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<keyword>Resolução 03/2010</keyword>
<keyword>Atualização Curvas Cota x Área x Volume</keyword>
<keyword>Batimetria</keyword>
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6irtrarPGxB/eLjr6811tK/NJ6dDm5nblitepYW2tyGdtxkYqevUkZOcfXp/s+9W/LitolDKsb7c4JAOPz571lvHLZSxPIGjViRlOCcHkcdamUhyZbjZuVAAOjZ9emCcVjUjL4m7o3hUjbltqWllSUvEOHHt0wasWkkgiKySYLMFJOAvYA5zgdckntUHmwiGJYo2kkUlVbHH+eelWZo/s8UZKn3AY4B/E8Vi+xonZEcth9pWOeK4gV42A/eyABk78r056fj6VS+zSPfmJSEjhJZ3bK4A6HPfqP8A61W57tYbFt5LDduHGSCWJGD1B59e1JbzQQXRNyDLHgqyLnIzg884zkD9aauJ8uw6eCOSVlZVjfLBzux82O+cjqfX19KkUW8IWNnjG35vMC9R0/Hpnn8qrXMAkBul2xqx27PQqo/xH60sMe4RmSXHYFgWCj6YNO2hL0Q+K9huEBV345YOoOc56/r37CmytE0o+1opgwecdsYyCBnrzT7uW2aLy7baqAkfcx+Q7fU1XnUywBVzvUAjn8wf1qlYNmbVvby2tlFBbKJIJWVnmLL93I6evTr71PcrCY1tG06e53jO9ztC54z04P1qtbaiIdLjkCYjhRUZpGwoxgdsk9u3f8KeGF8yNeXUcQUFl8mMncPTk9fyFZve7No2atE5e7tXtnlt2jGUbBI7jsf1H5im2FvFPdbJZljRVJLE4zj6/wCeKNRuI/7UuDHny1bb83U44P8AKq4ZexxzjOevvW3Q5na5qyNFPeJbQAyIowXKjp7D3yOasfZ4oS3loIQRgjJIPX1pmkD5GduccKdvb0z9e1X5o1kOGyPes2+g3du1i9JY2+qXKSedLHIwWXYcYXGMYDDkds4wcn6Uy51FpnMcG77GRtidlIDAYztyBwDgEe1ZsNxLGTBJKCgG9IyclSP4lHUfhWjcarJeGJWhQxRHIDZyxxjk/nx785qdS7XT6EkG0K7GRQnU84CjHf8AX8qK56O+NlNcwXMryCWJo2EY+5nkHnGfz6GiqUBpprUmF75EwkmM7RkjJIBUZH4HA+laF0xeNQ8iFWOThTnHp1rMupzZqEMbS71bDjOeOPw/XqOvWpn23Vt9rtpGDrGdm5cnOc4Pr0PT1/OWh83S5aW4jVAQGJBBxjqaozSrPmOPkudpRcYPH/1+Bn9MmrlxHATHE6l5ptwVs/dwOTjoepqou8SRlFj2q/l+YoGQcH5ce2Bz6Gkgbd7DrxbcWar5MheRMRJnoxyc49ef09qdDCYogAoVoyGckjnpnI5xxj8vxpz2j+chiJKoAF6ZwOMe4HJ+tEUTeRM9zEZQ2B2BO09evf8ApTu7WHyK9yvcRQSTMsy7FZmdHZvlOWGOg4GM/wBaemneVHJu2NHkBlwRg5IyPXv9abFArhGREVHAUDk/MQDxngf59qYZrh3+z28flIDu24wTx1NdEfdhaRg7OV0Wbi7+zJF5BC7sl1KDPHTtkf8A1vzaJbsW6llSUSNvKvkn1x+lULiCVjHktyzFdhJAyTx9foKlWS4luI1kGNh3biAeoyOP8/pWFkka83S5KzrLb/I2yTGXOOGAx0HQY9f5VXRI49obnGAcDqfxq7L