQIyWDNqSI5oNdqmnkCsHloBQD5vdIaJMyraUNPfGwEihXPEECk2ccFXSscyqeBzVEcLjjMpUkYyY1GASV1iYGbJ2EUNTjlAlUSWZCNgsEMVxHQYj19AcLzCYJlJAkXSwazwDdtOTuzt37ut60fkrveG9BmRCiv+VOV3PrlvEXKF1m3a0NGZPmDd9YCh/613rb7593ZGeweevXvGSS1bfcOualsYcM/f3j77uqgve+5aXbN7eufHxXTf94cGv//i3tqXmzJxyyvL5q1YsXLpwVi6bEvE0Sa2llJ+8/mef+86dl5wIwakWAgckGt3ylPT48EDSEprqW8lrrRJhEfMYlC7UUzGyOC441MXXsF+EAczCR0lnWlvorvUNju0/MgQAhrjMmNLg2orYuIOIyAGJbKKcscuaTacW9BRyCOMcmkQQZj7ihrQrEBA40DQ6Vi5VPIFAmm1bZlL2cL5kpmFxVCYFjCNaPaWrb52JyjAICNxgj4fxkbWwG0DaQD5GBf8QWmGHPoRVC2PfMQgEy5KWhMExeLJL3Lt24/PPOrWlqaEyesBuWx1VcJ9peGNmCp8EORmjz6J4T8zI/O+f/8n3brhjRkfrKcvnP76js60595JLVr/4wjPaWhqCQM+c2vqLW+5LJpzXX/2Cd73pimTCmTmt7cUXngEAI/nC9l0HN2zZvWnLnpt+vzYIgiltTSsWz1l10gnLF82eNb3tngc3f+unt82a2tRbUKNlO2X7vpZptzK3cWhLX0d47jE6xfE6gHhsSifqokV0HBh5C2ERqwa6MB4GWrc3Z1sa00Z3dw/ke4fyhVLVdPlOacnm0u5YsaKUNKFLs2hyCrYIiFEgFwM1VElLzEfiMcyFgNCQSTCDQCxV/UKpOl6sogBmlkJkU64OVxWAKKAZhBxN6WoyolbtY7CEn7MKZJb4ZS0SbSgkUxVQQlQtRpOVw1sWohk6IITwfH3zbesOd/cHMP6ZH+5+2cltJy+bVyqXJA1TUBYqEXubzwQqiCilBDA9ghO+9ywAJ4UYGhm7+faHOlqbxsZLuzqP/PBL7zLPVgeAIAiEEB9421Ubt+y+4qIzX3Xl+WScNzYlF9GYS5+9aunZq5YCgOcHuzu7Ht22d+OW3V/5wW9G8oX2lobxYjmTTgoI+gvOkXxq+ZRhTysAWNzSf0vkq4f3ezQRJjy8CTIi6sDgsHIw4SgA4+08hXOJgAi+rzvasq5j+YFG5O7+/Hih0j80lk62ElFDJtnSlBnKlywpY4rV6BSMFSqRxqtu0XcE6pDwmzhLrISRqCQFFovVqh+MF6txvaoh4wJElACgNk1mEuZqFzQutTIgaJY5q5i2SkShYSQT7RxNHAfTK8hhz0iIufD3gIGVFHc98NjjOzqzqQRRMFBKD44ezI8VXNcmv0DVEaESsRs4SfMZShmyTGZilkJWPe/+9dvmzuxYMGfqpKrSsyjeB4HOpJPnrz7xN3c8TET/+vrXrVgy1/cDFCiEkKGJwNWqb5QpAKtobQcjEQz8ENC21LITZi07YZZ5+tiRnsH1j+38j+t/IaRAoLJv7+xvXDltEIB9LRa39KWtqtYIIvY8oiwTmaBPiTmTUusDHEdOfu3S1k5cGFWCQM+c0sSRtu3uH/X84Ejf6NwZrYEm21LT23NP7OkG1zY6QiBnnZJRowJ5tOr6WgrgENoMKIAILEulk05AZCk5VqwQ0VixojUhIBHn0q5EqKemEzFnQhPXdUaZvQujjmZscvKW8D1tCdAoEsJtAwrij8U9CRDX80MpD1KI/Hip82BfKuEysETtY+5Ab3FgcHjJCXPzo0N+eRDdKQykpIoCiJE0DOFzfETU4RAypLd9+Bu/vWd9S2P2x9e/54yTFxm+9OwABwDGnW9vaTxj5aJ3vOHy8888UWsz49IIZpJSFkuV/qFRsw6h1roerwAgJcbgMzna7PH0jpaXXrr6y9+7uX8ob0mJCFt6mq85aS8iV7Wamc3PzI3sGW5JYEBmU7U7PqraT6J0oREcUet4N6IiRXTN6gFnTiAD8JxpTYgohahU/b6hcUA81D0MkYSdPbVJazLbBwaFOmVVw3XEkMc81zxPK9KWjAxEnHSdSBnA6HhZABRKVfPkSSLOpBzLkkZFRncVRHV3CGteYc04wlDkDBtYtyWGjefE5Mlkq3AamAMAYKa4DB4DN6Z0YJZUJybSzCYzUJUsH1Lbdu5zEsmWrErYHkgBICpVz3Xs8DzW5Qdm7h/KH+rq33uge++Bnh17Dq3dsH3OjPZDXQN/+OPGM1cuJubYiX1GgDOV+Me27b3uv258ZPOun37lveeftcIPtBX1FxmGOJIff+2//Wd33/Anr//l/NlT583q0E+1wkPsxonwu2xckraWhu6+YbCVI/X2vqaRsuOqwNeywS2fPKV7+0B70vKB6krakT2PEYJCX7ie0k2CVSRcGcJaWN1eMUQO9qxpzQAgBA6OFIbHipYSB3uGo0sNs6c1i+gnCYQtAkf4HDbTQtFzTJk9DEnR+cmmHMuSnh8wc75QlhLLZa9cDdJJm4iSrpVwVKFUFVLGKjta8g7DiH4MSseArqy2uSMBGUGhZWoGCpuCshAysp8mYQ4gasH3iTJpd9b0tl37jti2jcilikYrZ0nv1rvWu8q3mvKzV6qdezp/dvOa561a+rF/e8VYobT/UN+eA917D3QfPNLfPzharniWJZsbMtM7Ws9cuahUrq7dsD2VdM8/60SeSOP+NOCY2fTnfOLLP9+0dU/CsX980z3nnL7cPCovCm+slNj8ROfDj+2cPaN9V2fXveu2zJ89lbT+k89OFAKDgJSSL71k9bqNO7KZpKOCrnxqV3/Dqpl9npYBizOnH/qfHSeGs0vr/c9oDyIZAQATQ91knhY1Cx9NgRkBmYiSrj29PXyaZc9AvlCs2pY83DOCGDbEz+xotK1wRiMzWEIroXWACECMlcDCsFOPwbyESETG3QUAHdBYoSqlqPp+sVTNpZ2qrx1LppN2frwi5QQvMbwpjkXpkBEg0Ko9PZyxSz4pBEIUKjMb2PC0uGI2CXNRekUkTbbrzJzWtmPPIQAmItdJrj7z9CtP474Rv7+/5+Gd1Y9/+Zc93T2JhPur29Y9uGG7bSnXsdtbG+bMmHLRuSsXzJk2a3pbR2ujbVvmvL3mpRf84Y8bTpg3/bQVC5kneMXPyhYBBBwvlitV3zzwrx40zLxkwcyFc6ft2nekrTl3xspFzCye2VwMs7VrLj/33nVbfnvPIx2tOQ3Whq6pZ8/thSpXfGtJa9+c3PCBfKOjgpq4N2cwlhEQMfAJ6XUChwudj1CQTg5+iBho3dyQbm/JGCR394/qQCdcu394PNDaPM57amsuk3Irni+FYAYptEAKwooCetqQMYivswlEDRkXgAVi1Q+K5aqUQmsaK1WmYY6ZlcBc2jnUSxELirgcPiWlm4A5ApiR6hdAAAjko90gk9NYe7HxUY85CK2U8IiJyLZV/9DofQ9tueKiMz3Pf/jRHVe9+ILZMzsLxScdJzlnxpTlZyw7/yWnXfDy9/tBkHDsd7zh8ssuOK25MXt0xSisBgA05tKvfsnzoc5Kq0HlT6IBEZkYET/53levOvmE88488RPvfmXkMGEEOMEAU9oab/zWh770sTfd/N2Pnrh4Dkfe1TP5CQBUSn7jM9e++RUX+wGVCvnfP54cGBO2BJ8w51ZWzzxQ9aUAntBiHvnyUe6MO7E55jwTgWWgZorbXPcqAAAy+r6e0pJNJ51AEwDs2NcznC8Wy9V9hwYGhgrmyjU1pFoaUkGgTelTgkYkjvr1NAnD/jkyXswtnksnTI2hUKqOjpd9PyiVvcHRUuiqITakE+HuhvscW7vRbocoi/6MAMyaMKkqU1ODAUtEBvJVeo6w0mGNIWRsYY9xRJ7Dg+ZoosZv7nx40bzpK5fNa8ilHdtKuU6pQkIgEXm+Hu0bXDC7/QsfeeOi+dObGjOvvOK8lqYcM2uiINCRdR+eASGkkpKYg0Br/RQzDp9RhDOLAp2yfP5vvv+xaGd5EphML/2MjtY3vOyF4Vl+Ng0FJkYmE87nPvyGN7/iok1bd4+XfLIrUFwvRNoL1PPn7Puf7cvNQ48YEesWtplA6aBG6WLTte534rQLk2wRc76CQM/saIoiAFx6zvLlC6ebBJpKOsxAxJaSU9tyew72JxzLNM1gXNsIw1F4F4TTX4gtS2aSDmlmoISjLjxzISJqooZM0g80CtRMZg6sCdyhfR3FobjfPKZ0RkYggqfVrExvWpU8slEwoLAaTjBzWSFu1zR7Uoc5CBtodCqZuP2+Tcz8wuedXK56WlOpUi2UyqpJmV9BgVIiMV9z+bnXXH7ueVd/8Ne3rXvFi88FM2ddPXVAEYhCPXXHxrOwReLFtiZl5UmfMffxn1EGiSP/vNlT582eCgDl/SP9a+6XbqYcqIXNg6dNPXL/wbkZuxo5vnE30lGUDti4T2EZom5wXeE1vtkjR5SJaPbUZox2ZsWi6SsWTZ/wdQBmnjW1KdAUl7bMjxp4izishaqXNXE2oRIJSzMxsWtbi+e2meqGJgo0CcBQqErBYTkForKJ8VZq1XuTFSMPByTSvGyP0cigfZlok6mZHE/FqMfcxPRKBMmEu333wa07D7z+6hdYSg4O5f+49vFSqXrz7Q+teFWTbBJMZsaIEIjVqmfb1ttfe9nnv3XTeLH0ssuel8v8OfMbngUsYgw9DZhMA+afXXQz9XIi8oMgCLQ97WIrO4+DsqEwl5/wJCLFCcHkRqgjbtHrRk7GnSIThnnKpBCC17q/nAAAIABJREFU6ugFsZmjBEKI2dNbzIaO1dWCiLOnNUPo5bGmKBgxILAMZxXUMj4RpZOOYyvi8JLrgLXWgdax20/EUWnf9MvFsdgcAIcWIkTeDAAieVq2JYbbEsM+SURg8q2GpSgTTLrm82Bs/EJkiCAzKyWG8+O33bvponNObm3KMvPBI/19AyPppNvdO9Td02NZlmmBBrQgMsX2Hezp7R/50HU/+vfP/SQ0NY8+xU87nh0y/pLOu2f+E0IIS0opWNrZ5JyryS8IKYqedfq0wye195R8C+OLEWKOw35tgBqlC5V/DZ8AoANdLFUqFW9odLylMeM6luEZpYpXqXrA7DpqRkcjAAjEqhd0Hh7Yf2Rw/5HBfYcGegfzZksAMGtqk6WkaRvxSQRaGHwIwbYMKM5izACsiXIZN+7BzBfLg6PF4dHSUL44NFoINCMCEbm2SiWd8PlxHDcwQ6R74oYEiJgoM8AJDYf/v/a+O8yO4sr3nKoON8+dnGeU0yhLSAgkJJCERBRBIiPABmfWa1jbaz97be++xWF3bWN7wYHFBhvbYGPAZAmBiJJQFpIY5TAjafLMnZu7u+q8P6q7544k4gMWbM430ndv3+rqCr8+dVKdYqhyOwimR/TicSQt9Pm9X94toyxFrpfz4afWjBpWM7lpeCaXl1LWVJZEwoHeRKooFmqsiqigMgBCbqpxRcQX1+/QNF5eWrRl5z4hBH8nR74o+tCdteWSa8ui8MjrU82/ImkTcEOzLmt6bXNbNXgKqb+XyRPpPPGECngDuKZSACiKhaaMawwHzUBA/9L1i8CzILYe60kks4bOY5FgdVmRkhk2vLb/xm/eGwmbAJDJWpPHNPzuPz6h6qmtjIeDhhCSIdiC25JrJIGAAQQ1i/KeiO86U6koGvRwgytebu7oSeqahgC2I8+f1zSsrjSXdwwdY2HzaGe/AeCdFY2EnjJCA9scyc0VrFcGe+rCnbbQkCE5WaNkIjNLSWQQeIFqqkRA8G3FkkQkHFzx/Oa8ZS+aOy2byzPGHCEqy4qWnT+n5WhHXU1NTeke29sSjHoYQO0poU9ctvCfv/vrXN6+bukCXdOECll9J/RhBRwAIAMSerQxNHRpsvkXLFCWyptnNB6cXn1k47HasGFJYK5wDQMi3XFqhG8TUSrO6VNHPvqLf/SfoADKGK58Zafanl1RGi2KhlR+nUPHum3bQTJVwF9bVyKdyUfCASKqKImWxkNHO/pNg9mS5Rw9pvYtIEWNPKRcq6+6xBjEvWSa+bydzuTdiUQUQiSSWfS+FkUDNMCnyZVDQcmkOEiNACCippJDHIUgjlIiDxil00A6/qYu105HnmMBAICEkKGg2by3dfP2vdcuXcAZs2wbEQHRdkRVeVFddZlj2zqkCZl6Z5ke8wdw6Xmzp00cYdnO6GF16rV8pyveh/GAXkW+1zDadDMz4iAdAuRMXj9lk5+fEAoNIYXmDvL2MQFJKR0hjvuzbce2hSQydG3n3iMPPPlqNBKwLKemIi6JLFs4Qh462q04AwDonCdSmfbufkdIyxa6xitLY47jIJCQLGWbDImAhISokQWQ4HoeQErSOI+EDMeRiJDK5vOWPTBLCIlklqSURFLKonBgwGQGPgOn40Q6RGkJrS7cVRvptKSOCCRyeryJhapJ5tGLH1HLumJtQCQJGMNIOJBIph99Zt1ZsydXV8TzllWY/8pxRCpjccqEtbwkpjyHzCz2Z0RKGlpfNXpYnXy3Oxs+vIADAFRMLjY8PPJaafVxztKWMbO2dfGI3cm8yVFCwdp5vEhHBEiSKGBoGucqH4r/p+uarnOGuGrNzs98617Ldjhjtu2MH1mjcRYKGBpnR9p6GUMiSUCMYSqd7+vPapyZhsY5Gz2synIEYyAJ+nIhIDJ0rhtmVZEoCjOGHKRUqb5CAb2sOKLrLBIycnnbsoXnACUA6E/nDV0LmbppaJWlEXcbIviWOHIXwgKRjgg1JiaV7fdMcgK1gFExk6TjGsU9JcPFHCJI0DlLJDP7D7c9turV4Y3V08aPSGfyjKHP/ly9C3nMSJvcloRAEpjJzZKCGQEVBPSuBfkP8ZIKviQnY+NvyRz4M9kpRD3naDdO3bi2tT6ZNzUu/Uh/OGEHl5TSNPRtu1rv+cuLYtBmcbRtp6O7f9uu1q27WnTOTUMTQpgBvflA+z0Pvay0/V0H2gK6Jl1LK3HO/vjEqzv2HXUcqWms5WiPss8xpJ5sCEv5/pbOdCbnOM6OA+axrqzGmZdXjrY0twKArvEjHQn0bHVAoDHW3Zt6ZcsBAmCIlu1oHKUcMGO4UCgQ6RAp55iTyg+UBfvyjsEYSJELVM7hwUpyMoDcl/08ayNJSZqmdXYnHnzy5WQyGwya5591im3bCF60FoJnTZJSQmkgwZgEgUQON+LMjMOAl+L/V2s8IWriw0dSOoxp/Tvv6F17Cw+WO46IB/IPNY/91+fnxQN54Wamc+1tvv/eNxDnbTuXdzyTKvo2WQQwDC0cNAnULlhkDNM5y7IFAwDESCjAObrWZABEls1Zti2Ubcw09YBhEEhJPKxbF4zYSsKyBQZ1+6XDjc3ddZGAu32TAFSmaVB5gzl3tRgEFZtkuXUCQzQMze8A+X0B11SICA7xuJlZ3LhBndEAJFCPREZ/EnkASKC79QPBCyUHBCFlKBh8Yd32F9a9Fi+KZjK5S887fWh9lWWpBB1+RggEAofYWTUbqsM9tjRQZPTiceGhlyjF9jhT+bujDzeHAwAAREZSREffmNn/gNW9mevRRN68cHTz2ta6lftGFAVyQjLXoqlkFhhQHIggoOvBgAHgu3XRGzdU+cvVNSCSEsJBIxJi6oJKbY4DdclQ0GAhdTMSuFHUHGXKNnqyodqonZe6yXFkeXZ/P0jpziICBE0NPM42YNkAVIt10NRVP91lE1GJBuhFdfhqplIdZlTs0pmwpcYQpLCC1XOZHpVOlqGXYFUZhFzzCiKiEE5dVYmha32JZEk8VlwUcYR0o7UKvBGCeETLlAT6BakMpKRFGj1N/72Rvj7UMpwiFceE3Cie8QNApjyDluBfOvWVulgiZ2vM100Hi3SeC11KRwohbCkdIR0hlJtPCCGl51wkTzEUJIUQUjhCbaJyQ2WVFKXOfRNSFXHNLkjkCHY0VQQgQUrLwfJQMmZkhaepAoCUSjEo9GW68pckkm7qfu9oLvICqAjQ36lFgEB5oU0qO1AT7rYcjQFKJ6vHxxglE0lkEX3frWJvEjzYIYBti4a6imXnzZ43a8Kl554ei4RUtOJgyzA5xKpCXUFuS4lAEnlAiw4B1Yr3iD4CgAMAQEbSMStmxMbfInPdjPG8wyvCma/PeYHcCCBf0IET1Ag4uWVYDaT3FQp5oxK31XU5uBLyLP3ghaMhaSiOJIstoak4h6BmNxT12ZJ5PIu8wl4kWqH/oNBY7+veHhz9pzGQWUdvjHWMLzuYEzpDIukwLRKoWUhSgB9tVeBXcH147rpKji0aaivmzGgqjUccRzBA3zKszHNAyEE0RtpVplmSNg9VMbOE6B1sn3lL+mgADhEBGUlRNOmrZtUcaSU0jfXnzVn1Lf8wc21/zmAg4QTMudxCuu+xa9sasGa5UzsACw9zRN62Vg8g4E6iqwKCO8OuBqkx2ZsLdWUiHCUBOITDi7tN5kjyjTTgN2cw5lw924e599WDMwABMZCW4MVm6rSq16W3zY+kZdYuYIEyKW03gtl7z3zJwseccv9blp3J5B0h0NUXBkJUEcAhVmb2VoT6HKkhApDQ42OULPEeupc+GoCDgoW19PQ7UI+RsDiHvlzgygmvXTlhW3c2wFEMwAW8eQUAb0nyMOeVAI+5EAxgTgXUDLC6QZhDD3OeXRZ864Yj2YFEKUNJALbgZeF0fazPcrjHRAdhboB9gvfntdDtbUEhBHIkM5k9t3a7yW0hGEOQTlovm26UTCKRUek8fdyq+0/EnERA9M5hcLtNCH5GE5KEI+KtGpMEqBxlRtEYeGOf8rujjwzgAAAZJ+noRaNKT/sZOWkEYAgpy/jSaWvOGbG3JxPUwFUGXZYxgDlvdRpsGfavFxQeEOkKMOcbwPzrnmHMDU0hnYlDidKkZWpuTlRsqujQmFBnpvoBk77G4GOuUKQbKADe0opu+MgZdTuKzaQlOGMonZwWbgjWLiRhgRdccjLMuf5TpEEinQ9yH5dIZEtebPY1RjssoSECibxeNIoZUXJDod4z+igBDgAAOUk7NOSi2ORviFwnMo0IbcG/NW/1GY0He7JBjgKgAC5qpj1s+YviwEI3sNC+qUjnBzUNnKI0qBKOIm2Ze3srdOYAkSV4VSQ5tLjXEpwBFYj/AwtmQbsGqRG+WIAgpURBOKd2Z224Jy90zoCkxfRoqPEiZBxAIHjBTAWY8+QJ9906TqQ7zjKs9GEpsan4oMEEAQJJZIZRNt0D/d8x4BARUCPpxCd/LTzyBpFtZ1xzJAOE2xasmt14yMWcb88oWP4KpbEBuJBnXXpjkU5h7kSRrlCNkIAac3Z3V6ZskzMJQEKyyVXHApqt5tBVeY8X6Y5TIzwZjghRSmKS8IzanY2xjpyjcSSSEpAFh1yMgRISFiKCcre4mJPuS+Or3uCpESeIdORJiQjSErw23DEk1pGXOiKSyOvxMVqokuA9Zm/wkQMcFCgQpaf9NFh/nsh1cq7ZgnEmv79w5YJh+7qzQYayAHPk2noH1Ag6To14Q5HO5XvkifUnx5yKw+BMJq1Ac1e1wQQR2BJLAtlJVcfyDh/AGZ1EpCvAnPteIEhHMgCaV79jaFF7ztHVHn2STrBhiRYZSnaWkLkgLWRjfuzmW4l05Fn7iJjO7Cnle11ORhK5Eag8/f1gb/BRBBwoBQIRmF42795A1VyR6+JcswUHgNsWrFo2bkdvNgi+LUoxkpOJdL4aMUikg0GYI1movZ4Ec75IJwl07uzsrurJhnUmECAv2PiKjoaiRM7hbABz4GPOs4tAoUjHUNqCG8xe0LCtMdqZc3TOCIiktIIN5+kl48nJIPJCAbAQc8ctrydgTol0bjlEaTl8Uum+smDKFpwhksiaZdN5sIzea3VB0UcScOD69SXqkbKz/mhWzVaYE5LZgv+fuS/ePHNtxtJtwd5cpPPUCG9lLIwZpoHdTT6rw8FqhD+dbmwxAaLMC21jewNDcvceEJzecCikW7YsiIqULjQGiXRACMCQso5WHEgtHrK1KtSXczTu4j4frD/XKJtO6gStgcSLHugGR/Yejzn3NZK+jRcIGFBWGI3Ro+NKWvNCZwgkbR4oN6tO80SNjwFXQMg4SMHMeMX8Pwdq5otsB+OaBEzmjZumbfr+2SvDhtWfNzkKjy0VWOkGqREAbxAz/OZqhHfdjY5EIJJocPtgonR3T2WAOwTgSFZk5uY2HiQJUnoasq9GFASBqDUz6+jDizoWNW6NmVlLaJwBkQDhhBqWmGUzyE4BMM8b7Nm7BxjdoMheV6QD3+7hlyECZCAtoZUYiVnVu6UHA5IiWHc24wE4YXvfezZrA+LqR5NICmCcRK77xU9l9t/Pg+VEJAQUBXIH++Lfe3H22tb6mJnXGAn3LEcvgdUJzn5vi4QXMwyuix08hLq+f/LvAT/1hwp2VPdLQI3J80Zsj5lZR3ACCGrO653lzx8aYmrCd5ODG6KhmBFYUtOZnFp5cFzpUUcyCcgYB2kBasEhF+nxJnIyKoWg6w72mk/eluYBLzENuORV61wDDqrXAhiCLbUAz53duLnIzNvK2mKnzarTQ7Xz3byF7w/g+Le//e33o94PjNy1FbXQ0EvIyeaOPovc4Jxnba0kmF08cm9Qs7e2VacsI6g5btyHB6oCzIE3HYXfCq4PFHZnXH32vPNuSXWdIVlS68qGR8S7FKQcyaqjKZ2Lg33FnFHBXciAJGBeaFWh/nkNrw8p6rKkBoAMmXSyzCgKD79Ci44gkQHkBU0s+M/NJkcDzfb8XOqfC2uvkQzJlprBrLMaXisNZCyhcYbSyWqxoeGGC7wuvy9og78BDqeISAIQIk/t/k3vq18haTM9KqWDADEzt72j4r9fnbGmpd7UREh3BDHyWZ27XRMA/KlTSyy4cerqhwE24X1XARZuJeBV5GEOKOcYI0vb5zbssYSmMrkFdGdbW+WalnqNS65YFGFeaEHdnlB+ZFzpUQUFFbYnnawWHRZqvIgZcRI5RO7anxX+iQr4HLi6tNcgL57cfYYCnTLOcCRL6kEtd2bda+WhdF5onCFJC/VYdORy1CMA9P6dXQl/M4ADV5wSyLR8x6vdr3ze7t3OA6VEICSFdAsInto78p4tk/f1loR0x9QEERAxFy5e9JnPLlwQorvjFPzP7rSfHHPgchUEdDE3uaplRvUhlXCECAOas7u79KXDDZIYATKEofGuieWtxYGMJTT1DJIOgTDLTw3UzAdEkDYyBt4z/KXRbwd4T3Uxp2rxORQxTyEFBMg5ekkgOa9+Z9zMWkJjDEnawIzIiKu1UOX7elKqor8dwCki6SDTpJXoXf/19J57kJuohaUUABQ18n25wCPNY/7y+tiWRNzURFBzwNXcYGB59ddJeiPMnSjSedc9kc4Hbl5qp1QfmlLZkhM6AyAAg4vDifiLhxpiRnZa1eHKcL8gbkuVZA3JyTCjOFC/SI83gcgptu1z4JNjbpBIN5A7rlCkQwQJkBf6kFj76TV7TE3YkjNEkjagFhl+uRapJymQvb/nj8PfHOAIAJUagQCZg4/0bfym3b+Hm8WAXAipMRk28p3p8NN7Rzy2e/TenlIACGqOzokAPK0CAHycuWrEwPLqr1fwFmqEjzlL8hk1hyZXtqRtU0iuc2d4vKsh1r2/u2hfbwkR6pwIGJFFREbxxEDtWcwoIpHzFNKBQOUTMVeg6Qwsr14GM7cTCJQXuo7OpIqD48uOSmCCGEMkYQE3IsMu+8DQBn9zgAMXc0RAEhkXue7+rd9P7f41iSwz4gQopDSYCBl2f85c21r39L6Rm49V9+aCGqOA5mhcusYPN1T2jTH3piIdAjIPe5bgiXxwenXLwqE762N9w4q64oEMQ5KEu7vLNrfVJLKaDlkjUmVUnanHx5K0gRxERgWS42DMAbguUXSFtpOJdAASER3iQmJtpGda5cHycMoSOgCg0kjMovDQpVqo6gNDG/wtAm6A/HHMd23q3/q9bOtTAMD0GAFKKTmTId0mggN9xWtb6l9padjVXdaXCxKgzqXBhMakjyTXm+rbVAr1PnLVWOU/AEIJzCZuCU1KNDVRG01MqWyZWXNwatXhoGY7xB3JlI5rslwqSzv7Rh3Ac0T8NMMwuEwDMiIGAJ5OU4A58CDlGT4GqxEeWwUiYI7kQmJJMDmhrHVYvAsR1TIKQNLJaNGhocYl3Ih9AHJbIf0NA85ndQKZBgDZIyv7t/8k3/YCkGBGDJCrxOEmd0zNsRze2h/b0Vm5tb1qV3fZ0WQsmTcdyRGBMeJIHAAZISMGiMoF6prymZAoiBExCciQAppTGswMifc0lR+bWH50ZElnPJAhwoxjSGKIDJFI2CBt0mKBsomRyikJWdXcHtnfE0/aIYagMemZdz2PhxuGNKAIH7e8KrWCCCVwhxiCLAsmRxW3D413m5pQ6bkRGUmLSATKTwnUzAfG4YNFG/xNA26AiAQAqpHNHlmV2nVX7uiz0u5nWhi1ABFKIgRpcmFwBwDSttGRDrcmig4l4keSsfZ0tDcbSlpmztYtyQUwIoZADEnn0tBEWLdiZr48lKqOJOuLehtifTWRRDyQ1blwJMs7uiM5IjIGIB3ppICIBSv0eJNRPoOZJdLJa2hrjFKWfjgRO9hX3JmJ5BwdARkCZxLVqe8A4GPOlRyVlgASUACXEjnKiJ6rjiSGxLurwkmdS1tyScgQgaQUOWaWBusWGEWjlPPhA0Yb/J0ADgAAyEuvzADA6nktve+P2ZbHnP59AIRaCJlJwNRRmZxJnQmdCcYIABzJ8o6WFzzn6JbgjmSOZAyBM2EwaWqOyZ2A5uhcMJRE6EhmS+5ITqAOGCOUjhRZEnlmFJkVp4aHX2OUT893bXL6mgEIeUA5PTmSxoQkTOTM9nS4PRXpyYbStmkJTQBzI9cKVGkAYggcZUCzY2auNJiqiiTLQ+mQbhOgLTmRck2QdHLIdKNsSqBqDtOC76sv4c3p7wdwAKCMdQOwk1Yyd2x15vCj+faXRboFpA3cRG4i6gTMj+5QTk8GxJBUFjD0jA8EIAkloVpPPeUCEAlJkLBI5IAEGnG9eHywblGw/lyjeJzXFmn37sx1rBWZNkSG3CBgyuHPmdQYEZEtWMbW07aRtvWcreeFpqzWirma3Anqdli3wroV0B0NSQIKyQQxV8khQSKPTNOLRpmVp2mhKgL44JfRQvo7A5wiNzJIKtkOAES+z+pcn2t7wepcZyf2yHw3SRuRAdORaYAaIANgUKAH+nUBAIAEkkACyCFpg3QAEbUID9UaJRPNqtlm1WwjPtZ7uIrVQ8/MK+y+1/Ndm0TmCEkHmYFMI29eGJL68z39J3QFpfdHvm0aJEmbpMO0kFY00iybqoXr1KP/txibT3+XgPPIi9UF73h4AAAnfcTua7Z7X7P7mp3kAZFtk1YfORkSFpAA99Rm3+KKgAxQQx5gepQFyrRwnVY0Uo83GSXjtegIpocGHkYCkBVMuYpIUTn4wUkdtnt3Ov37pdVHStFBjip1gxde5Id8uE8f0JXVJlgB0iGSyAwerNSLRunFY7lZDK7r7330kL59+rsGnEdq5ZSeWX/QrEg7LfM9Mt8t8r1kJaSTAZkn6QAyZDryINMjzIizQAkzS5kR97mmV7WKd2dvON8qKs9DoRR5kW51kged9BGZ7yGRJemAaxNhg9rmRQiTCiViOtMiLFCuRRq06BAerPT2Z0nv9v99tMHHgDuOvHBIcnVAfMf5z9RGegDFfFghF3qrByub2oB0Ja2kyPfIfI+0eqWdJCdL0gIpAAiQIWrKcceMGDOKWaCEmSWMm4NaMjh65MNAHwPuTcnbWeMH5Z682AD/wLeLsDd7ouereuf1+JGW/+uy2hvRx4D7sNIA1n0ajOaCDQsDBT5k/OxE+hhwHyGiE3QG+JDD60T6CKTr+pg8es83if4v0Ed4E83H9FGkjwH3MX2g9DHgPqYPlDTy0o4y5lom1dFwDJk6Rum4Aif7VQKgfzt5R40rS5ZyXxdas/wKC8m/3S3gJmDAwuuFdNJKAKHweFa3JW7MGCAyHHzgnP/rQAXoHuzkdpMxlVWw8K4Tu6wKc+bnwiKhsrEWVKV+VT6tgiFlACcfwOPG5O2PHhRMgTof/PiWew078VkqEae6S9mTj+ts4ez7w6I+SEmS3Hu9Yqoet8tqTN5jLVUdsX3cMKlcuG/fgkoFu3Dp3e7IPelh1Ce9+MHTu+7Uh/xZb/T0wjZgJpvbtH2fEPLUqWN0jSPigZa21/e0TBo3rLaqlIhyeWvNpuZwMDB94kjO2b5Dx3bta500dmhtdRkR5S17zcZmw9BmTh7NufuKb96+b8/Bo3nLLo5FJoxpbKyrHEiCgZhMZbfu3M844wyJwHFEwDQmNw3zz8NExC079h3r6C0vLZo2YYR/0e8DAAghN+/Yl8/bms5VIKwQMhoJjh/dqMowxvKWvX7r7pajnVJSRVl8yvjhZcUxKaX/+h7r6Nm9/4hp6Cqi0rLtspKicSPrAXDPgSN7Dhyd0jS8urJEekdxqkdnc9baTc2RcGD6xJHqRdq55/DhI50zJo0sKY4RUX8ys27zrsqK4kljhwLA9l2HWo91Tp84qqwkpjbBM4ZrNzXbjph9yrjeRGr91t2RUPDUqWPcRQNg7cbX09n8rGljIqGgP1vqQzqT27JjPzJ0z5cWUhJNGjs0Ggn5g+w4Yt3mXalMdlhD9ahhtf71ZCq7bsuusuLY5KZh6ooQ8tUtu23HmTl5dCBgtHf2btq+b3hj1ahhdYpNZHPW2s3NkVBg2oSRnLP9h9ua97ZMGDOkvqbcHxb14Wh795ad+0c01owaVvv63pb9h44Nb6weM6Je1ZNIptdu2lVWEoP1W3ePnfep2lOu3X/4mMpr/OV/vwuqF/3g539SS9u21/eXTrh8yuIv9CVSRPSFb9wBNYu/97MHFLP9wyOrAyOWzFpySyabI6L9h45d/tnvVk+7OjTyotDIi2JjLh11xk3/dvvvHcdxhLBsm4h+ff+KeNOy2lOuLRq3tLhpWf2M5Y0zr9u1v5WIbNuRUh5sbR8x55M1066pn7F8e/NBKaXjCPLIEYKItu86VH/KtXUzlsfHLYuNXRoft9QcvmTsmZ/OZnOqFy+se+3My/65dMLlqiXF45dNXvyF+x56joiEEOpB//AvP483LauaclXRuKXlky6vnHLV6Rfdms7kiOimr9wONYt/dNdDRGRZtvtoxyGiDdt2Fzctm3rOzclURj3r8s/ehg3nPfDYC6rY46teNYdduOiab6ivF37iO6zxvN8+uIqIcrk8ET26cl3phMtHz70pkUwfONxWP3N5cdOyBx71bn/21fi4pU3zP9PZ1SelFMLtu207RPSHR54vblpWe8q1sbFLY2OXNsxYHh+37P5Hnyci27FVvx57Zl3phMurpl512kW3pjM5KaUa+SeeXR8YvuSMS79i244QkoiOtnePPOOTVVOv2rpzPxH9+H8ehrpzrvvH/ySivGUR0brNzcVNyyYu/FxXT4KIbv6XO6Fm8Xd+fB8RqTr98fnPn/8Zas+54dYfEtHPfvNoYPiSyYs+f7StW83dP377F1B/7qe++hMNESOhgCTyvcu6pkViIY1z8MK7opFgKBhQ74Sua9FYiGtcvTcrnt9kGvoFC2YEA2ZPX/Kmr/5k47a9UycMv+LCufFYeO3mXQ8/9cp//fKheCzyhesvcBxBBK1t3Rpn0yaMmDF5dCqdfXzVq7m8rU7SXDFDAAAR90lEQVT1E1JqGl/5wuZUOltZFm/vSjz53Iam0Y1EkgZnNhZC6IYWDYduvv6CUNAkAOGIspIY17hiKjd++fbeRGrhnCkXLJyJCE88u+G5V7Z++f/eVVNZMvfUCWonQkdXXzBgqFPbW491PfnsBk3j6mh1XdeisTBnTAipcpD7/u/CAVEjZpp6UTTEC473jEVDAdNQXwOmXhQNKVlK07T2rr7v/Pi+WDQUjQTTmdyQ+sqbrlh0+91//fnvnjh/wUzT0O689wlA/OInlpSVFjmO8Bm/YlNH2roYZ1PHDz99+jgAeGr1xp17Drsp1d3dFfj4qvUB0ygtjh4+0rF2c/OZsyYqQQ0RY9FQMKCruVNwCQUDJN2OcMZi0ZCua34BAIhGgqGgqT7rGh8YFqJCYYlzHou5vb5+2YK/rli7YdueO3/3+L/eeu3m7fseeXrt2OF1t9x0saZYohwsyR0nlh4nXCvxEBEPH+1cv3V3cSxyzpmnAMAf//r8ptf2jh/T+Nvbv1xTWQIAy86fUxQN3XHv479/ePXypfMjoSAidHT1ZbL5RXOnfm75+f3JzJPPbVCCKnhHTz/53IZoOHjhwlN/86dnnnl5yxdvXKJx7smm4E+qlKRp/Is3LjF1fQCIUiLif9/zWEd34twzp9/zo1vVQZ+XXzD32i/+x9PPb7r7/pXzZk1kjFm2093bbzvik1csmn1K0/qtu//yxMuFsqYQwjB0zpk/5VK603/cgBC92Yi5vxIREefs3378+9ZjXUXRsBDucX03XbX4kRXrtuzY/+gz60qLoy+9un3K+BFXXTRPHYhTsJ4CEbV19Gay+TNmjv+nT18KANt2Hti0fa+r6BAZmtbVk1i9dtuYEXUTxgy5+/4VT6/eeNZpkwY3DDjnavlWA144++rNR0TOOSJyzlRfCodF1zV/WNTbCMALYRMOBT519Tnbmg/8+fGXbrpy8b0Prmrv6v3yZ5aOHl73jiVolfoHAbI568e/emjf4bY5M5smjh1CRC+v3ymkPPesU2oqS3J5y7JsKeUVF86NRUJtHb279x9hDKWkI23dhqFXlsUdIfr6U4Uzp3G+7+CxV7fuHj287h8+cWFleXzHrkNbdx4AAMV4BrUEAADSmVzhRYaY6E9v3r7P0LWrLz5T03gub+XyFmO49LzZjOGeA0d6EynGsKc32dmdiEVC8WjYESKVzhWqUESka9rBlrZ1m3e9smFn894WIip49d/psIEtBCL+5cmXH3jsxSF1lWoi1Wl8VRUly5fNl0R33PPYd3/2ACJ+bvl54VBADjquCRgyRGxt69I1Xlle7DhCHTnvQ8GTJbYfONw+b9aET16xKGAaL766PZFM67rmj5mUlEpn05l8JptPZ/KFzIzcMw5lNpdPpbPZXD6btfxf1QeN87aO3m2vH9iyY1/rsS7G0DB0HxuKHEcsOfvUUyaN6k2kvvCNO1e+uHlofdWnrzlXEr1j15aQIhoJ/eWJV/66ct3BlvYzZ038/tc/gYh5y27v6tM0PqyhSkrinHHGEaG0OFpcFD58tLOnt58IEsn0sY7ucCjQUFuhzlk7Toda+eLmzu6+WdPGlhTHpjQN//2e1U+v3jh94kgX6AWqA0fMZPNXff4HnLNAwBjRWH3NJWdNGDPkWEdPX38qGg7W15Qp3KjyNZWlwYCRSmf7EqniosjR9u7uvmRVRXF1ZYnGuXpfC9/jaCR038PP33HvE4gQi4TGj278v19ePnXCCCHkO1X7pJShoJlMZb71w/tKi2M333DhbT/9Y8GQyhsuW/jI02sPtrRZjrNg9pSLFs0SUvqcFQAIgDFMZ3JHjnWHguaQukrFuQtHT8H3yec26Do/dcqYMcPrRg2rbd7b+vL6neecOR0AiMDQ+bHO3gVXfh0AAEFKsm3hVyGJwiFz4/a9c5d9Va0oQkjT0AeQJGQ0Gnr4qTW/+dMzDLEkHj116ph//adrhtRVKgOFX4+ha//06Uuuv+VHu/a39qcy3/zildUVxY4j3o2NgDHMWVYylUXEVDrb1tGLiLYjHEcwZJwz1zKCgIiMMWWMUSdOHmnrau/sKyuO1VWXwQm6pyPEk6s3lBXHLjt/DkO8YsncUNB89pWtuZzFOTspXxFSOo7Yva/1l79/atlnbtt78Kiua7btMMZcw5g3CkqJJgBl5Nt3+Fgyla2vLisuihw3c2ryMtnc2WdM+fG3P/XtW64eO6J+3eZdN//Lz3N5S9c0eicsjogAUOP8B3c+2Ly35dZPXTL31An9qeyAgYZA17iucyGJMcb4ycxvkojoSFvXsY6e0uLY0PrKEx+ka/xoe/cL67ZPaRq+YM4UTeNLzj41m8s//fxG9DbNAgAiGIZmGLqh64Z+PMchAoZo6LphaIauK1j7xBnLZvOnTh3z/a/dcOunLykriT2yYs0t//orAFBJYQt7HTAML2YLlUoAvvOeAKSUQkpvgEASqa/HrWWcsf5k5ubrL/j0Nef++0/+eNcfn77133712G++EzSNUNAUQihlVgoJBISYTGX6U5mAqRfFwlLSzj0tPYnUhDFDKkrj4O9980CwY9eh15oPVpTF73voOV3T+lOZitL47gNHXt26e86MJkmSgdtuRBSSQkHzgTu/VlwUae/q+/w37ljx/Kb7H33h89ddYBh6OpPrT2WFkFKJKMi6e/tzOauqvCQWCQHA9uZDlm2PHlanlq3jppgxls1bMyaPuuGyhQBw/vwZl37q3w+0tDXvbQ0FTdVacdyISX/EBi27UspYNPSXJ195Yd32s8+YesPlC3ftbeWc+aEfnLO773/21c27pk4YkUpnV7209dFn1l20aJbjCH++pZSI7LXmg129/adPH6sEEl8GkJKUwLfqpS3dvcnGuorv/vcDJOlAS1tZSeyl9TvbO3sry4uBwLJFdXnxw//zL5xzRGjr6Dn/hm9btqMQyZBlsvmp40fc+d0v2I6ja9qGbXsu/+x3/cFhDHN5a8qE4TddtRgA5pzSdN0tP9y680B3T3/QNH3AKdn0P37+YM6yx45saN7bcse9j1+0aFZpcYwpNCJAKGhyxjhjmsalJEPX1NdgwCxEruqkrmsl8ejXb7589LC6HbsPr3xxs6bx2qpSAHh5w+uMMcPQNY1zzp5bs627p7+yvHjcyAbO2epXtgkhJo4b6q4XXgCXWi6ffG5DLmelM7k7f/vE7Xc/cs+fVzlCCCGfeHa9LzsXvo1qCACgsiw+dfxwKWV3bzIWCVWWxbO5/Evrd3DOdE1TfXnmxS152xnWUFVeWiSJXl6/Mxgwp3p2vhMJARzvFMDqyhK1skgXYaC0ezVESiALmLr6GjB1ooH1hQg0xtZtbtY0fttXr+OM+YKXAm5nT+KuPzzFOf/3r1x3+YVzLdu+87ePZ3MWY+g9jnRdY4w99fwmxxHnnHmK7o4u48x9tCr85HMbg0Fz78FjP77r4dvvfuTJ1RuDAfNYR89za7aR779BNA3dNDRD1wxDx4LNOUovYQwNXTMN3dA1Q9foBNOx47jD0lBb4SbplFLt91ekafyJ5zasXrttRGP1L75388ihNQdb23/1+6cYQw0AOOecse27DvX0JRGwpy8ZDpntnX07dx8moP2Hjum6plwZCryaxhmiJCotjp0xc/zd9694ZMXaJWefumTRrEdWrHvp1R0/vuvhZefPMXRtzabXf/rrR7N5a9l5s01D//UDK19Y91o0HFo4Z6rfes4YY0zXOAC8sG47MvzOrdecMmmUbTuaxp98dsNt//3A2k3NmWzuOOhrGkfEo+09uby97+DRp5/fxBgbM6KOMVwwe/LW1w/c9/DqofVVZ8wc7wjx0FNrHl6xRtf4dUvnd3T1/eyex/YcPFpTVTp7RpM/oKol/ntlGHpfMt1ytDOTzf/uoedajnWVl8RGDqs9cLhNTcPm7fuCQRMA0pl8KGgebO3YsfswABxoaVMT6XaQM93Q0tn8Vz67dNK4YUru9mAqEfHX96/ctf/IOfOmz5wyuqG2/LcPrtq288Cfn3jp2kvOchyhjopJZXJPr964es22YQ1Vo4bV7th9SLG0bN4KBY1d+1uPtnfbjti8Y19pPPrL799cWhxzHMEY+9FdD93/6AurXtpyxYVzGUNN4wqaSh2XUnLGtIJeq8klddgcY6q1g4ZF19KZ3LGOnkR/+o57H+/uTTaNbiwvLbJtR9ddiTxv2Xfe+7iQdM0lZ9VWlS6/dP6WnfsfeOzFqy6epzmO6E2m+/pTV9/8AzWbnDPTMO76w9O/+N2TAMAQJFAwYKjJTmVy/b3JbNZSzTr3rOn/88cVT63e8FrzgfPnz/jE5Qvvvn/Ft354309/86iu8fauPoZ46Tmn/+ONFz381JqbvvKTWDR04cKZp00bK4RUI97bn0r0pwOmsWHbntVrXhs7sv7ixaeZnuJz2QVzfvLrv67ftmfFC5svWjRLqEMXARxHJBLpbNY659pvAmAylSGiS8457aol84SQN99w4bbmg8+8tOXGr9xeURoXUnZ09UVCgS/dePGiedO+etvd//XLv8RjkZtvuKCqvNiybMPQbUf09CUT/WnVzf5k2rbFnfc+ccc9j9mOyOasqvL4N794ZTQczGTzyXTmYEv7Ocu/5UGfaZz92+1/+M6Pfq8GMJ+3+xIp9WsqnWs50rn4zOmfu/Y8tU4JIXoSSSllOBjYtf/I7f/ziMb55687n4iqK0quXDLvm/957w/u+NOC2ZOryosdR+i69twr2z7ztZ/FY+GevuTyL/6nI6T/1gVM479++Zcjbd1Noxubmw9ef+WiGZNH+6/lxYtm/e7BZ596fmNnT0LjvKsnkUhmFHQUP+vtTyVTWUcIAMjm8oneZDKdRTe4GB1H9CSSoZCp5IT+VMZynN/+edVvH1yVy9u5vDWkrvLbt1yNiP2pbH9fqj+ZAYA773386ec3njZ93JVL5jpCXHLu6fc+uGrli5tv++n92qhhtZ+8/OzOnoQvP/pMxHd/WZZdW10WCQUAYP7pk9KZ3MypowGAAGZNG3fLTRcfPtqh7OHf+9oNc0+dsPLFzS1HO4WQC8+YOv/0SRcunMkYq60qvXjxrGkTRnz22vMYQ8Xeo5HQFRfOTaezJfHosY6eS8457Zwzp5uG7jhq0aGK8uIv3XTR2k3NpqnS/gAiI6KG2vLPXnd+Pm+pBTkei0wZP/zsM6Yoz3FRLPzb2//pgcdeXLPx9baOXs7ZsMbqCxbMmH1KExFNHDv04sWnnXvm9OXLFkgpOedE1FhbsXzp/Ma6SsPQiejSc2eXxKOhYEBKaehafU35/NmThzVUEdGIoTWfX36+ZTsDJtnBI4aAmVx+wpghineev2BGbXXpP39uma5ryuxeURa/5uKzwiEzEg50vN571umTTpk0avaMJrWAfvKKs7t6+3v7kj19yeqKEiXpM0TGcMyI+vFjGonICwsgROxNpB5Zscay7XgsfPWyBTdetVhKKYRkDAHx1Glj/+ETF7Z19qXSudHD6q5ftnDsiDrOmYquiEXDVy2Zl8nmaypKiGjm5NHLL184//TJAKAcgPU15csvnV9RFg+HAkR08aLTQgEzFDSFkIGAMayh+uwzplRXlBDRrGljrrlswaK509RQXH3xmdctXRAJB23bMQ39m1+8qqaqtK66zDU3vzsqPANUfT3uypuUfJvVvnnJN7r3je4Sym/wbsn3Mr07eju9PmGgyHYcInryuQ2xMZd+/44/nXjjngNHqqddfcMtP3ybD/JLva1Gvw16k2E5sVOa+x3egtAz86hTbVXkSUH4CqjvRKRM1UqWV4e++yVVL71AHT/6xS2jNGUELLQ/gWv7JiyIdQEvBGigELmRRV4IEKoCKsAJlAfCj7HxOn9cSwrLqG4W1l9o9BcnWKFPNmJuR4SQfqQQnRDzQ+Tu52PulsLjI4JUMyzL7u9J9CaSjhCOEMrKoMSS3kSqq6c/mc5KKR0hOGOc88KBUhOk5LDCPnq/DsyRYhiIyAua+lbDwgoDutS9hSBR9bi/wnsdnuQ1w19mBuk39FahMsdFnr3l9bduSUGUynEX37wlHyS9ee+Uv+FgS/t9Dz931mmTZk0b63sglK21py959/0rx46sP3/+jHcaCfbB08e7tj6mD5T+H5NnDFkF2IMgAAAAAElFTkSuQmCC" | |
} | |
}, | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 1, | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/", | |
"height": 71 | |
}, | |
"colab_type": "code", | |
"executionInfo": { | |
"elapsed": 1809, | |
"status": "ok", | |
"timestamp": 1567630732063, | |
"user": { | |
"displayName": "Wintermonth A", | |
"photoUrl": "", | |
"userId": "08864543463572702155" | |
}, | |
"user_tz": -180 | |
}, | |
"id": "rWBahEgeoNgF", | |
"outputId": "dc4f999b-f2ec-4e1d-8545-410c55c24ac6" | |
}, | |
"outputs": [ | |
{ | |
"name": "stderr", | |
"output_type": "stream", | |
"text": [ | |
"/Library/Frameworks/Python.framework/Versions/3.9/lib/python3.9/site-packages/geopandas/_compat.py:106: UserWarning: The Shapely GEOS version (3.8.0-CAPI-1.13.1 ) is incompatible with the GEOS version PyGEOS was compiled with (3.9.1-CAPI-1.14.2). Conversions between both will be slow.\n", | |
" warnings.warn(\n" | |
] | |
} | |
], | |
"source": [ | |
"import numpy as np\n", | |
"import pandas as pd\n", | |
"import folium\n", | |
"import re\n", | |
"import geopandas\n", | |
"import matplotlib\n", | |
"import matplotlib.pyplot as plt\n", | |
"from branca.element import Figure" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"## Covid-19 в Индии\n", | |
"\n", | |
"- датасет отсюда https://www.kaggle.com/imdevskp/covid19-corona-virus-india-dataset\n", | |
"\n", | |
"- GeoJson Индии отсюда https://raw.githubusercontent.com/covid19india/covid19india-react/master/public/maps/india.json" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"### Анализ данных" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 2, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/html": [ | |
"<div>\n", | |
"<style scoped>\n", | |
" .dataframe tbody tr th:only-of-type {\n", | |
" vertical-align: middle;\n", | |
" }\n", | |
"\n", | |
" .dataframe tbody tr th {\n", | |
" vertical-align: top;\n", | |
" }\n", | |
"\n", | |
" .dataframe thead th {\n", | |
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" }\n", | |
"</style>\n", | |
"<table border=\"1\" class=\"dataframe\">\n", | |
" <thead>\n", | |
" <tr style=\"text-align: right;\">\n", | |
" <th></th>\n", | |
" <th>Date</th>\n", | |
" <th>Name of State / UT</th>\n", | |
" <th>Latitude</th>\n", | |
" <th>Longitude</th>\n", | |
" <th>Total Confirmed cases</th>\n", | |
" <th>Death</th>\n", | |
" <th>Cured/Discharged/Migrated</th>\n", | |
" <th>New cases</th>\n", | |
" <th>New deaths</th>\n", | |
" <th>New recovered</th>\n", | |
" </tr>\n", | |
" </thead>\n", | |
" <tbody>\n", | |
" <tr>\n", | |
