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<keyword>Atualização Curvas Cota x Área x Volume</keyword>
<keyword>Resolução 03/2010</keyword>
<keyword>Batimetria</keyword>
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nksOD1556Dt7UUrj+RPDfuwKXA327vvIYd+vHp6f/Xqq5MmWcqzHjhQAO/QdOueOMnPerskFu1uGZih3bA/dQMkf+y+9ZkSrDIobGwA5UdWHfA4zgfy96mOuwTTWjZZjnRY90sPmkjavP8WcdR0qCNnedREdh6qznHPftj/9daHnWywy211aqZUR5YijkhiFJwcc9vccdant/JmtYVilWSSN/MUtyGYZz069TVRlya2L9m56XHGSEWgScjoFl5Y9c8jP0/rWeqBJnjhuEMP3i7YHHTvV28iAsZZbkohj6YY7R2HQZ7j1/CuX+1ZuxwZI8jHX5eOwpU1d3Cs7WQhuvPu33Ajg4HGeO3btVmDzXdDEi7Q2GZgcgew9vr1qa00tdYuVmKSiEEAlQAW4yRn2yPzqz/wj0M99cQrLdbEQlQCrbT/dJJx7cHt9cdc3HZuxyQpyeqVy7Y6Zptjb/wBozLvbAYsQGCZ5BXsT05/UVRuZI7xGuZmYy8J5cbDCDrkN/wB9df72O1ULyXULsLYXOwopEnmBdpx0Hy8etNOnxRLaPFvO+ZUIPO4HnP8AkUoUkmry1LnU0slodLYrBfQBFtip8o4285+6CT7ZC+nb1qkl3ZrNcwPsd4o8mRsbQcYx6nBIH5+nORZa/NZzf6Rbo0asA6IzKU2kYJXocYH5c9BiaaXT47q5uftUM0V1KWX5csoJJ5B7frUOjOLL9rGUULDHoszSNPfPG7Z2xhDhCT64x/KtKLQtOkQz2couzGuWiEgO7g4GR0PSsZtLhuneS1nT7P2zyVGBk4PvV6ztrWO6R7dQJ1GIvm+/8uCfQnr0olNomMVs0V4Y9QNzcI9qUndQGbbwiY7Y4HAx+lRNFPbSI7NvRvlLKCuT3Gex4+vFdPb65b6TIv2wh/tA8tmQAj5Tg5Hplj+vpVZJ7SW98lCWtmmJZWBXcnT9OuOvHbOKPbO+2hcqS5VFPX+tzKXUobqNlMrp8+/GzcPQc5z6/wCej01DzXZA3c4cYJGRyfr90/8AAfrVq8t7KeSeWCP92CFUh854PfuODVdVtmhA2hEfknaBxjHU+9SnDoiJKa3ZY1OWyIUQgM7EBtvyjAyAOBjHPb0HtVU3SraCKFWSHODvJySCOvb05/xqS3hjtWYyf6wAbUyOg47/AIGoDEVDLJv8w4aM7evTPsBVRjTeiuEpTTuSRxyy7BHIBEjg5Bxz+HJ5x079aW1hiiRVnk8oQqWaP+Jjngcnnt0GKmSFIIE3uZUKgsVw20lsYAx7c+mDT7ecT3Q22yYlQxhSPukjaCc55AOc/j61HMrWsWo2s+o+02G28wRvuQsyt8vAyG/iOOMAfh9aVmkEItyyJ8gR2GMEAcHGTzgDnrz9KjjiVHht5JR9nG0kiTahyAWXd1A57eg4GeJ7/TYT5KQgx+YyIzecxDZUkgZ46AD8R07zKy2NFdoRLLyrpXeR0j2LtkIw3PsR1x9fxxRUcm64eIBFI2tJt2gDAOAVI5JIXn2x+JUND22GzO/2YHygIlO2NCTxkZyT+X9MVnzStcPthDbmIxgEKCD6D6GtDUrp4XM0LruVQhyAFz169KpRSBDEECFHwMg7uceo4J6/XNEe5lUavYelnJjeQ0pzyFyzD6DnHp61asbCEWcUs8rBnHGD+ORwP1zVGbUPLjeEModF+U4JIPr1wD71Th+0SGQu0kcO3AjUfK3vjPNVZtDjKMWnuauqX7T2qwQMX348xiNucexrAVCjKDu5OCCOen+e1asFu8gUrl5FAJAHJ4//AFVd0/T4pLwXEwQxKCWXbncRj5ccep/KqpyUGTNSqsXSJIrmzTTnWPYz4ZG4ZzweCAMc9znpjpS2mpC2jubaCJY/K+ZUcZJJPrkdj0x2rPuY0ikmkO9YkfKbj0BwQPryPXrWbLcXAnIjdfm+XcAM02uaTaEpyikuxrWGn/6HcPChbZjgck8HOB3PTH41Jq+npdXaWdvMA6KWG1uB1+XHc9O+eaq6XrjQQmCVGjJdT5kfPbkEen/1/wANB727ublvtOTbbQ5ELBH288qSAT36/wB48dKFzRncr3HCxgz6WbSeRGlMkoG18jhSRyuQeT2/A07+yoVtoJUhLF3YMT2wcAdcY4qypD3AkhiK25Ziglxyo6gnH6+9X5ysdoYljgV1fOR1HB4Bx7qfXI9q6PbJNLcw5L36GB5c8zRw26bXJzuU4Cjtn0qe9tfs0ZBmHmKBlAc9cc9vU9q1oIxbNNGwVvulpEGCv+z+HXj8+1QzJHdTunkEhsAYGWJOQBx/n8qznUs+VbFq8tZPXYk0rSHMQlZgx+5GjyhkRjgMSR3JGMD1HWna9YNYYl+RYyoDeXkgv64PAHPHX9eNFQmiO9vbAx/KAZJR8rPgZ6Zx27/U96qzzm+3GcKY3dY9uMnHzDk/iDnJz68YrG7bubyjFRt1MyxMl0ZGe5MgjRQyu53AE4BAPp/UVeMKwTkp5u5CNilc4DDJ6fTJzwBnoear21jNaXck0dwqGFCELR5ySOvcd8c5p8F/dxWlzFhv9ICpJPuYcgk54yMc/l+VN2exC294mZg0mxVLEsx+f+JumF6A8ce2RVa4WJ7XzYogysDGgyV5Izkk4zwR19ufWxCZ5E2MBNKSHL5w7JwACfqx9+epwKk2wi4uJQrmLBkypBAAIyO2D659KnYaVzJsb9d5jRZA7rtRUbPOcnA9M9OD168k1sIkK+WkMYwyF2icncvT7xUkjqDz0/GmWZs5dQRJVjeF43jlMi4DZ6FefUYB7c9KhECR3U0Fo/lxmc7W37nUDG0ZPY9R6Z7020xpWRLBewTzBI7NXGMZzjIwFOAOnY/ifWrNxqdtMGFvAEEXysrjOTu5wOxP17Y4xVEOjIYkugJV3Iy7sEHn/Ece3XinbGwhCojbg7AnJB44PGfT8h9aQczBofPi3AkxgeUZQ3XA6YB6UVYgnZXPyqzA5C7R8p7jHpjuOTgUUilFMjmiDWkiyAiJsMvyADp1Az168Zz+lRMcLmDae6lG6jsD0x+h+lWF1I/ZQNiuD8o2oNpOcnIHQ4z7ZPYVSmg8tJH+cbhnYoO04PfPQfn0pLzIkl0CR45yqGMSsz7VYEkKM9hjnHPP/wCqpSI7ckBGAHIzgHd3HTBB/mPem20UEbRyMwE3l4UAZBPUnGOO3P1qvPZEXSlpHXzJAAqjk479ccceoqtL2IvdGxZzRPZQTFUwCd0RIO8gHg/r19Kgv4vJtRdrNDGcnCI21scDp6ZHY9/yo759Py9tctbsWYlMbwOhA5HPY5PcdqqXTvKXglll81l+9KSc8k85PGeOn65oUFe5cqnu8pbmhSeK2ngMrTsFDBjnDDocntye+PyIqjMl3KrOI3aNeHZW3AYznp0/ye9aHhpFJdpVuWVSoilhBxHzkk9sdODn6d6uXU8GkwvFB5oz8qA4IzjnPbuDnvx2zV3s7IXLzLmehy7B44lDIyg4Klh+v861tLMsls6J5eNwOXA7DjqRge+atxNFeWTL5YeI9+jDvt+gwOfTtVG7k+yykwoEXlVCjdgcjnIx6c9eabfNoZ2UdS7BJGsLrIroqgMGbGOQcrnGT/DyPQUoVbmItFcwl872I+8uBgH37du4qrFeQviORmPylwwQDae4HpwDmrVlb27id4CWkDHKqQMAAnr6ckZqHoWtSKO2F1ICzAAKGLM2Dgfj1/w6VHIXtCiPLviXJjIQcfNjHY54HP5USAx3AlTcsfDKNq7cKPU9R1/OrCuJp4ZMxKcgMBJtI9R1A44/I1qqjtyvVEOC3WjBZY5FQRbmkLbtzhhkZ7c+rZ/D8asQyRXYMqw+aiBmcRqMMVxnPt0I6etV5YgkTSSM