5aIYxjKsNwI6t16/5696ILa6lkjlBUEjCknI6evPoaaa6i5W3YaDFcDMgO8sOVwPl9MdKWVFztR2KgA88HpzT5rYwSLulUucsQoOAAM9akiETsgClmOOoz/nvRpuhOL2IQqCMZGcAY9qWEKWbPA6cmpJABcMMbgvBA9RTwf3nzDkHvzR0Eo6FPULS5trY3VpOrQkAzRb8jAPBOP8A62PzqZNei8iKFNDkjKA+Wu/fn15IB6/lVfWrpNM1RFt4VnEkPmNhyMHJz04xwOCOtTi4nliBjQRqD6KG/Mc96btYWsW0nYzLLw9eXDl5X2bzgtJkbjn0xmtZvDkFrhmlBYdBsyCfxNTprVvFB5dxGWZPviNhnHqASOf/ANftTtQv4dV0Fl08+VcEruM+VZEBzndyOcDHPQ0nKVylGFtyJrQFAxKuw+6AgGOeMUscU0odVjkDDG3aMkHHXnt7Vz9hreoWl4lvdBZlAyCcHI2nBDDr655rWXUob67gSJJo7nBKiMZ7dB+vPFJxkEnpoXp9P1RZ44rUQqhGTcNyVGf7uOvUd8+1SXFu0d8FkmaQOC3PGO2f5/lTZ9VuBH5brJE8XBKkEkj1yOM/5xU82pab9nVUkmaYgHy40LP9M4xxStIpRi3uYevWwjljcNn5eVxz349+lFbVt4fivLPzL4bpMlnPmYWP2GOuB3+vSirU0lYPZy3RnPG0yMJZWLy/6xicg+g6dB7YqlLY3doHliZygOWMZOPQZ7c1v2ul/aJWMl2UkQhgsXI+vOKv6jPHHbvFLN5Z4K4/i+o/zzWfNZl+yujjkuv7QRoZAVlhDbBjAcYGR19h+FXYZ7cQRxeakjIu5QmeOMVRu/8ARNU8uMf61VbYpxjnA/UH862RHAshLrsLpuKgDqeufyqpNGcL3dyCe9dLdnSInbwylcbh05z7GqwAW1j+d2iRsdcY4K7R0z2571ohXulMgYcHoOq+hOahhM6xqjDL4wm5sF/cnt2/GpTSKknu2QebJKmXIjHzPmPlm788/WnxIjyJLukkZ/u4H3sDmqfytIVclPNO7CE9zjqfx/GrtrKmfKjdo5WUhDzjGe31wT+NdKmpNaGDVluSyoY7V5bhFWRGDRcYPHX6is9oXiKzEhgoGwr0JHQHGPSrggHnHzpcAjIRHz2xkk9M/n/OmzIogV0GUlbZhEAIYYOM9PXnHTNFROSFGxWwZLhY5ZWzJhgy9R24OOnatBr5IIpBBglW2hRwAe+ayr6K4LJcS4KOAAQwI6Z45/H/AB61HCxibcoyDjIPQ1ja6NY1GvdNBba4uIUkEw27izblxn1PH0q5GgJjhj+9gkYbrnI46dKz7e5ZSUZU2N/CCRx2H0pSZHkdAnJAKJnnHPT+dLXZjU0WrdcM7AjagIJB6Z4zmj92JTtbkEDZ3Oe/TFRRxyJgKxJYfMobg+nf/OfeoJVIlkhA5yOnAPuf0/Ona7EtETtpSX+p288hXyljZtmcF+cDvnGcn8B61JLpcq6omnWjyLCAJJ5uD5Y5yuemTjjj3qhcz3VxOq289wFhjLySrKVJHt+P+RVq3udSS+hM0jSRsd8rOuNo28AntwATn1+uR33ITjqQ3GnzHUJordEkjl+XEoxwCOcjB9OnHX0q9pWj6ZdSCTV7qKG3CEyxO3lhWJHG7P3uDkkknBxxmsG71C6GoyzQzyrukB4JU7FzgduME10el29kfLvru2kvJQG8o3GePmOMjp05zz2NErpFU+Vy2N221rSktIrbTNn2CJdsXysg6/7Qyfr3561zFjpV/Y+JodQuxCsZdyZBIMbmVsAA4J5NXrq8/tjWo50yI1hXcN2QfmOMHHPGO/cVTntyHvLe9u/MWeQSRZGXQ5HI9Bjj/OKmOhrUknv0NO61fT5rBZpWAEsfmHzUYHG7HYH26euaZBAulaW0hkWReZQIhywx15PPAqlZWl5eXcTzsPs6rggMCynORjHfgD6ZqdmjumntppXLwOPJZZDuT5ccnOfXvn16ih22Qoye/XoMtdesbtmiDvG55BdcAjGT3wMUVk20Fvb6jJGNySFMkN1X+8pz+ffiihpDhUnYuWg1G9l+3Q3ZiDfdCgY69MHgjnv7VLe2uoLMs09yk5WPJ3IAQM57YHHNFkbfRJWhF0pjYjKPJl1PsoHTpViTWdPvb23hiuCZEcknGVYYOR1AOegod76DtZavX1MN7qJ9QSSSNAUAAZmznnOelaVzA0UVvcC5iZZfm8oqxJjPTk+v0798c591bxGVRNuEJbgk7cnqAe449atz2+bYSkBYlQHcZCuO23aMew60StpYy6NsmuLoTWTRSRqAwKqFOO31z0zVKJvLgHlSvuZRuY8knvVu8SG3hgdC5keQI+eScjjk9vlFQCOQ3CpNC0ahTIGUYB9jkdeex9aI2sDvfUVnkjRY1aRnY7cHnHSkktzDdFFMm/qoUcjrU0apbpNI4jkYggKw6cdPxz9KjgNzMxmnDrMSVUYwMY//AF0rjS0sRMxaGVjtyRjlyDjpx69KuEtFb2irudNhZ3VSck4GMDpgCs+VpriVHdyQWP7sdMdeW7/hmrVuswtmnQEEdSh6gDpjH+fyrSMoxTT6mbi27ojvPOuJBFCGKDlgO54/+tTZrWexdYtg3yfMAOWHPFXI74RJbyzQI1z821iNu3OOv5/pT0M13aRsZFluIZWDd9ynvj+VaKCSsiU23dkQtGlEKKAjSYUsAOCOc/ofyFSNDbFModpWTyyzEdiAD/n0NI8wslZo8G5KnaAARGCeST6+351FAFtolkglJk2eYwI+Vhnkn8zSXLFWl1Kd2xVS8hcy+WZQ42q6rn8fpTLqFbVGkupoiBt3oD86gnnj2yT71ZNxcz3EypeFG2q6Kem0jOOnGPXvkVlTwuYrjzBh8E9vc0/cTsyOZvUhl1hBbslqSzybRHsUhkAJ+9njnd24+lCajfLYm1ihmLlRIWd+owcsM9sgHj0NQWlukoSRYxk9hwM5I9cnoT3raktZo4VuCoN0wEKyNyijgE+3X07/AFpuVOLskKCnJXbMmZbeS1W6RJzMZAjudo8o85AxjJ4zkfj7PhvL+cE2hmN0P3khQbhJ2xgeg7+2KqCSCTTBCz7LqEsWiZcM7Fhx164ArU0i2uBBIylfIcbXjDlScHocY5xnv6ZrSdKKTZMZtySRY0y1ksi6KsLecjb5lIDbs9fm6gZPbJI7AjKCP7aqt5is7MoZwn3iDwfTHHb296jhsk8pdkkriQlfkOwAcjLZ7nj/AOvSRxm0gYxGRpVJUFW43Z4G3jr6c1ym7VlsaNrJNbXMiNDI8052blYNEMHk59ueDz2ps7Q285dJW+dmclxnbuOPTj7oGPaopJLm2XzIpIshVBLAnJx/X5fypBM1w29VGckYydxGeCQcY6d/WoDm05WNgFxeQ+SEWQIRgMATHkf0IIwBRU9o0Vs/mKWCBSuN5OAT/XHWinzPoWqcWveepQubWSXWZEgtQXRQzvuHAPc/4e2e9YFvO1tfJPGQWVwc46n6VutaT6TrMLxl5YZh5ZdRnK+/pg459vwq4lrBYm4uEXc8jZJkxjJ5x9OtXzWE6d/kxdR23mossIULdBSplz8r7SSOOnAPr1FQLLPpcotbx1aJgNjKcAZJ/T/CnWEzPcSXLpJI7NtQkknk84B684H4Yq/r8DmxMTN1kDomMhsAgg88DHOahvXlZdrxcupUnhNzPaIr7o/NDgDBG0AkE+o9/elklAkMMPmSpHklnbOO/U9cVYs3FxbRzKMHZjpj6/ypv2OFopyZvLDPlQHJAX3H+eg96V7aBaU3ePUpSSKUVIlxlQXYjkn/AApx3yx7Hdl+XA2jqO/4cUtraj7Swcq6L1xn8x34rQlk8mKQvCowQgBHtx/n3ob2RMddWZb2xiO55Bk8AjgYOTn2qRDK1rJ9mbK59e45/HoKmhIltpFZFYuwCA/jnn06dPaoXiSyhPyEsp5b1G7I4/AU7jZXZXZ3liBKJlQI8ErgYPXnv29fanKiSWqzJKY5CdpAOSRjnjvwaczxxI8BAQMcqyvznnP4ZAqa2BMEhVHG09GJ2/n6/Wqu9yLLYihCq2xGLIUO8H1x0/T8qbcs8jmGP7sYxtGOBx3+oFTSyK724AAkKkkdz2x/P8jSKrFh5JUSkHII6fie9K/UUhluAwSR8kBQoPGV68Djr1NPdyJWbOSBwe3SrSxQRhk86TcCGG1huwO1V3wIyyphXJBJAOec9ablzO5DVkTeG2gudWEN6jOF3tEcn5ipxz7D+YHfNGulvt2yS5jWGFDhY2KcnOeCT6jv/SnaddDTpJpFRQZV5Y8be/XH41kWYu7mCTVL5z8+AZGTbnjkDHAAJ645Ixz2VveuWpe4kLqPlTQhjBGt55hdmAAO3nA6dcY4q7ZSWVxYSSzW0AkTKRkr1J5GCeSe2OT0q3LpW3QbaZpo5HukJLxjG3OMH3zkk/4VBpNhHHBL5skCpmIu7H5eCTnduI54/wD10+dtbgotS2HT2UEqFhEkTk7jtQZ+mfWqlvC/2iaKJ2MSyEHgkZ46kenI7dPxq4Y3e6yk+EVe+CjHj/P+eY4nltbhpo/LcZ3HeMN0wcZ+ntVRk2mmxOKunYBchFjEiIVkfaAQegIHI+v+eatWFhd38NxcWcDShGI8yMDDEYz178+vY1QmupbtHb5hIcCR3wCp4HAwcVnyRSxxyFLq7RgpKqjbVZvX8wPypRinuU5dVqbd9o+sW1nJLFpt6ZlUFiE6EDG0DuB9D9c0VhJp+rthX1K4CuoPEjEEHrnmitV7NdTCTnJ3SaOh1Y+XZoVHIlHP4GskyyTQW/msG3ztHwMYAZf1+bH4CiisI7HXVfvWN/Ribh3LYAgZlwBwxBwD7dOlUtZuJGuLhSRiKQRjjqozx+fNFFR9ouXwFHw+QurXUSqArqrE98/5JqfUottyEibYpm24xnt1ooqpfEc6+D5kBlkMZiDARv8AeAUZOOevWpjdSXt0nnksANxAOMmiim9hRbEklEYikjjVSGGR1zg5qtLNJcXLeY2WBJz+GelFFC2uOT1sI199nZikERbgksM5GDwfyq5LhbKy2qoVnQEAc8gk8+/+HpRRQ+gIMRyiRxDGpRBg7QeOmPpTXkMJV48KTn9aKKcNdxT3RNP+4liZRliAOenOe1RyYVJVwPkwARx3H+NFFIqSVhLY5hEmOrFSOxHHX161uPbLc2T6hI7+bDCJoVBwsbbW5A79O+fbHOSipnuXSS1OJu5pTBuEsiiQkMqsQGzg8+vf866u5ufLtLuVk3hU2smcB+Fxn0xnHGOnsMFFXJEPdla+ij0+3t4k3OfMALM3JJxk/wDjx4pjjAiXP+sXcxHHIooqEN6SaEA2N8vAlLBh9Dj/AA/Kq9xGkbiUBi7OoB3fd6/h2/WiimHRmiU8uwuJlwCrqMc99w454+7/AJ7lFFOCvcVSco2sz//Z</Data>
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