" <th>0</th>\n", | |
" <td>2020-01-30</td>\n", | |
" <td>Kerala</td>\n", | |
" <td>10.8505</td>\n", | |
" <td>76.2711</td>\n", | |
" <td>1.0</td>\n", | |
" <td>0</td>\n", | |
" <td>0.0</td>\n", | |
" <td>0</td>\n", | |
" <td>0</td>\n", | |
" <td>0</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>1</th>\n", | |
" <td>2020-01-31</td>\n", | |
" <td>Kerala</td>\n", | |
" <td>10.8505</td>\n", | |
" <td>76.2711</td>\n", | |
" <td>1.0</td>\n", | |
" <td>0</td>\n", | |
" <td>0.0</td>\n", | |
" <td>0</td>\n", | |
" <td>0</td>\n", | |
" <td>0</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>2</th>\n", | |
" <td>2020-02-01</td>\n", | |
" <td>Kerala</td>\n", | |
" <td>10.8505</td>\n", | |
" <td>76.2711</td>\n", | |
" <td>2.0</td>\n", | |
" <td>0</td>\n", | |
" <td>0.0</td>\n", | |
" <td>1</td>\n", | |
" <td>0</td>\n", | |
" <td>0</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>3</th>\n", | |
" <td>2020-02-02</td>\n", | |
" <td>Kerala</td>\n", | |
" <td>10.8505</td>\n", | |
" <td>76.2711</td>\n", | |
" <td>3.0</td>\n", | |
" <td>0</td>\n", | |
" <td>0.0</td>\n", | |
" <td>1</td>\n", | |
" <td>0</td>\n", | |
" <td>0</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>4</th>\n", | |
" <td>2020-02-03</td>\n", | |
" <td>Kerala</td>\n", | |
" <td>10.8505</td>\n", | |
" <td>76.2711</td>\n", | |
" <td>3.0</td>\n", | |
" <td>0</td>\n", | |
" <td>0.0</td>\n", | |
" <td>0</td>\n", | |
" <td>0</td>\n", | |
" <td>0</td>\n", | |
" </tr>\n", | |
" </tbody>\n", | |
"</table>\n", | |
"</div>" | |
], | |
"text/plain": [ | |
" Date Name of State / UT Latitude Longitude Total Confirmed cases \\\n", | |
"0 2020-01-30 Kerala 10.8505 76.2711 1.0 \n", | |
"1 2020-01-31 Kerala 10.8505 76.2711 1.0 \n", | |
"2 2020-02-01 Kerala 10.8505 76.2711 2.0 \n", | |
"3 2020-02-02 Kerala 10.8505 76.2711 3.0 \n", | |
"4 2020-02-03 Kerala 10.8505 76.2711 3.0 \n", | |
"\n", | |
" Death Cured/Discharged/Migrated New cases New deaths New recovered \n", | |
"0 0 0.0 0 0 0 \n", | |
"1 0 0.0 0 0 0 \n", | |
"2 0 0.0 1 0 0 \n", | |
"3 0 0.0 1 0 0 \n", | |
"4 0 0.0 0 0 0 " | |
] | |
}, | |
"execution_count": 2, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"df_covid=pd.read_csv('data/complete.csv')\n", | |
"df_covid.head()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 3, | |
"metadata": { | |
"scrolled": true | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/html": [ | |
"<div>\n", | |
"<style scoped>\n", | |
" .dataframe tbody tr th:only-of-type {\n", | |
" vertical-align: middle;\n", | |
" }\n", | |
"\n", | |
" .dataframe tbody tr th {\n", | |
" vertical-align: top;\n", | |
" }\n", | |
"\n", | |
" .dataframe thead th {\n", | |
" text-align: right;\n", | |
" }\n", | |
"</style>\n", | |
"<table border=\"1\" class=\"dataframe\">\n", | |
" <thead>\n", | |
" <tr style=\"text-align: right;\">\n", | |
" <th></th>\n", | |
" <th>id</th>\n", | |
" <th>district</th>\n", | |
" <th>dt_code</th>\n", | |
" <th>st_nm</th>\n", | |
" <th>st_code</th>\n", | |
" <th>year</th>\n", | |
" <th>geometry</th>\n", | |
" </tr>\n", | |
" </thead>\n", | |
" <tbody>\n", | |
" <tr>\n", | |
" <th>0</th>\n", | |
" <td>None</td>\n", | |
" <td>Aizawl</td>\n", | |
" <td>261</td>\n", | |
" <td>Mizoram</td>\n", | |
" <td>15</td>\n", | |
" <td>2011_c</td>\n", | |
" <td>POLYGON ((93.04466 23.41052, 92.94680 23.51363...</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>1</th>\n", | |
" <td>None</td>\n", | |
" <td>Champhai</td>\n", | |
" <td>262</td>\n", | |
" <td>Mizoram</td>\n", | |
" <td>15</td>\n", | |
" <td>2011_c</td>\n", | |
" <td>MULTIPOLYGON (((93.04619 23.66623, 93.04466 23...</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>2</th>\n", | |
" <td>None</td>\n", | |
" <td>Kolasib</td>\n", | |
" <td>263</td>\n", | |
" <td>Mizoram</td>\n", | |
" <td>15</td>\n", | |
" <td>2011_c</td>\n", | |
" <td>POLYGON ((92.89633 24.39072, 92.86116 24.31374...</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>3</th>\n", | |
" <td>None</td>\n", | |
" <td>Lawngtlai</td>\n", | |
" <td>264</td>\n", | |
" <td>Mizoram</td>\n", | |
" <td>15</td>\n", | |
" <td>2011_c</td>\n", | |
" <td>POLYGON ((92.93456 22.55405, 92.93150 22.39458...</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>4</th>\n", | |
" <td>None</td>\n", | |
" <td>Lunglei</td>\n", | |
" <td>265</td>\n", | |
" <td>Mizoram</td>\n", | |
" <td>15</td>\n", | |
" <td>2011_c</td>\n", | |
" <td>POLYGON ((92.67307 23.38303, 92.68989 23.32804...</td>\n", | |
" </tr>\n", | |
" </tbody>\n", | |
"</table>\n", | |
"</div>" | |
], | |
"text/plain": [ | |
" id district dt_code st_nm st_code year \\\n", | |
"0 None Aizawl 261 Mizoram 15 2011_c \n", | |
"1 None Champhai 262 Mizoram 15 2011_c \n", | |
"2 None Kolasib 263 Mizoram 15 2011_c \n", | |
"3 None Lawngtlai 264 Mizoram 15 2011_c \n", | |
"4 None Lunglei 265 Mizoram 15 2011_c \n", | |
"\n", | |
" geometry \n", | |
"0 POLYGON ((93.04466 23.41052, 92.94680 23.51363... \n", | |
"1 MULTIPOLYGON (((93.04619 23.66623, 93.04466 23... \n", | |
"2 POLYGON ((92.89633 24.39072, 92.86116 24.31374... \n", | |
"3 POLYGON ((92.93456 22.55405, 92.93150 22.39458... \n", | |
"4 POLYGON ((92.67307 23.38303, 92.68989 23.32804... " | |
] | |
}, | |
"execution_count": 3, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"india_geojson=geopandas.read_file('data/india.json')\n", | |
"india_geojson.head()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 4, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"array(['Mizoram', 'Tamil Nadu', 'Madhya Pradesh', 'Maharashtra',\n", | |
" 'Chhattisgarh', 'Gujarat', 'Odisha', 'Andhra Pradesh', 'Karnataka',\n", | |
" 'Goa', 'Kerala', 'Telangana', 'West Bengal',\n", | |
" 'Dadra and Nagar Haveli and Daman and Diu', 'Puducherry',\n", | |
" 'Lakshadweep', 'Arunachal Pradesh', 'Assam', 'Nagaland',\n", | |
" 'Meghalaya', 'Manipur', 'Tripura', 'Andaman and Nicobar Islands',\n", | |
" 'Uttar Pradesh', 'Rajasthan', 'Delhi', 'Haryana', 'Sikkim',\n", | |
" 'Bihar', 'Jharkhand', 'Ladakh', 'Jammu and Kashmir',\n", | |
" 'Himachal Pradesh', 'Punjab', 'Uttarakhand', 'Chandigarh'],\n", | |
" dtype=object)" | |
] | |
}, | |
