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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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qfTjHU1V0+dRmeOBjHGQWweec8/QBW61VtCYpplqHZHZwNHsSfeNyhNzNk5yDggYx0+v42hFCtv9mij3lyu/cwUEE8HrnuOtRWdykoNtIg+ZhsZV2kEnr8v198VfnKWe2JllJQKpcybiSRnHI6Y/Tp7TK9yktLjFgtobVGjjWRtgPy7ixBwcZHI69x+VSBBIqSW8PDAsnTBbGMAjIHJ6993Hep2hjkjkG/akkY2kyYGcnI6euDkZHHvzQeSCwiW3McRV4gIstwrkkgficc8cenSoWpV2uhRkZ4klSTaoYByDtyh54wOv6fSlBleMRzzoitGCm4KOM9BnB7D24X2rRc26Xaec8XnJhI8q5JB6YbPHUnPqe2M1C1s8u5GdXJGN0oHAx97g/L37E8DORV3M+R2vcpXCWhgjjtTG7bstyWftheCeTz2x+lFWt5ty0XzvHIcqpP8ADkZwcjuc8Ag56DuU02HKZnlNbTMnmh2ZPL3xtvAU9wQfqMehq2skcdg6tFJJE7DYWyypzyVX5cnr+VRuvnOkzZfauDhVDEDucDn3zk+p9L9uNVmuUks7QzPEgYRwpvIB78cjg9vpVyi0KLE+2WFm/mD7auVYKwjj+R8dflI5zxgk55BqrYG/uZDK9zKpHMR3sFzjrk8nJz9Mnpmpvsuu/aWj/s2VznYyvA555Izn/e4JpyyXsWmQWF3ZSQLGxZJDEwdshgeTxjB7D+GpcGlcOa7LHlQtLcXF2F+0jlriR3UIMAABRjPbBB6n8KWSWIsPtkZw7jZGxIcHOcgkZwOef9oj0rEWY48n78YbKqyk8cj2P8vXitWJp1ZLu3heR0w+GjGxS/cYIOMAc57EnFS4lqd0UFMUkiQXUkq26K4i8shtmWJHoGGc9/xp8IjtnDwMxYdm6HP0wavJA0dqF3IWQfvSGz5TbQACAvPAxwT3ByQKgeS1mkCRsI3C7g23jrjoOnQ1pTUZOzIldaDPLiaMOCN3dCOn0NVXO0qynHPBH+etTGSQQAJ8rbsbucnNN3SKipLH8jZ2EtuAHoPTFa1ZP4SVFFWTe7qxcnA9c9801lO0ZAOKt7Io0HnMASMgd8U4QRhvlZvcHnIpKk+oalQo2wemehHWrEmLiTzpFV2RgSVU9uSDnrT2i3KXaHMbLv35wAB1/T8alNvPO37yNc4wA/zHr7dDz+lRUcU7IFewltNM85Ma5kKlVDAkEkjqfQZGc5/WpMTQxpK48xs7TMXJTBAPAHIwB1x6+op0Ia1d4oY1kcEBiXHPII47keuOMZ45pttbNbPKrqMvkeY23CoCMn9en5iocbblp6WGXNqAxaeF5H/iUKqZHI7ZwRgjH/16ghud9n5EahyYtuxUJwdxz9Bjn8BV+5GYXMUnA24lKAEuQMnJ4CkfQcn8axjSOQGTeVDBfL6IuBnPB5yccgY5+lK4NWKsEV8rC4txJGw+YMrYJ9x7f57GnyyXQnQTuJPKfzDkg87ucnr1Jz/+qtC3t5IjJPvEoXdEIkTaWB+YDnnnnpk9ee9NuZG3RvHExiwpEhBJAJ5TI4J789uKOYdmkQQ30ssSJtjihVlSRRx