6Ev8suMKozyeeenb2qWLVorSeORpJUiXGFePkjPfoMfjzilOk7Xihwmr2kxzRlnaQsju7FQSey9PbsQSAOc0g4d43BMIPCj+LA469O/r2qF7qF1fEZjeWQsqgEhMsTgcenp1qEDzXDo7FD/sAY9ufXGPSs3FrRlXW6JvMZTKwVRLsB3kZIO4EcY6Zwe/I+lEkgmjJaAwy9GIJAJIPGD7jkcjg/WphFHCkE0dypkdzmNeCCoBJOORyeP93OMGoXt4pNQ/0dkzjPzE8jnnnr0x78cUFa2KqmSCAywEBv4VKkHOQdpPrg9D68VNJBJDardSyZDIh6jJBPQDnPb0q9FpwXSYypbzUZy4PQc4I9c/KvB9ahZJTG8E+GjySYyxyhA5z2x8vA9aLoOXuZkb/Ypt7oBGy7SwJHJ49egHfHU1pWwRQp3+azHO7G/JJ7fr6fXIpiRBPMUEfNgOG5DdeM1JJH+48vHIwyEAjAxxx+dJu5MdEWGuZxH+8DYQZ+6PlB+gxnHH580VGsmAglPmCJh15GfX8qKRe/UrXkcAtQ6IJCo3BV4XIIPAJPXJH4D1GLaywtZmzwzNxhSBlcDGMnPHPGMHr6msqMyqoEaiVcYLAbjxxjIPIHAyPbvWk0C2YVpLhWmMQlKKpBXsfY8g98/nQ10Em90Rm3XypI3ZTIpXg/3eeQePX3/DFXo7TzPmG5Q0QTdu5Pvx2PHeqwIhnS5cIwGAsQb73ByOOMHOO/SrsUjS3HM0ig8+X8pwpIBB9Dj344pFRtfUxryFHupXhHI5+d+pAyRjPHT26c4xUHkyQrHPdlJVY4aNnwFBBxg4OCSO39a1r6dFgiUMvThiT0GAMDrjntWbcTtdwHy95iztKbcDP3ssc+n8uoq4t2ImkmJp0tpHqKxRiZN77dzEnC+gCjOffnPHTGam1ebT2umt44VdgFj3AMNnJ6g85HT6ACoYnhKrcRtHBICASQCTjv7dM/XPPWoZrLzGeaOVGZm3YlcEtnPQjryDxTVr3FzPlsU7Kf7PceYy74DhX6ZCn09OnatBI2u5FuIpWdW+V1IPGeMd/wA/8mlcWr22CIydpAZgpwM9AO//ANfNOeOIwSM8wjmUApEpKjb3+p5HA7VbV9UQuzNKGW1t7WR5pd0rKEwcA/X1IJA/DjtTReSC7MglMcmFDgcrj09Ouex/pWXHGRbxO1uSuR823lueBnHXnqO2PSrDxIjTYmHmqirHFJjkn17cbjgdfrilyoq7toTajK0N3bJc2yjaPMDFcGRTgDPcjg/n6Vfh1JZbcMsMBgjkH7lQRggH1ydvr69PWuZllleRfOLkqAgLE5x2FX4SnAQALGDufGzI6An36en9auKUWm+hLk3exovey3Ty2gby1cllRCAAdw49+g9+BirN5HFeLG0kJjLKTn5jzxggY9ieDVEzNHqMSywoAuJlKnnOcqSffp06HFK5WKNTH1cMdgIIyf8Ad/DsKzXxK2hTejvqMLTzJPFiSVoUKeawydpGcnvx+me9X5tQeXQ41lz5m/c7A8SEDGTjA6cf/rqAgwSr5qSMuASu4qvHrxnORn8KRU3bcA7VGQSePc/59q2cFPUzU3HQeIZJLVJBHuDEsQB8xAxkfoPzxmp47SeWZWVBgDdywxtyQBn+7kqTVRZmjuCqkIzYG52wMZB4/EDn2qeEPIGV3O3/AAzjjtnv/LtWEoNK7NU1expaNCjaqZ5bh5WHyRBuEG/7wb/aI59OCOvNLq0RX7Q5TEYkwm5QrbecZz7YGfc/UwJHELZmVuo2s4QhnUAkqCfQAdB7c0yVILmJDAXDEn5WywUE4yCe3b69M1HU1+yRWc62/wAtwn7lgFZY8DIPVuQcnGRj6c0XNwIlLRSMFUEDGUZ8jj5QTjpgY65pEtJBteRDgnaDnBAGOM/j+tV3jbaWYZIJ2nIwR35/PqcdPqAi7SsLvMyxC3lPCBg6DBB7Lhjz24PXNFTyRGKPZMX39vMGD1OcZ/rnpRQmJruZdhci0tvmizKAWIY47Dn264z6VZjntrkRQzSrEHPl+