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<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;La cartografía básica escala 1:10.000 del municipio Carmen de Bolívar (Bolívar), elaborada en el año 2022 por el Instituto Geográfico Agustín Codazzi (IGAC), es un producto generado a partir de captura en dos dimensiones a partir de imágenes de los sensores WorldView, ADS100 y Dron Sony de 2021. Este producto cumple con los estándares de planimetría y altimetría de la escala 1:10.000 y cubre totalmente el área del municipio, aproximadamente 94618,268 ha.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
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ZG3Z65FGjRzRhApwpQ5/OvVo4+NrTVjmnRe6JDr0fm+WkMsjE4QKvUetX9eTdkrkexdrvQjkv9UTzJDZbY8nZzkgcdQDUzr11eXLoNQpvTmNi3d5LeN5Bh2UFh6Gu+lJygm9zKSSdkS1oIKACgAoAKACgAoA5vxddYtILVCC8j7iPYf/AF68bOatqcaa3b/I7cFC8nJ9Dnr5fKtIFIw7AFwDnPvmvKxKcKUYtHVRalNtENpbh3Mci44yT6g1z0oK9mjacuqKtxB5U7oO2fyrCrDlbSNISuk2OtQqEtIjbCOq+lVSikuZiqNt2Qkkm5uD8o5BAxTnK/oKMSDlmwD1NYbs12RMNqpjlmPArVWSM9WTwHZvD/MzErjrW1NWvcznraxZCgxqFMWRg5/Lj610KKa0aM3LXUjZZAu6WNkXB7df8gVm1K12ik09mQKELKD904PA5zWUUr2Zbbtc6a0drGx2sY3iLDDAcYNezQfsocr1RwT953W5d+zSTQneI8MDsQd1Pqa6/ZqUfyMefUj1BFSx+U5dGB56c8Y/I1nWUVDQum3zGMFJspJyAQuNrKcEdeK4fsuTOhfEkUYoWfzLggkA8ADjPrXJTg5tzZ0SlyrlNg25vYoWgKttiCsD2IGBXouHtEnHscqly3TKqKShIZUuISRtPGee9c9vvQ3v5BcyzRx+TJ88mN2B6HsfyolJxi4vcFFNpoitNNeZHmwyRAb2Yrxx2ArOjhm05PYqpWStHqBcl1LLucA45GAMDHH60+t2FtNDe037TNABcKGjwMEjkj1+lehh+eS9/Y463Kn7u5nxwNJq00EIDW7HeQw4+o/WuVQcqrjHVG7lampPcuSWmnJbS2azYkY/MwOSD71vOlQjB076syVSq5KdjNXS7hBIJIi0aZbK9Grkjh6ivdaI3dWL2ZaV2aRMROwKjav1OP5g1soSbVlczdktyX+xJnIk+zxrlsMjnOR3P15rojg57tGbrpaIv2unpZ6jJIhVUdNoX3z/AJ4renRVOq2tmY1KjnCxcmuIoikbuN8mdi/3q3nOMbJvczjCT1RPbw+Up65PWtqNPkRTbZNWwgoAKACgAoAKAILm8t7QKZ5VjDHAJqJ1IQ+J2KjFy2OCkljn1SfzJCEkckSZyevygV8vNxlUlJvd/georqKSWwzULcw+Wsa5GM+orCrBxaSNISvdsjhlbcxU4bAwT2x/9elR1lcdTaxAymYu5Bzz14FZJKV2y720RZmCwkQjHCDd8ue2fStalorlRELy1M8kENt4JPIrjk7m6VhQwEZGOfXFCaS1Bptjo1Xflg2B2H+NOCu7sJPTQtFlEPzDDeuea6tFHUx1uLgshxtHfjgHtTtdCvZlhrmD7AbV/MLA5TJ4X8vzrR1Iez9myFCXNzoS1t7bAe5mVNx2gbev19KKVKDV5sVScr2ijcItooUjDDaByccDjv6V6aUUlynJzO+pFaapFp5kWRnkjfBVx/Kphio0W+bUcqTqbFnUQL62g2nartv5I/Uf0rSv+9jFx2epNN8kncoyNHJaxRSpgKx+UnI6cZrnkuaFpI2TtK6FiguIzHtTYuwnAHBGKapSi9FoNzTQ1JZ4AJkceW2FZ1B49eOKd5R96OwaPRk7XdvfvgqrEDDhvl3irdWE37yM+Rx2HW8Ed3dm6khJt04XcRjIzwfYZpwjGpP2jWhM24x5b6kTXkszpBjy7eRsBPRfWsnVlN8my7D5VFc3Uuy6TGCCriFQVLAj5SB71vLCq2mhnGtfzGSXkke9raRUt1TCu/8AG3fHtUyquN/ZvT8ylBP4lqZcurTSoY0RYw3ylx2HauN4mUlZKx0Kik7sWwlIcO0SbVUuzKuMn1z3qoS1vbYmUdLXNZNTuZYSEA5B24HPpz/+quuOKqWOd0IpjYNYe1VYfsoIQchO7dc/zq4YxwSTiDw7lrckbWpZoWEURUNjZJjPHOTWk8bo1FAsPZ6mPdsPOhlW4aQj5QSxJHXPv6V5s5ap812dEVZNWLvh+Evqhd5VcxKfl5bHbrXVgIOVa7d7GdeVoaLc6uvcOIKACgAoAKACgAoA4rWpLptbaO5YGHpHGw4IPp+VfN5hUqfWOWe3Q9LDxj7O8d+pDa2zxw5jKZyRjHAx3rGEXy36lSlaVuhFeT/aLaFFmCyLlZM8fp+FZ1p80Uk9S6cbNtlKC1El3gSAqp67gM1hToqVS1zSVTlhsaBjhQvOsJkVfnUK3ynrycnmuqUYJtxWxipSas3YyZZNzO4/iPGDmuCcrts6oq2hAvrjqOlYo0HKGI2ryW5IHYU7N6ILpastRRFVc42kDIBGc/nxXTCnYxlK5MIi0pYljjgbsYP9K15G9SOboSSQt9iMxUADIAUfdI7GtJ07U+YiMvf5SnDGZMsflTILGuWEXLU2k7HQ6VYxz25kmjzu4Ukk7h/SvXoUU46o8+rUcWTS6jBZ2bkJuck4HY9h/jV1K8KNPQiNOVWZmQQJqate3cywIuQewPpiuGnH6x+9qOyOqb9l7kFdlh7q3eS3Fu42Wp3ZcbvM6E9s13UU6rSobR38zGa5Iv2m7I55mv8AUFlgKogbBVgOx6isaiq1Z88Nk/y/MqPJCPLLc6UzxsEVAGY8/MRivVd7JJanIlbdksflP+6Jjyfz/KtIQurNCcramJd2FsXlh2o8isAxUYK55AHHNcNfCOK2vc6IVrjLe5hQ3DiRWiK8JknnoeBwKcKM4ycGiJNSincgZBtCz73AXARV4z/vVhKhKK99P+vM1U0/hEuJZpJcXLloVw3lL90qO3vWM5TcrT27FRjFL3d+5BeyPMHyCFDbVQ9V+g9f8KyqtyumXTVthEQYAB2gc84HPTHFVGOnYJS1HCRrlo0z5hwOgHGfY0X53YXwo1IbONrgSs6xyKMKvQD0GK6oQ5nduzMZTsrJXEmVYZmjkeJC2COckjuRQ6dpNSaQ1O8boVrIJHGyX0UcbHKk8E+vBq3h0kmp6E+1bb01Hx2mkzRrEZWkkZsmUEqevb8Qf1q40sO4qN7vuLnqLU1bI2sEhtbaILtGWI/Qn1zXbQdOL9nBWMZuUveky9XUZhQAUAFABQAUAFAHHeIop11Rp5IcI6hInXnkdz6da+dzGE1W55LToejhpR5OVMh092SNNxABdgyt1Gef8/WsaDstSqqVzOv3hur3KHA6ZPFcte06mhtSvGOokUKS4RQf3Qy+3ufr6Uo07rTpuNzt8yFpQY5MZ24GM9celROSjF2KUW2Vcg4yRz69q59GjUbzngnPap16FF23hZRwdzHGV9fQfyrqpU3FeZhOV2WRkwZUEMD0HPPrgVvZqNzPd2GLdfMwdWHXgDr/AJ61CrWKdPsL9reWIxiQqrkbgQDux3+tHtnOPLfcORJ3Niy023eRV3PtiAbJHDg/5xXpUsPB2s9jjqVZq5Y1HV4dNxAEJlA4UHgU8Ri40Pd6k0aEqvvdDm7iRpx9pu3O5uUTHX/AV5FSfN+8q/cd8I8vuUyvNdvOUB4RPur2/KsqlaVRq+xpCnGF+4+OV4FZgDubgfjwa7MNjJ4aLcUnfuZVaEarV3sWrZ5AoIUkueFXqPfpXTh8ZUWtk9W15XMatGPcuLZW0NoIwScfI5BBx3649q9JY+Vruxy+wQ6Fbe1n8xy4AcMJAQvfJOSM9T+VL69Lqh+wj0LL28ME7XMbuG2/Ix5wO5zjsPxq6mJl7N2IjSXNYrWttBOu394SWPzKccHv09qzhjZt7FyoRS3GTwRiY2u5jGeDt+8T/n+QqZY+optK1hqhFxuE0Ai2o5ZDt+6ORxwPpnH61yV5OUry3ZrTVloTaZbm6ZpWw2DxkHJ981NGm6j5hVJcqsT7Psj7UaPYVxGG+85HbNaWtLfQlarXcXTkJJvJWDsjMBIRwB6Cqppp876E1LNcq6lKO8J3CRmG5znPUc4xjtXPz6amnLroWbQyTTvKQTklI1xxirgpOV/uCVkrEsluzOY3ZC6AKvoMf/XNaz1lyvoZp2V11KIVo5mnN0EKkhSTj8D+tYRrOLvc1cLq1hLbUFtXRrdpXk3AMWbI4Prj0zShjPZ/BuN0L/Eddpl9/aFmJiEDZwwVs4r3sLX9vT5nucNWHJKxdrpMwoAKACgAoACcDJ6UAcj4i1SK6cW0SCTyyT5gbI5FeBmWKhUfJHp1PQw1KUfefUoWsapZiQxglGJIB5A46fjiuajZRvY0nrIju7SIASiRZN53YXg4PXjtzWdekr8yKpza0Yy4zZQkwqUZlHzKfyyaynekuxcbTZWmcTBnPBftx1rOo1JXfUuCcXYqHnAVSTXM+yNiyttLFMu1RvT5mBwcfWto0nGVlujKU01foX41Ko00isdw+8RkdTx+ldkFZczRzy7IiN08aFAFXLdehH+c1DqOKtYpQTdysow4cj5cjvWKTvc1b0sa1tFDcXu9cKFGW5weeO1dtOMJzuc8nKMbGjbia0guNu0g/KoPr6+/HNd8VKEJNLQ5ZpSkkzNiijlikvJ5CHPJZxnIrz4JSvUnudE21aETEu2Mlw7fMwBxk968ys3ObZ3U0oxSIT8pBAPPf3rJu2xdrk0Xm3U6K7EqOCSegrWHNUkkyZNQWhoKhjh3g4KngA8L7+1ejCPKrnJJ3ZoQLC8ccfldPm2qd34nFbQSlsjJ6as0dMtpAgEpYo2cI3fn0rtw9PSz6mNSavoR6nDHBZFPJIGCOBnH/wBas68VCPKkOnJyndspxOLVQxZmkJOVB4UetYfBrfU1evoQWty8dyJnCEH7/PTnqf1rGFRqXMypxurIaimW5Zp33JvbGeNoPQ1KTlK8ht2VkWPtMccohhj4C7FIbAOTzW17aIyt1Y+PZJNukUJb243Ekfe9gc/Srp2bu9kTO623Yw3Ml2TbxWyxwoSXQHJGc4p87m7JaIFFR1b1K8kPlpBG6AMxLyDPT3rFpKyNE7ts0IiVhR4GKADJYn1q7y3hoZ6bSM+fUWDbUBKk/eI/lWE6tjeNO5WjMkrGaQtlhxIq5/THSs43fvMp2WiLf2YPPtOwI/XaR1HXA+ua1ULuzM+ayOq0W1az01ImAyWLZA65Ne/gqbp0UmcVafNO5oV1mQUAFABQAUAI67kZeORjmk1dWBHB3tg+n3SWlw8eyRS/yk4PP/1v518tWwzoS5JvfU9WFRVFzIs6DbfaEl80EwsR3x2rbAU3O99jPEz5dhbrULWyuvLW0XCj5TnGD2Na1sVSoz5FDb8yKdGdSPM5FF3mnt3lu4iAx3D5ceZ/+quOdSdSk5VV/wAE6IxjGdoMqzS2jcRwMMKOr9P8/wBa5pypvRI1jGfVkEZ8y6HlKykdCO1ZRs52ii3pG7Z02keH2kVZbgOkZHQn5mzz+Ar2sFlza5p6L8Tgr4nojqBEkUAjRBsVcBa9xRjGPKlojhu27s89uro3N3K7opd3PAHH+eK+Sq1faTcn1PXhDlikhyq6WwZ1VVfHB/i5/wD1VcY2jqhN+9oaVhbhWiZpArJnEeMH6muynTSszCU7l24MaEsWbeRwN3tjgfhW1SehEVqczcytHEIgQAx3YHU/59K8fETslFHbShd8zK6ho0LY6nAyeawXuK5r8TsMiR5nB6jpzUQi5sqTUUa9vbwxovnbozy2dwww44616UKUFHXQ45Tk3oW7ESOQIUDRH7wIXj9a3ppt+7sZTaXxFlykcyxxg+YR8yIcY9K6ItJpJameslfobUMC2qEoScNyGYnt713xgoaruc7k5GNq9wtxdxx7G3gjHPy89K8/FVOeXmdNCFlcypRLIGnKAoMkjPX8O3U1xTTfvNG+i0COFweFVdyBgc8Y/wA/zpRg97A5ImjiimDLFvXOGILcED+daqKkrEc2uoGJklBuIwkcnZTyOmfrRy+8ubYTaSfLuWr6EfZEeMqWPDg56EjCgegrerbkTiZw3syWKApMZSu1yuJAp+U+9TFNO4N6GTMoYlzuLyFiCzZ6cfga55tWv1ZtG7diGQvIoEzCNABgHoKyk5P4tDRJR21JEADY65HDHH6U0kmDdzS0y3kuSRC5YLyVbA/HrkV10KUqvwGFRqO5ow+Hm8zfNJHtLbmUICfpmu+ngJaczRjKuraG8AAAAMAV6ZzC0AFABQAUAFACMwVSzEADkk0N21YHHeIpANaikch0KAIAc+vP5k187mLXt7va2h6OGXuWXcn065ih02V5QSsZyBwN/rj6GujDTjRw/tHqY1oupV5UYOozQXV6ksORuPcivGxU41anOup30U4R5Wadnf3S3K2xjSWNT3H3Rnn9K66VeopKFrpf0zCpTg4817GbMbZnkbBWQORkDK4+hrlnyO76m0ebRdCxoQVdThRwDvkGcjPHOPpzW2ASVaKfVk4htwZ6BX1h5AUAZt/o1rerH8gRoySNoxmuLEYKnVS0tY2p1pQv5lOaxCttMQO0Z6Z21yToOO6NY1L9ShAj2qMBbgsP4/askuVXsaNXZRu1uJH8xjvUAbTgjk/T+dctRSbuzWNkrGZKC0xIwcgfhXBOLc2zoi0olcIxfa5yoPTrWPK29TS6toSl/LKuhCnHHbFaXcdUTZS0ZoGeKWCN3jJlTKs6jgj8K7I1Iyhd7nO4OMrLY0NPtreQBWklEu7djO39PSuqhTi1a+phUnJPyNN7Mq0km9ItyYIVRvY565/Su+NK1+n5mHMRatJNDaRRAZaQ8hTzxWOKlOEUu5VFKUrvoZE0kocTOSJm+4h7KPUfnXDKUm+Z/wBI6lZKyCKEzFmaQbFG+QLyP/14pRjfVvYUp20LV06BGJzgnqhwQv0Nayau2ZK+xXhYQxliTvbOxT3wOvP0qU0l5la3sOSKd7mLD7zj52HzAD0+tHI7rUTmrbF+WQ7VUJ1zz2FXKWlrGaWpDLcefaTJFIgZByc88cf0pOblFrsUlyyT7mebmJkSPyJAqjOGbO4nnOcZ5/KsZVIuyUTble9yVII3cbCnkOeWGGIPp+VXGCk9Ng5tNdyZbdomaCeNGgJ4bI3D6exrRUnC8ZLQm6l70XqXIoULK1iwMsHzbVO04J5GO9dMKWilSeq+RlOdtJbM6C1uY7qESRn2YdwR1Br1adRVI3RySi0yatBBQAUAFABQAUAUtWtri80+SC3dUd8Alu47iubF0p1aThB2bNaMowmpSOS1u3W3it1bKOmUOPT1r5/Fw9mknujuoS5m7FtYLiXQEeOJjwQRjPyk89vYV2+znPCRdv8AhjDmUa7Me7QCA7kChAAhTvzzmvJrRVtVax3Qk76dSzYTFLdypCmQ7S4QnC/XvXRh6loO27MqsbyV+hbtLIXOoixkD7ASSAQMKO/v2Fb0qPtaqoyX/DGcp8sOdHT22lWVptMUChl6MeT+de3SwlGlblicUqs5bsuV0GYUAFABQBk6pZ3TESWgTJwGB6/WuDFYebfNTN6VRLSRTutCvLhMGaLPpg4z6j0rnqYCrLqjWGIiuhXsPDU7Ru91J5UhyAFGfxz6VjQyubTdR2ZdTFK9ooxdSsm069aGSMNx8rY4NebiaDoVHFnTSqe0jdFIgSBUYgAnnA6VzNXSTNU7aovwoiyJb7Pl6s7Dt9O31rrpwSaiYTbepr21tYTGQl3YhuWXKjOOgrvgqLOac5pbGhI0UaQIMsYv3h6naADjn68V2JpRXkY3u2Ys0hu7t5Z2WMIw4J5AGOK86UnUm5SOuKUFZBczC5l2Eps+8Q3BGP6UTnzDUbBFeJF8qx4MihyrHAHbAqfacvzJlTuQ4S8Z2jaUyKpZEOOR7VEff2B+7uPmRmZIsAbgN8jcYbHGPatGrkp2JluEDJAoyrJjK8ZOcfh0NO/Qmz3GzXDCWZHy8aRgY5BP0/PtSb0ab2GlsyslmZ4WEcgEu3JXdyw656daz5HNWT1L5uV6rQSBD5kQQNK5wWJ6DH+FRFO6sVJqzuWUnt55nRYBnOeDxj1I9eK2jUi7pInlaWrLti5gYwJaocvkNgEgd8DFdeHnZciRhUV/euaAlP2xVMLrBJHgMYzuB9Mjp/8AWrp5/ftbRmLd1puifTNLSxLyFi7sTg5OMduPWtsNhVRu73bHVqc+ho11mQUAFABQAUAFABQByWu28k/iG3jUYQhWJx0Gea8HG0ZVMXGMdtGd9CcY0W2dPbYMRKjC5OK91KySRwEOoadBf2skLqAW53Ac5HQ1hiMNCvBxkjSnUdOV0cQ9rPahoZ1dERickYBwea+ZnSnTXLNWSPUU4y1idP4btz9ma8cHdMAoJ6kDv/n0r28sp+57V7v9DhxMve5F0NyvTOUKACgAoAKACgAoAKAEIB6gGiwGVeaFY3E4uXBj2j5guAp+tcFfAUZy9o9DeFeaXKjG1KeFSsVnGixLg7h1c/4CvOxFWH8OktPzOiEXvLcdZxPDEiFiskhJUHnj6UqcWku7E7SYlx5UUu87mdv4cnn2FKbs7opLSxQkBPnb1JJYk9umM4H6VjLTctDCUuTHEisFZsgA5JPbPtUq0nYNV1LEcJcMblPlHC5Y5BP8qu3WQr22CeCKIl43KunK7QRn29+tE4KPvJgpX0ZXmled8Ogb+DAGM+nfqDWbm3oUoJajFIhEjKGD4yCpx9R39M1N3qOyHeW80QYMR/Fgn170mm0F0mKgdZ4o4xtZCMFTkZP41UU7pRE2rXZo31xGsChEUXDpsacjbzXVVqR5UorXqzGEXfXbsR2cax2olHzO55J6r0z+FRSiuW7YVG+awpuZYYnaAZcgYdMHPrz+Aq/bcsXyCUG37xp6QkXnNKLqR2k+/G3UH3rrwijzc3Nv0MqzaS0N1WX7qkcdq9WLjsjnvcdVAFABQAUAFABQAUAJtXduwM9M4ot1AWgAoA5bxOWu76z09Fbc5+9njk14ea3q1IUIrc78JaEXUZ0sESwQJEgwqKFFezTgoRUV0OGUnJ3ZJViCgAoAKACgAoAKACgBGG5SMkZGMik9UByF6+oPIbG73+ShwCpySOgPrXz9eddv2VTZHfBQtzxKZVTJmRQFRtvljkZ9uBisVHqX00Hl98iyuw2jpjrtBx0/z0q1e3MyUuiHStPOyyoPLXB2k9RUSlJ6oqNtmVtzu+5pSeqsDwSB7+uaytJ6tl6IkhaZfL8thHCuSN4GPfOD1/xrSPMrdjN2uy68kpt28yWQsf4lGST26Vo5tq7Fyroit58c3nw7njdgGjY88j8Bg84pc9OScFdD5ZK0iGCzuJ3XZh2wTtL8sfXFYwozm9CpVIxWpNHCI7mQybI/L25AOO3P1rSNPlk7icrpWJbqRXEZhG9CSr7VBwPSrlytmepHbQx2nlyKyuGICFWwVyDyR2ojDks0OTbWpbJW4WNvlkeMEsCfu+3HFXJ83mRsV5JYHkQqyQsRhlb7v6dB71m1GT00LXMlrqRT2s62uPIysT5453e4/Ok6corbYFOLe5o6bNH1WGRXKgExjCsP8ffFdNGouid/Izq3ta5uxk8eWME+v9a9Sgtbo4dbluuksKACgAoAKACgAoAKACgAoAa0aMwZkUsOhI5FJxTd2h3Y6mIKACgAoAKACgAoAKACgAoA5vW5Jor9nCDBjCq2en/18142OclVv9x2ULcpMultLphlnAM2wsFx7VpHCP2TlLcl1kpWWxiwJK7rIzHacgqR24/KvNjzXuzpcktLE1zbhV2sNtuqZ46k56VrKmra7Exk3sVYk89gGAWAthF34I98Ec/hWSV/Qcn94t/ZNCrMcGLG5SOGx3qa9NxQ6U035kCSN9nWFpW46YzjHb61ld8tmzRrXQkhg/0oKu8DO3MjkAnGevbvWlOm3KyM5zsjT0+0MGo+bK6hMFflbOM9cnvXVQpclW72MZ1OaFkO1GG1juYTJubcCA46AngZxTxEYRkr9RUpSknYrfY47ZmjFyUVQM7Wx+v5Vi6ajJxvsXzN62GyQwBY9qPGpXglSSfXn9KqcdFbqNTuJb2b3EreRcsmFJc4wfyqYUZSk0nYUqkYxu0RR8TnAQhFz+94BOetKF7+ncco3RsafOTttxLFLGRwscZAUfU9a66U9oLVehz1o/atZmrFBtcqiqAB949a9KlQja5yXlItJGEOc5NdCiloikrD6YwoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGPFHIVLorFTkZHQ1LhGWrQ02th9UIq3Gnw3DBjlWAIBX374/CsKmHhU3NI1HEz7rQfOIImJRedhHWuWeAT2ZrHEeRz4ZxMFhgEZDlS4XcV5rytU9FY6tLas1bh3e1UTR5AJDYHzEfSumT5qaU/+Cc692V4mbb/ZzKP3ywxYOCB8wxjqewPP5VjThC75nY0qSlayVx17G10g2zRyQBsK4bbz6EnvU14ufwvQKUlF2a1M+VZrecJJG0anLEE9Pp+Vc0+em7NHRHlkrplmG+eaLyJGBGSArk5I9z/LFaRr3jyz/r5mc6VnzRGNCXQoY3IzglyV96U0krWuOO97l2zv7mYhEEU5JysR2nv2