"execution_count": 4, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"india_geojson['st_nm'].unique()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 5, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"<AxesSubplot:>" | |
] | |
}, | |
"execution_count": 5, | |
"metadata": {}, | |
"output_type": "execute_result" | |
}, | |
{ | |
"data": { | |
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\n", | |
"text/plain": [ | |
"<Figure size 432x288 with 1 Axes>" | |
] | |
}, | |
"metadata": { | |
"needs_background": "light" | |
}, | |
"output_type": "display_data" | |
} | |
], | |
"source": [ | |
"india_geojson.plot()" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"В этом проекте наша конечная цель - визуализировать изменение состояния случаев COVID-19 в различных раонах Индии." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 6, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"name": "stdout", | |
"output_type": "stream", | |
"text": [ | |
"<class 'pandas.core.frame.DataFrame'>\n", | |
"RangeIndex: 4692 entries, 0 to 4691\n", | |
"Data columns (total 10 columns):\n", | |
" # Column Non-Null Count Dtype \n", | |
"--- ------ -------------- ----- \n", | |
" 0 Date 4692 non-null object \n", | |
" 1 Name of State / UT 4692 non-null object \n", | |
" 2 Latitude 4692 non-null float64\n", | |
" 3 Longitude 4692 non-null float64\n", | |
" 4 Total Confirmed cases 4692 non-null float64\n", | |
" 5 Death 4692 non-null object \n", | |
" 6 Cured/Discharged/Migrated 4692 non-null float64\n", | |
" 7 New cases 4692 non-null int64 \n", | |
" 8 New deaths 4692 non-null int64 \n", | |
" 9 New recovered 4692 non-null int64 \n", | |
"dtypes: float64(4), int64(3), object(3)\n", | |
"memory usage: 366.7+ KB\n" | |
] | |
} | |
], | |
"source": [ | |
"df_covid.info()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 7, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"Date 0\n", | |
"Name of State / UT 0\n", | |
"Latitude 0\n", | |
"Longitude 0\n", | |
"Total Confirmed cases 0\n", | |
"Death 0\n", | |
"Cured/Discharged/Migrated 0\n", | |
"New cases 0\n", | |
"New deaths 0\n", | |
"New recovered 0\n", | |
"dtype: int64" | |
] | |
}, | |
"execution_count": 7, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"df_covid.isnull().sum()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 8, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"Date object\n", | |
"Name of State / UT object\n", | |
"Latitude float64\n", | |
"Longitude float64\n", | |
"Total Confirmed cases float64\n", | |
"Death object\n", | |
"Cured/Discharged/Migrated float64\n", | |
"New cases int64\n", | |
"New deaths int64\n", | |
"New recovered int64\n", | |
"dtype: object" | |
] | |
}, | |
"execution_count": 8, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"df_covid.dtypes" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 9, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"df_covid['Date']=pd.to_datetime(df_covid['Date']).apply(lambda x: x - pd.DateOffset(days=1))" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 10, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"array(['Kerala', 'Delhi', 'Telengana', 'Haryana', 'Rajasthan',\n", | |
" 'Uttar Pradesh', 'Tamil Nadu', 'Union Territory of Ladakh',\n", | |
" 'Karnataka', 'Maharashtra', 'Punjab',\n", | |
" 'Union Territory of Jammu and Kashmir', 'Andhra Pradesh',\n", | |
" 'Uttarakhand', 'Odisha', 'Puducherry', 'West Bengal',\n", | |
" 'Chhattisgarh', 'Union Territory of Chandigarh', 'Gujarat',\n", | |
" 'Chandigarh', 'Himachal Pradesh', 'Jammu and Kashmir', 'Ladakh',\n", | |
" 'Madhya Pradesh', 'Bihar', 'Manipur', 'Mizoram',\n", | |
" 'Andaman and Nicobar Islands', 'Goa', 'Assam', 'Jharkhand',\n", | |
" 'Arunachal Pradesh', 'Tripura', 'Meghalaya',\n", | |
" 'Dadra and Nagar Haveli and Daman and Diu', 'Sikkim', 'Nagaland',\n", | |
" 'Telangana', 'Telangana***'], dtype=object)" | |
] | |
}, | |
"execution_count": 10, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"df_covid['Name of State / UT'].unique()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 11, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"# Правим названия\n", | |
"df_covid['Name of State / UT']=df_covid['Name of State / UT'].apply(lambda x: re.sub('Union Territory of ','',x))\n", | |
"df_covid['Name of State / UT'].replace('Telengana','Telangana',inplace=True)\n", | |
"df_covid['Name of State / UT'].replace('Dadar Nagar Haveli','Dadra and Nagar Haveli',inplace=True)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 12, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"id_dict={'Andaman and Nicobar Islands': '0',\n", | |
" 'Arunachal Pradesh': '1',\n", | |
" 'Assam': '2',\n", | |
" 'Bihar': '3',\n", | |
" 'Chandigarh': '4',\n", | |
" 'Chhattisgarh': '5',\n", | |
" 'Dadra and Nagar Haveli': '6',\n", | |
" 'Daman and Diu': '7',\n", | |
" 'Goa': '8',\n", | |
" 'Gujarat': '9',\n", | |
" 'Haryana': '10',\n", | |
" 'Himachal Pradesh': '11',\n", | |
" 'Jharkhand': '12',\n", | |
" 'Karnataka': '13',\n", | |
" 'Kerala': '14',\n", | |
" 'Lakshadweep': '15',\n", | |
" 'Madhya Pradesh': '16',\n", | |
" 'Maharashtra': '17',\n", | |
" 'Manipur': '18',\n", | |
" 'Meghalaya': '19',\n", | |
" 'Mizoram': '20',\n", | |
" 'Nagaland': '21',\n", | |
" 'Delhi': '22',\n", | |
" 'Puducherry': '23',\n", | |
" 'Punjab': '24',\n", | |
" 'Rajasthan': '25',\n", | |
" 'Sikkim': '26',\n", | |
" 'Tamil Nadu': '27',\n", | |
" 'Telangana': '28',\n", | |
" 'Tripura': '29',\n", | |
" 'Uttar Pradesh': '30',\n", | |
" 'Uttarakhand': '31',\n", | |
" 'West Bengal': '32',\n", | |
" 'Odisha': '33',\n", | |
" 'Andhra Pradesh': '34',\n", | |
" 'Jammu and Kashmir': '35',\n", | |
" 'Ladakh': '36'}\n", | |
" \n", | |
"df_covid['state_id']=df_covid['Name of State / UT'].map(id_dict)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 13, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"df_covid['Death'] = df_covid['Death'].apply(lambda x: re.sub('[^\\d]', '', x))" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 14, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"df_covid['Death'] = df_covid['Death'].astype(int)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 15, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/html": [ | |