8uRz047dMDtVu4tjvj2OH8tzuMjbsqSNpHHXHH49Tk1CYnhaSZxHMVwzsygAMSByB1H4detS3aShwEGGZuE8tSDjJP8+vHep66D6ale3lMks6yJHuf/WMzcqATkj+9j2/XrVuGOR9R88SM+4/JlAPkPzAjt2P/fJ5rPe1EUge3QbnHC5OFPbHJz0zzwcfgFaNXklWRiAGYc/dPXnHfGR3zVOxK03JTxMgWMkZLKhQxtnOemCG47A5/HiimSbnsofKcEnnDMdvQDacYwO/48dKKVn0HcYrFEE8ErIcZUup+c4AIXj5sEkHHqO1adlq19aBjayFDHGBujO0YBHBHQdzgjnjimJE1lKkkYV1RCWKqWGw4J2nPbIOeO/HWoZITh183zYoo2yxBXdngngc/wAXU8Z6+lKbWqGlbY0l13WJNK3vqUieW4VvmbIx6nPT8P6YrX+oJqk0DTXc5JQORNudEPTAXtnqMeo6nFU7e6NvILa1lWbzGDnnd8uOmMdcYz3z19rKwWV3KFjjFvcozAKpABI/Mf59q3klUSsyE2io5t2tpVJcuGKxsDjPPAHT269vSqCGZrtQsZZ5V4RkxwOOPQYH9PrdlieO3MTb0c5DtLyoGBkqMdeByOePxqVP3dqY5lXmNXSUffG4ZOT+Pt1rBpx3DcFvH3R5giyFIyULYAyOhA29OfUdR0qjJJ5l206IiySAssaJwB9OwHp9KsCbZyxk3NHsbB/hzxzzxjPFUELOdgJIGfl56def510RjywutyZO7LkMxZgHYkMcbSOn+TTWTD4Zm2qDjmmDa774vvAFvmI69eMVJ9rAlQGLGTzIV4+tEffVgZYMKzMWkTfsAIXdjr157dP88VCE4KqdxwN75yeen41oyW5ghxsKSluZGPDZ6dfx7DOPpWOsbC5kEUh3Mcrjo3v19RShJScpLQqWhYwrxoLsK8MeVDKuAuSRzjkjjHHpU4uV81pZTsI4RsjrzyR0Jz/L2qkby4ScvIWMhGA4/pUcqvPLHvQhcALnrj0xnP8AXFTGjZ+8CkmathlkcCaJQwKrvJO3I5IHfOMVIwaLehDeZIh3hFyTngn2446Z6detRMqSSqsUcaMny7A3BK9wc9hg9qhWTawfzF3O2Dzyo/vH/Oc81doyfO2NtJaFnFsY/KuZJw0ygSDaOcenfIwOxxjpzgwzOq3JWQiaMKVUyMCAMkrk84OCef8AaqeW53iUSbluC2IxsyAfQADOSRj8fqaJQI0QRzbScgLtKMFxknjocjrjv3rmkpc1rFPzCD7VDcw+fBC8pDFwUByvHqM5yei+lUftAS1hVFILZcGKQqFUnIyMYHJPQAYFPgjmd52NuZYQ20RuwJIx16dcY689R1qxA8QiYeSFEbA7FwME5wh4556eoI60no7BvsyqYpZF3zZllYAKmCwHHXrjPtVuK5hlYeYFQIcsWj4Ueme3NPjnjVEBBjUgMis+SeTjnqe9KYwrxynHksvKgKScj1GCO3OfelfuC0K11FLHIZXnQxyHEYX5Vkxzgntgnkds9uKFuoFZJOXxGAEkfBX247cE8/1qw2ZcJEYZI41CAKRlh65PsQOOx5NRw2sd3OTJAIiAAOqnnHA7YHP596d11C2uhHaiOQqikRrjduAP4H680U1rJ1bETnyyd2GJwPzxRVO/RiVuqLVncG2nWSVHYHDOqq0gUHgk8jDYyM+zeuKe+Y5GjdZPK+UAqrFc99wxkg+hxyT0BzSbZVvZY2hLrnMgYAk5wGXPXoAQD6dOmMWW7MHmBwpVyTlep6A9Se2fx9cnM2uNuyNi0myI7R9nzy+YsYy6qpGSCeAOCBnjGRjvUd7FJcGV7a3XzV+8NwPUDoTxjls89h6UsTRyW0ZRTDtcBPM+UkkHgkE4PX9OOlKyyKwhChQo3FzMVVQBwGJHbOcc/iBRGTjK6G1dWZSsdUn2mOeQNhSwJUknp6c4xnkdPwqUlzdMz2kcMIwSx4ODxgccnkccehxU3mwvOs4Me0cOFbG88AduRwwz6e2cthunmIt3DOHbIZZW3Jjs3GPXgH19K2jWlcjlKJbzZHilO3IZUcfdz+POP8fzbHBBdSJiTyJN2W3ABACegxzwD/OrqaXDdak8Fs73kocjFt/y2AzkoDycHjgEE9DSi1lUSROipJGrKyAg7/mAyOeecjrzx1GadWonoSotMhmsIbNmWaZd+zf+7Riu3I2nJHfdj2x36VBt83aShjJxs+UneT0AH4Hv6VZt5ora7udyTYI3p5qABlzgngADrxjjt3AqaG8i1CA20S8qwY/L/Dgke+Bj09PUVnGTi7otpNEcE1zbXTLIZPMI3j3bvkNnPcflRNCFCsiAEsDGC5BBPY9j0yOmOnaoW3yXRSTHzEhWcgDHTv68D/Iqxc301kbbHzBlDgBihYHOOnbkD8MetE9WnFEpNLUV1UQxSuFQBgUMYw7kknoSc87evv8ASonDicSZldZ2UBAcOc54Y5OM5PbnBpy3MNxO2/dbCJi42Dec4IJHPJ6cnOPX1sW582T7R5EoYymM8Nu5GRnJ4HOfxz3NQ27aladB0sVtaWdrFO0MqsrYDymNkOTwecckY55G001sXVoUXCz7t6BFKBBjh+fXrz6cetPayght442jZWSPl2XYpIGQRn1PpzzVHIunlKRxuAwGJVAIVTli2Bjqe3NCbG7JkkWySFfOmjUoipwRy3Xn07Dp/KmXqTxoGXcI2OFY8Fhxggdx9PSrkPliSRLeNCpIiwQcNkD5c8dD34PWqs8S/b13lhIBlVwFAwOoXrjAzW0Kj+EnyLNvC8xVSQqKRyQG2k9vbPGT0ApwiiEUaxGPbnaodNpOOAGOMg5/lx1qNBMqRxjfI4YNknO3jjk8gAAn/OS4WmY4i2wwupZt3pjgjpxyO1FSCveTsWlfYlDHfII3D5AG/JIO336kdv8A61RufmbzWlKOcgr6dunpTEh2qwV1aPcVKg5weM+/ekF1/pEtr5TB3AXIGTwvpyD36dqbjCMdrkO7JIwq/KkCgng4IwRz2785pVEgQMiFXU7lZHHy89uOn4nn3qWGNTdeU4XkfcDZPB4yPxJ98VGuIJt0Kv5zjlSGAB6k9c/n6CsuaFtEUk0R7p5JhFKUY4ZfmyDkcAkjjP8AnnIyUsk/2ZpXkfc5bdgdT0x6gdc/5xRWbTew9ColwJ7gOsMjKVwFJGSM859yAPbp6UCG7hlEkcS5AIwoG4A44/T+dCu0kpijPkRKm7CD7xwOvc9abBZySKWO9EQkeYBnacZ5/DNdDVOGj1MfelqiaLUJbRGUCGLgF97Dc/OCO/8ACcnjPTFJLNCVlUGKNZ4ycsNoBPOAMHpnGRjkH04W5jDWhEkrO6sASmTkdRn16dPeqtnHB5LiYYkVdyt1CgchcEjJ6+o559KmcUtUVGTehbhaQ20cQxIAoUrvxjpnHYg8jgcfLjvUiL5tm9qmCwyynjdICTjJY8Z3HkdjnvTbuBBEy7CshHlEEhdwOORjAOR7dz1xUkrymZLUMu8KGdW+rMDkdB0469Oo653NPUr6RBJpN3LNcCUhZUlYKdrAKRleeAcdMgjkZ4qQahLfXYl/1aSPywYkELgKgIPJG3BJJ7Hqae2oorSRO8edwRbgHG1d2Oc9BzSvdWu59sqqoUsWBBDgZAAIPOcH346ii7e4WRCkS3U8liZ2Dqu75QOFBBUADBB6cc9euapSyPZ3H2eO3jKq7STMqjDYBHT0GSMHpmtDT4mjlR5JS28nHmhgz/KCVIPbryM9vobskUoEqq5RvJchkBUfOAWI6Ejg8jPLY+hewknYz1W3exjZxiDaQWdNrMRgjncRjtjg9eBkGpgTe24BusEBgZFbeDjB5U9+h3e2eeBTLmKSO0WI28jOACwf0BHXHGRkn0wM02BowkKbwsjlHVAcDIxnAB4Ibt7UXFexU8/ULa5MPmRKS/UIrDkcYHPy49BgVauhM+nI00qZz5MxQKG2gjhcdeCOenWmm1mildFtxGSu5pHQ4VRjge5yCfQdKi1EmKeSExTCPJYDd1XPGDznn9c/gXuwu0mX2VJ4Yo9r/u40WNUyfTAGBj0NVneC4uipfCBVh2kkjIAzhVwSOB+PNRJp91qG2KBozMOOZgWxnndz2745x24Nac+l3FtH5s8kcuAXyUwA+75uSOScHt2HTjIOza2MtZUjugkcqSMowjlQoAOfU8dRgZx6jtS3kn2iKRblVUKwKsA3y+uBx6fp+NS/YkgG8wyOZDuDNlnHTnGO/PB5x+IqP7LLI5iCsmMlWZPk28jJJ56n3+nIoTW6JaeqLz3hXThLIwV3YbiuHG7r6cdRyPbk1HJdRiNULYBy4XacDKgAf56Yx2FVS583FxuKnks64B6AfL0BAwfX6g1Ek8kkZByICRgBt2AM8fj1x7ChRBT6GhEIPKiDySqjAgqVycn0/P8AUe9RxQiKZ2SR2uGHUoQMkcggHH51GW3IgbaIxhc4AI4HPPXB/Qc024uwNk0HPQgMVJHGM4HT/wCv+FGr0HdLUnjnLyIq/fDsQwz8u4c8YPH+FJPcBWdFITYWUBO3I/Lp15/xkjhge3WSP5CcH51IGdueM9vp6U549kJ2pEBuOw7QzHPXOe5/wpaXHZlRZEkt2jGFYD5GUZ/DHrRUbzXFpIu2M8Lg7sgEkdQAePw96KrXoS7dTTtIIBbqbQRyjBLFzjdjkcnIB+o6+lPmk8rdEJgp3MDIAyqXIyN3PP3uvH0qnBYMlqrW9wrrNGVBdDgkg44+nU+3Q8iqtpF/ZcRmuJI3MiKVi5+ZSecgjHOP/rHNTa5WyHNjf5bmFQTvUI3yjBIGcHPY5+tChVlw1uFdOWJk4IPfkgdPw/MUy1uGZtwZY0UZKquOg5/PmmyXQwzAIAcbE25OM9PYcdv8a6GrwV9+hinroXLyMOyySFyp/wBWjBVCrwOpGR1Hcdew5rMnV7G8wrIIzHjaGy2SAPmHT19uPcU7zmu22sSWLElckb+nGB9B+QrQW3jkihRnVM4Dbjyc4IXkcduuTyfxy2Nb8xnyzxiVbiyka1dMjBxl+gJxkn+fc8Gr0Sq0SxxokTSkCVkZSFOPm4wcgkjHbkjIyBRcXChYVshtfeq5QgBmxgY4xg4Pp1HHSn3FuLRN8gEojGVKMAI8cg4xgfdx0xzj1qb3GOmeG3izNK/mKSVVkBG3ptz0JAyeSckDisiK5umkCrKYjgBmwCeOM/lwfan2c97evKoQSqTvlB2hSOBtJP4dPwFP0+KZrjfJFEUYnMe0sCfbgj35I4xjjFPZEvW1jSeHy7aP7TH5CM6LENh3EgHrljjkcY9evNTwQKk4ngiO92KkMzb1BHTKnjv0A7jIxULBbrzI7wtFbxuPmLYZQo+8Ow4yBn1+hqS6ubWO5nm8yRLZiDFhPvBfoefUdPf0qC9NyC61GHT4BHAkMjshiA8vK85OTk8khwfSrlkZri2iTa/lGQSNFubcSCRtznn9M7uoxWdHJpupOAtuSWYs5b5WB5/MHI4B6jvUqXAjkhiaKJUQqyechywXgY9COoz609gT11KscVw19GyA5iGAmVSRMLxwMcnA5/A81r6zeskoeBwUlcqUYscscFiRnOc9hnp+FSA29vGLoXAkEz5AI+Y8gcEc5zn+XHbPuoTYukwjR4wwb96PMYjqcZ98k898+tF7sdrIfvL2UUs+6V1jfdE/JIzjg9RwfqfwqOO6iLRjKRRFcyBACV74JzyCev0xj1jOoo0qIS4JyCwOPLyOf/HiTnHc09xlnhW2cybS8sQIwSR9wYAycAHPscE9y3cWu6CSPfEQ6hgsXmKrAcLxlhwM4AIGPbjoTSjXzwvkxomcg7nGOvYn/PFXCD5MTxq4iaLa29T8mDx+ByOnTg57VUt4ybZgqSNKrMSoPA4+nt9apbEOw9ZZmZYSV4/iR+gGB/TAwPzqoUKO4wFA5GBxUzxP57IpVUPAViPz5+h+lWBZ/wCjblKM0nygY64J5HzDtg59D707oVmyW1um+xbSeY1wCemPx/zxTjIsxj87Cl23bdnTjj5sjHbpVdLWBBhZZEeI4Z3wULcfdxz757CpHdvtPnPueRScSLnYQQB68DJ/XtU2Rd9LFia1tpN8mQgcj5kPT8D29/6UVCpYIzAGEh1OI8KPUnAHYAfzopXaE7DdMuXN88bBWi6mPHDcsDn1zkn647ACtDUrdbYLGNrQzPkxFeFORyPT7zfnRRTeg4a03coSt5dwgQYYR8k8jAJXAB7Y+tRR20V7ctblSjkH5gcjrjp/9eiiu/DJOCTOWbdxzadCiskrSymIYBLkY/3R2/WqbQRjWZLNt7KHU7i3PLAfyoopVUuRuw4/Ei5PZJYxNFnzNxPzkYYcBuo98flSzRqt2JnRGYRxEFcg/NkcnJz0H/1qKK4jpexYu7RLS3Fy7yuyqEIjfZuBcD3qX7ANxlMhKxqoCHOCMNgHnPHI4x/iUVPQdtAtHW5gunkjAa3kIBX1zgEZzgj3zWFc3bm9e1KqUSRh8yglsDHPHPSiiqjuZybRqaXZNdWdzmbbsk+VVjXaNyhumPXH4DjGaYZoVdI3tkdlbaj5wVKgYP1zzRRU9TVLQrvvtJ4kgkIEsmw7vmwBjA57c/8A16sam+xAZBvUoSig7Qpxwfw9sUUU+iZlsR6e2IjMQCytjJHJwMjn6/yq1GGvlWMN5QIUBgMt9SeueevBxxRRQ9yokqRxR2QVkLh3G7c3UEKPz5zmmNGjR2xVdqyBWx1IwCRk96KKlFJaERzqLGKcny/nGF4ORznP4/pUgt4kCwDft5AORkbePTv1oop+Q1tcS4SRY7wiT5dvmbdvGQc/0/WoREBKUjOxGQSY64y3TP04oopolkoR/Mns3kLgorbiB1J9PwooooEf/9k=</Data>
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