Gc9s100a9aTsrPyMpU4LyJ3vLO3l3SW5WZQqyLG2FUjoM9+oradaEHeUdfIiMJS0T0Kd5b/aSlzZgPE6/Ng8hhzjH9K56l5WnT1T/M0g+W8Z7m3o0MxjkW6UZXhNq43D1rvwcJSv7QwruOnKatqxeNn7Fjj6dK9KnLmjc52raE9WIKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOD1SSS21KXEbRIWOARjcPUHPNfL4qThVaaaPUpx54rUZBfXcYIWMucZUk52j+tZRrTWyHKnF7shmmcKXRwd45G0jb1PHPXqazqTlvfcuMVtYqOsbBt4JPBXJ61hZdTW76F2xhFwrwS7hJGpeMbuMjsa6aMOdOEt1sY1JctpIiRnReYwTjKuV56nvUq9htK5LZSSC5aVgNrYDk8469qdJtSuE1pYe3mQsvl/IQBwowVyOg+grad6bstyF724xpmUlJoVdhjLckLx7delQ5aWkrj5eqZo6bLYxXMOza0oXJbaVC/qfSunDypRmmtzGqpuLudDbTPsMSN5kpYkFugHrXsYebaaTuzjkru7L0UYijCDJx3PeuuKsrEN3Y+mIKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAI54I7mJopVDKwwaipTjUi4yGm4u6OT1fw9cRMWtFLwsfurncteDjMuqRd6Wq/E76GJi9J7mLJFcW7NHKCGxg7gQw/wry5U5wfK9zrUoyV0SQfZWXyHdo5QMIxPyn2Pp61rF05Llej/AzamnzLVFy2lurO6SORU6hWV8ZK47H0/GtoOdKVmZTjGauh0FrsvHia3leGUbgVAO3uf8+1OEPf5XF2Y3P3b31RCls8LGRVZC/IDJwR+FT7Gcdbble0i9BVby1ETskuBkgjbgdzj+lCT1T1C/VEM7R7VwxIQ8q4JDc1O2oXvoX9OYud8mSU5KquBz39xW9J3d30Mam1kdRp0UaQ71zubgg9vb9a9/DwjGPunFJu+pcrckKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAMTWtCW/YXETBJl+9nowrzMdgFW9+OjOmhiHT0exx5+QZlVXHOwZGR+VfPPT4j0V5Fi0vLi3RyWLR9AHO4KOM/zrWlVnFd/UicISZeg1eZ4wvmmMHhcrw3Xoa3jiqnLa9jOVGHYcLu4tsm1uCNpyUKhgc+vGf61rDEzhpFkujGWskX7S+sb85uIYUusFSz8ZHfGa6qeIo1viS5jnqQqQ22MlDLYXRgmty8bsfLBx+YP0xXBedKTjJXTOj3akU4vU07aK7w8McoYnodgA2/X2rppxqO8IsynyaSZtWKSIAJCS2PmJOfpXr4ZTVO0zjbTk+XYu10AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBzfi23hWzjuRETKG25Xpj34rxs3pwUFO2p2YOT5nG+hz1vEZbXzFUmRHGVIwGGD/8AW/KvIguaF1ujslpKzLiriREnUQpIcJyGAPuO+fbH410QjG/LNWuZSva8dbFz/hHbt7Mus4Eg6DdwR/nH5V1Sy6pKneL1M1iIqWpjYksrjyJFiLjjD4wT+P8ASvOtKnLlklc6HaSujofJjvbON0VDKny8EEfpXockatNNLU44twm09izaj7NF5zySCJOWBGQfYepNdFCDiua7sTWs/dsalk7SW+9o2jyxwGGDjPpXqQk5Ru1Y52raFirEFABQAUAFABQB/9k=</Data>
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