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"<table border=\"1\" class=\"dataframe\">\n", | |
" <thead>\n", | |
" <tr style=\"text-align: right;\">\n", | |
" <th></th>\n", | |
" <th>Date</th>\n", | |
" <th>Name of State / UT</th>\n", | |
" <th>Latitude</th>\n", | |
" <th>Longitude</th>\n", | |
" <th>Total Confirmed cases</th>\n", | |
" <th>Death</th>\n", | |
" <th>Cured/Discharged/Migrated</th>\n", | |
" <th>New cases</th>\n", | |
" <th>New deaths</th>\n", | |
" <th>New recovered</th>\n", | |
" <th>state_id</th>\n", | |
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" <tbody>\n", | |
" <tr>\n", | |
" <th>0</th>\n", | |
" <td>2020-01-29</td>\n", | |
" <td>Kerala</td>\n", | |
" <td>10.8505</td>\n", | |
" <td>76.2711</td>\n", | |
" <td>1.0</td>\n", | |
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" <td>2020-01-30</td>\n", | |
" <td>Kerala</td>\n", | |
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" <td>2020-01-31</td>\n", | |
" <td>Kerala</td>\n", | |
" <td>10.8505</td>\n", | |
" <td>76.2711</td>\n", | |
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" <td>2020-02-01</td>\n", | |
" <td>Kerala</td>\n", | |
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"text/plain": [ | |
" Date Name of State / UT Latitude Longitude Total Confirmed cases \\\n", | |
"0 2020-01-29 Kerala 10.8505 76.2711 1.0 \n", | |
"1 2020-01-30 Kerala 10.8505 76.2711 1.0 \n", | |
"2 2020-01-31 Kerala 10.8505 76.2711 2.0 \n", | |
"3 2020-02-01 Kerala 10.8505 76.2711 3.0 \n", | |
"4 2020-02-02 Kerala 10.8505 76.2711 3.0 \n", | |
"\n", | |
" Death Cured/Discharged/Migrated New cases New deaths New recovered \\\n", | |
"0 0 0.0 0 0 0 \n", | |
"1 0 0.0 0 0 0 \n", | |
"2 0 0.0 1 0 0 \n", | |
"3 0 0.0 1 0 0 \n", | |
"4 0 0.0 0 0 0 \n", | |
"\n", | |
" state_id Active Cases \n", | |
"0 14 1.0 \n", | |
"1 14 1.0 \n", | |
"2 14 2.0 \n", | |
"3 14 3.0 \n", | |
"4 14 3.0 " | |
] | |
}, | |
"execution_count": 15, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"# Найдем количество больных на кажждый момент времени\n", | |
"df_covid['Active Cases']=df_covid['Total Confirmed cases']-(df_covid['Cured/Discharged/Migrated']+df_covid['Death'])\n", | |
"df_covid.head()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 16, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"array([ 0. , 15096.6, 30193.2, 45289.8, 60386.4, 75483. ,\n", | |
" 90579.6, 105676.2, 120772.8, 135869.4, 150966. ])" | |
] | |
}, | |
"execution_count": 16, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"bins=np.linspace(min(df_covid['Active Cases']),max(df_covid['Active Cases']),11)\n", | |
"bins" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 17, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"# раскрамим столбец 'Active Cases' в соответствии с уровнем количества заболевших \n", | |
"df_covid['color']=pd.cut(df_covid['Active Cases'],bins,labels=['#FFEBEB','#F8D2D4','#F2B9BE','#EBA1A8','#E58892','#DE6F7C','#D85766','#D13E50','#CB253A','#C50D24'],include_lowest=False)\n", | |
"df_covid['color'].replace(np.nan,'#32CD32',inplace=True)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 18, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"df_covid['state_id'] = df_covid['state_id'].fillna('1')\n", | |
"df_covid['color'] = df_covid['color'].fillna('#FFEBEB')" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 19, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"name": "stdout", | |
"output_type": "stream", | |
"text": [ | |
"<class 'pandas.core.frame.DataFrame'>\n", | |
"RangeIndex: 4692 entries, 0 to 4691\n", | |
"Data columns (total 13 columns):\n", | |
" # Column Non-Null Count Dtype \n", | |
"--- ------ -------------- ----- \n", | |
" 0 Date 4692 non-null datetime64[ns]\n", | |
" 1 Name of State / UT 4692 non-null object \n", | |
" 2 Latitude 4692 non-null float64 \n", | |
" 3 Longitude 4692 non-null float64 \n", | |
" 4 Total Confirmed cases 4692 non-null float64 \n", | |
" 5 Death 4692 non-null int64 \n", | |
" 6 Cured/Discharged/Migrated 4692 non-null float64 \n", | |
" 7 New cases 4692 non-null int64 \n", | |
" 8 New deaths 4692 non-null int64 \n", | |
" 9 New recovered 4692 non-null int64 \n", | |
" 10 state_id 4692 non-null object \n", | |
" 11 Active Cases 4692 non-null float64 \n", | |
" 12 color 4692 non-null category \n", | |
"dtypes: category(1), datetime64[ns](1), float64(5), int64(4), object(2)\n", | |
"memory usage: 445.0+ KB\n" | |
] | |
} | |
], | |
"source": [ | |
"df_covid.info()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 20, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/html": [ | |
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" <th>state_id</th>\n", | |
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" <td>2020-02-01</td>\n", | |
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" <tr>\n", | |
" <th>4</th>\n", | |
" <td>2020-02-02</td>\n", | |
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], | |
"text/plain": [ | |
" Date state_id color\n", | |
"0 2020-01-29 14 #FFEBEB\n", | |
"1 2020-01-30 14 #FFEBEB\n", | |
"2 2020-01-31 14 #FFEBEB\n", | |
"3 2020-02-01 14 #FFEBEB\n", | |
"4 2020-02-02 14 #FFEBEB" | |
] | |
}, | |
"execution_count": 20, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"df_covid=df_covid[['Date','state_id','color']]\n", | |
"# df_covid['state_id'] = df_covid['state_id'].fillna(1.0)\n", | |
"# df_covid['state_id'] = df_covid['state_id'].astype(int)\n", | |
"df_covid.head()" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"Датасет содержит данные только о регионах, в которых есть случаи COVID-19. Он не включает информацию о регионах, в которых не было случаев COVID-19." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 21, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"for date in df_covid['Date'].unique():\n", | |
" diff=set([str(i) for i in range(37)])-set(df_covid[df_covid['Date']==date]['state_id'])\n", | |
" for i in diff:\n", | |
" df_covid=pd.concat([df_covid,pd.DataFrame([[date,'#0073CF',i]],columns=['Date','color','state_id'])],ignore_index=True)\n", | |