e2X8vA4BBA7nHPrye9Z19cCW7ikiTanlgAHBB5P+fwpGlKxLEG/euTsVNpUgkZ46g5UcH29avlvqSnZ2NQXUCajc25vPNtQS4RAUDcZyCOR24z+ffVbcqyx24nUlAzSsclscYC47cVg2elzQD7Y6kopJVQw+bgnIPoQDWki3i/6QgBlVgWjYkAjIx1PPcf/AK6iVr6M0i2t0Jf20N3sikVt642oTkqM8/04pvlo1oG2FPOIO4MeFx0O7Jzyfx/Ki4lEMqyYG53LtnlVIJ4H4k9D+HUU+3xhnbYqqTtVhgDAI4JHI+Y/nSTaQSV2Z76VLLMsMTbdoBcFuuOhI/A+/PSpFsPJ27jvkKbwr9mwSTjvgd/8idnaQSNMIkOdpd0GHO73z6fh/OK63W8YeOOX+4G8wHGQQAMdO34jFXd7EaDDDFI4t12q6gSLI+ChPUZPXPUemO3eqd1GTKJZl3GJBwowCdwyD2yN3ar1yipHEGwrAIGKICc8cn8ASMkH+laS7hvEFsluIpJW4fnHJBP8gPw6+tRbE9tR8fmXTtcLG4ldSGVWxwQduB+BpZ4Ajeb9lGMDcjKd2d3JA9xk+3TNTRXpt2VY5mCoo3xyjBwFAHbt39cemKfcNHIoWFotgjzLxu3epz14J98etJbj6EMUaGOOKWzw7EkLx0x64yOp96Q2i7PJO5XRCWO4AEbs9e46fn60TpPBqMLWcsrBOMu3AfuB9Rz64zUluJGMkzb5cnfuBA6cDIx0Iz9Me9DC3Qis0jt0dlkZdwUk4IKdeeOnb19D1qedA8BZJGEvUk8jGenp0PSnRHYcSbVTAGznCg9foM/07VNAlsLZoyE3SAoQp+U47Y5Hp1qW9bgl0IpI7mXEkgJRUGQyZL9iNxwAR6D1qICSZEYsWZlGMgqc4xxxj1/SrQZYIVSdd8qgHO8jOO/9On4Go0kknkZJNwRZG245HJzxnr6/hQmxuz1IBbov2dDxuYn5uwA9fTJJ61MLhXuW2wmNckAsCwx2/HFWI0aO286WCOSAMFCv8yk4zjHXoc/UdqUJmzVbhHbzmDIQcYx94kA8d+CPWk33DlIo7k48qJ441wVMeDsbJ5/3v/relSQ3Egut2xcr8qg59OmTz0Hr+PrDMXEe0RLIq/LkHGxgCc44JJ7GlyvmAM2ATsPr25yOnQ0httEq3DQ72kLSqD5jHPHP8XUD/IqN44vMiaRXjOQc5xxyNwOPft/+tVkbzOWLMeM7cZ/DtwRS5Wc7A2AxUED5gDn+Ifj+vtQLcjljUFceaQSdsnJGDjqeec9u3FFI8M0vLhVDNnAOcdOhOfTHX/GincHvoYRvWSJPkBIGST3x0H60lrJF9rhSaESCeTGQQCnPbg/rRRWlrJmcdzdkij2MY0EaJNsCDptL7cfkT+dS+RsuJdrnAcrhuRgbT/X/APXRRXOmdjSMlEk/tJ4POYxxvyDzu+v4cVuKkbWaxwxhMyfOX+YscD6cdfXr1oorSfQwj1M5kVLc3GAQ0S7UPRCQOR/n09KW6Z44oGZt4aaNSuMc43Z49+1FFUtbEBMvnW+AdpYAk9cgsy4/8dz+PsDWCZC0uDkkgDOefSiirgKRrzwiKxt5EOE+X5QBnnn735/mPSrPki3VZUY/ICFB6jkL1/4Fn8KKKl7FRJ7SFYpHuEA3SI20HJCfM3vz0FZNnfSq0sUYVUlH3cZC544oopR1HJ2saKyl0Z2ALsxBb8v8aXz3W0QnDb3IO4Z4545oopEj3/eT7GZ89S27kjHT9ajad0fymw4ZihJHbj/4o0UUiluPtLiRrN5cJ5fmBmi28NjOMnr3NSxySRNlWUKoJChcAdP8TRRQwTESE3AQGRhvIJPXvjn161JCr3EcrzMrsoZwxQZycnr36d80UUi1uiG4RYjvA3GPcBu56Yp0EG9vtLNnyyuECKByW6ccUUULYmW5TnvGlZNpkPlqVLSvvZiDgnOBj2Hb3oooqjNn/9k=</Data>
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