"df_covid.sort_values('Date',inplace=True)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 22, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"name": "stderr", | |
"output_type": "stream", | |
"text": [ | |
"/var/folders/0f/0yc24w1x5fg93fk9thd7tqt00000gn/T/ipykernel_73137/1450376541.py:2: FutureWarning: casting datetime64[ns] values to int64 with .astype(...) is deprecated and will raise in a future version. Use .view(...) instead.\n", | |
" df_covid['Date']=(df_covid['Date'].astype(int)// 10**9).astype('U10')\n" | |
] | |
} | |
], | |
"source": [ | |
"# Формируем словарь\n", | |
"df_covid['Date']=(df_covid['Date'].astype(int)// 10**9).astype('U10')\n", | |
"covid_dict={}\n", | |
"for i in df_covid['state_id'].unique():\n", | |
" covid_dict[i]={}\n", | |
" for j in df_covid[df_covid['state_id']==i].set_index(['state_id']).values: \n", | |
" covid_dict[i][j[0]]={'color':j[1],'opacity':0.7}" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 23, | |
"metadata": {}, | |
"outputs": [ | |
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] | |
}, | |
"execution_count": 23, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"list(covid_dict.items())[10]" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 24, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/html": [ | |
"<div>\n", | |
"<style scoped>\n", | |
" .dataframe tbody tr th:only-of-type {\n", | |
" vertical-align: middle;\n", | |
" }\n", | |
"\n", | |
" .dataframe tbody tr th {\n", | |
" vertical-align: top;\n", | |
" }\n", | |
"\n", | |
" .dataframe thead th {\n", | |
" text-align: right;\n", | |
" }\n", | |
"</style>\n", | |
"<table border=\"1\" class=\"dataframe\">\n", | |
" <thead>\n", | |
" <tr style=\"text-align: right;\">\n", | |
" <th></th>\n", | |
" <th>id</th>\n", | |
" <th>district</th>\n", | |
" <th>dt_code</th>\n", | |
" <th>st_code</th>\n", | |
" <th>year</th>\n", | |
" <th>geometry</th>\n", | |
" <th>state_id</th>\n", | |
" </tr>\n", | |
" </thead>\n", | |
" <tbody>\n", | |
" <tr>\n", | |
" <th>0</th>\n", | |
" <td>None</td>\n", | |
" <td>Aizawl</td>\n", | |
" <td>261</td>\n", | |
" <td>15</td>\n", | |
" <td>2011_c</td>\n", | |
" <td>POLYGON ((93.04466 23.41052, 92.94680 23.51363...</td>\n", | |
" <td>20</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>1</th>\n", | |
" <td>None</td>\n", | |
" <td>Champhai</td>\n", | |
" <td>262</td>\n", | |
" <td>15</td>\n", | |
" <td>2011_c</td>\n", | |
" <td>MULTIPOLYGON (((93.04619 23.66623, 93.04466 23...</td>\n", | |
" <td>20</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>2</th>\n", | |
" <td>None</td>\n", | |
" <td>Kolasib</td>\n", | |
" <td>263</td>\n", | |
" <td>15</td>\n", | |
" <td>2011_c</td>\n", | |
" <td>POLYGON ((92.89633 24.39072, 92.86116 24.31374...</td>\n", | |
" <td>20</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>3</th>\n", | |
" <td>None</td>\n", | |
" <td>Lawngtlai</td>\n", | |
" <td>264</td>\n", | |
" <td>15</td>\n", | |
" <td>2011_c</td>\n", | |
" <td>POLYGON ((92.93456 22.55405, 92.93150 22.39458...</td>\n", | |
" <td>20</td>\n", | |
" </tr>\n", | |
" <tr>\n", | |
" <th>4</th>\n", | |
" <td>None</td>\n", | |
" <td>Lunglei</td>\n", | |
" <td>265</td>\n", | |
" <td>15</td>\n", | |
" <td>2011_c</td>\n", | |
" <td>POLYGON ((92.67307 23.38303, 92.68989 23.32804...</td>\n", | |
" <td>20</td>\n", | |
" </tr>\n", | |
" </tbody>\n", | |
"</table>\n", | |
"</div>" | |
], | |
"text/plain": [ | |
" id district dt_code st_code year \\\n", | |
"0 None Aizawl 261 15 2011_c \n", | |
"1 None Champhai 262 15 2011_c \n", | |
"2 None Kolasib 263 15 2011_c \n", | |
"3 None Lawngtlai 264 15 2011_c \n", | |
"4 None Lunglei 265 15 2011_c \n", | |
"\n", | |
" geometry state_id \n", | |
"0 POLYGON ((93.04466 23.41052, 92.94680 23.51363... 20 \n", | |
"1 MULTIPOLYGON (((93.04619 23.66623, 93.04466 23... 20 \n", | |
"2 POLYGON ((92.89633 24.39072, 92.86116 24.31374... 20 \n", | |
"3 POLYGON ((92.93456 22.55405, 92.93150 22.39458... 20 \n", | |
"4 POLYGON ((92.67307 23.38303, 92.68989 23.32804... 20 " | |
] | |
}, | |
"execution_count": 24, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"india_geojson['state_id']=india_geojson['st_nm'].map(id_dict)\n", | |
"india_geojson.drop(columns='st_nm',inplace=True)\n", | |
"india_geojson.head()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 25, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"name": "stdout", | |
"output_type": "stream", | |
"text": [ | |
"<class 'geopandas.geodataframe.GeoDataFrame'>\n", | |
"RangeIndex: 723 entries, 0 to 722\n", | |
"Data columns (total 7 columns):\n", | |
" # Column Non-Null Count Dtype \n", | |
"--- ------ -------------- ----- \n", | |
" 0 id 0 non-null object \n", | |
" 1 district 723 non-null object \n", | |
" 2 dt_code 722 non-null object \n", | |
" 3 st_code 723 non-null object \n", | |
" 4 year 723 non-null object \n", | |
" 5 geometry 723 non-null geometry\n", | |
" 6 state_id 723 non-null object \n", | |
"dtypes: geometry(1), object(6)\n", | |
"memory usage: 39.7+ KB\n" | |
] | |
} | |
], | |
"source": [ | |
"india_geojson['state_id'] = india_geojson['state_id'].fillna('1')\n", | |
"india_geojson.info()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 26, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"from folium.plugins import TimeSliderChoropleth\n", | |
"# простой пример https://github.com/python-visualization/folium/blob/master/examples/TimeSliderChoropleth.ipynb" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 27, | |
"metadata": { | |
"scrolled": true | |
}, | |
"outputs": [ | |
{ | |
"data": { | |
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], | |
"text/plain": [ | |
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] | |
}, | |
"execution_count": 27, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"fig_1=Figure(height=850,width=1000)\n", | |
"map_1 = folium.Map([24, 84], tiles='openstreetmap', zoom_start=5)\n", | |
"fig_1.add_child(map_1)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 28, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
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