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<CreaDate>20200626</CreaDate>
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<keyword>Atualização Curvas Cota x Área x Volume</keyword>
<keyword>Resolução 03/2010</keyword>
<keyword>Batimetria</keyword>
</searchKeys>
<idPurp>Dados de atualização das Curvas Cota x Área x Volume da UHE Água Vermelha</idPurp>
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Gh5O18j5epP5VkoSbskNtW1HYTftdz83971xx9KjuQ8bq6SHJbjjBBx+nQU2KYyXDMsUqp/eKn5v07c/nVa6mkWQs0UzKCRuIIHf0HpitoUHe7JnUXLoaFpaM+EVo+RjlihLEgAYHJP6DjNSTW5ilmi3Iyq5jDLxnB4OOx4NU1u0e22RSbCCckHbkEfT1Gc9qd9rSRdv35BnKod2On8R4/WlKNRuyQXhYv3VowRmSRXjyQTxz2xz7sORUBRjtVicv3D++ehPsP8A9XWg8y3MuLVgSmMlUaTsOpxgc5/A05Zrpbdm8z5SR80iYVsdMbT05PbvTWHl1YOtF7IuRGV0kd5ECHBTI7cHnPr+FOhgLhwEZYoiobJGOeg9vaq1vLHPHIrIomUBu3zjH3iw6547fyq55ZLAZJDHOO36VjODi9TaEk1dEe0yHCgBR94ngn16f1/xocII84UhMktyeORwfUc+v+Eu0xqyEqRgDn+7xnp/nmpSzzwxALkq6/O7HlSMYwe2cf8A6qhjtoRRoTbPOF2hThyV+Zs/l1C/pSTuz3jzv5WJFVMhsEEdsd+Md/pipBEhdS6qI2LOcnH8OTjjjPIHHU+9V2khMfylPKbJXbydue/GOtAdB8TqgG7LBcY3DdjHf68/jkUVCHWaRUlAUHGZcd+mcD/69FHL3EpO2hGgljj2yJIHIwdykEY4A9AeBU4Tj5iwXnAK9eeOn+ealUkxSpL8rl25I5B6f5+lRuw8sZDbcEKfMHLAc8DngEfkcZPR3uLlBZ52+9t8sliihdo3kDpjjHy1M9tPHAs5hkWFyCHCEAnGf5e9IsMDQh9zTIpO6LzQGbDDgfUZ59BTXEsLN9lkKxqVZSXIbGCMHA67WYdup9eXcGtbsrKCl3MvIKhcqRgn36elOWIpJvjyF+82DgE45P8An0FNdHDNtlBfqgB7EjqAPp+dSbgigSGQKqbtyjocdCCf881rUl72j8jKK01K0cKSSMJgAAcJGBkEjjJ6Z/LpUEkIW4iEm0xlzzjPzEd/qf8APFXQTg/KS4bgt/ASKr3aloJUJUBI2bnjcep6dPYe+fetYVW5W6EuOnmNezt5IyYY3Pltw2wAkDk5H0+v86ZbwMHkSNpIucg4JUjI7d6t2kIgt4pWJkBOxgpyMnOPwwDUvmSRwKcKPOwSCOvHYH/PSplVcXy7lKCVpFJRcl3QRwbkIHzblOOx4Pv2q7p+nSXcrB5vLKpkQxkjJGDhucsSMjjn0qqmFnuJdqooxt+ckDj+XIq3bSeezFI45d4wPmA+Yjg5yMc449eKqrOUdgglKSbI5DEsRSQ9F64JO0jgntnge+TRb28ZsxLGw2sc/LgMcHGTRdMstmDAit3bJJxxk+n1wfpzV5LuOC2a2aM2zKGQBwCWwwYnGPlIyR16E1h7SfRmipxvqZ89oyyq7vOqjLOgkb5hj68cnGKS3iQ3hEs22MK2PMlLAc8Zz0OM/wCes0km6V4IkVJnAZmAwGXB5P459frRJFIzpOXfdkmNWHJyOCPX1/wqlWnazZLpxvdDYEVcRyNGFGNqIpGMnGM/55qK63/aY/KGIN2QzdRhs5HsSBUpZWLcFCkPXrjAxn1JyD9cn8FkmdI5Fmj37RlQDzx14x25/AVm5Nu7DlXLZFS6t2fypoTHFIACgGACD29M9fbmrlvqLyoomSOBosllK7Sc989xn1zT5tiXOJFBy2VdiQG+YjoD9D/+qqM7ot0BFuCkZIViowMdBnvjH41tzRqK0ybOnK6ZeknMbEbwT92M8/K3ByMcj6kntTUu0fkTqrlW8zYvy7Tg444BPqcc85zVaOKbzSNkjxqekjckcnqfb+VTvD+7xzgfMAhKknORjnjg47dPxqbUlu7lylNO6GS7tqGNMAZ2uVY7umCcY7Aev6VIWYzLIFZShyCCV+XJPGOnJ60sAlmJRZAig/KWXnjjnnPr1qBIY9uwSiQhQp3H74z/APXP6Vc4xUXdWZMZSbuti2wu5JHkS0ZC4CmNYMKOOCFI4+7ntRSxXU4h8mJdoV8liBkntz14H0696K5r2NXFMiYMS0Kg+VztOMYHX8DmpQroc+ZuJ4HP8s/jUSb7WVY32KcbWZlyMHr6+/8AOp7iMbFngmSWIr/CBnI9s52/UDqOKGLzKyjgEyqoxy3HI5Bz1oyqSEBVADYIIyGHXGfTkj/IFPaNoZWWV1DhQRggghhkc9OcinRWyNPGtwyiIuFfb2GeaNhK7IHWVpwUQEoq5LEkn3A6d+2aXLrtZW2quCccZHPAA/l/hirtzDBG8iwkyguFRw4wFHfBHII9O6+nWgY2ZCqqQRuHyngnnpzg0LUq1nYVszOUOWkyWCY3ev8An/OKruqzGVJHdGQrGIVI9epx2Geg9OtTpCA4dGczFArA8CLPq359jTShgvDI6rIpZdofhc/ewR6E/nXTTktbLUxnFq1y0Yp5f3Y2JuZcnZ3xzn3z7nr7U8RSpFiP7smNrKcqBxggensc9/wZCykTMPk3MTnDDj0GTnB9c9aksldLiOF8xIr7TI2OSO59jx/jxzhze9dmyRRNgTekTHKtgkqcLgDgEfhUs9gbZlu4m+QkiSOJSCigYywxwDkfWrEsiiaVySq4ba6nsDwxz0HfH/16jF7dNY+UNnlHLMEHbGOuM9N3B7Gt1VfMuxHJGzXUdbzWQiV5IIZgGbg/ebpgA545H5Z7GkhhMaIDKNmzl2Y4Uep+nFVTboP9XKu3P8GSVI557dPx9cVLHeSWUzNASj/dAQ8bff17f4ekOEX8DBTatzokWNJ3SVwS235WUYYg8gfljP1NO82ditt9mVossWYECRwegC/gBx9e/J9rkWCaYlN8jH5iD8vYfh1yB69ajtXeYQsxfy5MEkbS+ARxjPGR3/Q81k01uUraNM0F06/tba4mMu2Odirq2MKp9D0I5bgnjj8K080ylnnIEzqpkYsQNxznHHrnHP8AKrSRXkVqLiSUeS8hJDOSQ5AGCDxnBPqMA8885xt1VhI0xkMgL7gcLubHTtz/AIceiT7jmrbC+c07oFVAACIiQACccjBOcfdG0j09KTyYYp7lJ1DrExBU5yW9OMEVJJGsgSMYZMneCBjpgcHj3z7U6CaKS8a6ud8pmf7xQ5IxwOuSM7cc/wD1gndjTLMbiSaIfMQwZQRgZBBUdiOc84xTS8CWyuDmMn+LJ9/X8/b1qOZl3+QR85Y7d4Pzrnrg49jg/l6MkZpomLMQ4Ayp/g9x26/Xr3p2Bve5OE82Ni5VWdcA88HAP5cmq6W7KrokUZIPzOFPy/zwfp6joKn3K5WMkljjjcB15x/n8OeadOpXCtlWXGQ5O4H8yenJ9OeKurK82KCtFIVZBPwUYlc8KBk4JPt9PSiqkcs0bGNXbcwySpIBHBwT9cGis7PoWpLsIyuMtK/zMDgKTwfQDPTjHvihn4UoFEhHygnHJ5J4P0/XrSxw3Cxecjr5bnZltr/MG5DdweRjp1FLOgtwXTaxc4BQ4B6AAnr6/nTId9yd1wBHCWKyMWL4APtnOQP8ilT5YWQopcx8k4POMcY4/wDr+tEHmRwu0hO0kEAvnGR07cYz+p70rSl1CPJkDI2sScnnvjnr0zgVNhp9xXaN/wB2yEY+Xf7/AI9uv/1qrxomyMFXVdxPzMufbAH+eKUxlXXbIWjAJIHcHjqOnbn2qSZXaESfMiEEFlYqOOBn6ZNNAKHZ5SANxxnEYAyPXt6j8TjnNI7FERsLGynJxjjj+XB/MU25QIryEMQy4JVSQR0xj8fbIpzgGGLYqAqm0t5m7cccv0GPzqou2o99AiYvLvVVAB+bacbge4yPf9Klik3MQ6sJIwGYtHwGIzxyT2xz7dKjkUyIQRuZWA2jgtjt69v1p4KhSzKQxkCttH3uO34jGPcCpY0rBKjySGZAUZSFyvIznBGevrx6+mKjYh0Lgl13924YDg/16+1SMjSFvmd03A7d2ABjg8ZxxnoPSql5JsZ0jGIof3Y+b04B5/z/AFEhyfVEUcQ+yebEocMxVQW+bjnJ/PrV67sJbNYmuQY23DeMhgAM4IHpgnr159KlMztDJut4RnYi7OyjIGeueMc55xz0FDtK7AXEqsSMIZCSRgdBxwOSMD1FNsnlsrEckkKbpTbRrvxhVJwo68EjnPJx0G7HtWWLxoXkl3AqMEsSCQM46c56DOT79c1oPL5dyJJH3xAEg5yAMkd+nA/+v61DpsMkjOkiDzCWGzsAecf/AK++OKqL/mIknbQsKxmMaqzFQA2MdD19c59j/jTkXzopJo/mRCM87Rn+76g9eg6Z9M1WCzW6MIQzuOjKcH3zxjOf0p0U2y1SBifkJxuIJxn0z1wCPwpW7DimlqXpVjaOJ12gcuyiQZGMDB9B1I69+lO8iCSETGSOK2WYRmbZuIGAenHA55JyM4wcVAt7HDZ7SwHmlSQcHHp24PXvjk8d6gku82vk4RtwGG5LDHPP13EHI9OmKEmNyRNEhiZnMnmbDlkXcSw5PcdPTHpiq8xjdnZIeZMbkGcevyj9fw/GpIj5US/KGXGV4wRz2NWbxont42jQNuQ7VjBOMEe/JwSMe3vR1CysNtYBd3O0bYyPmbnIAX5c89eg/A96hurS6hliaSPkElH2na65GWBx0/8Aih60GeYF4mSQedzlh1IOe/XmrbaubyyntpmLRkAQKBgDB9Vx6duPoOKck9wTjaxTeNbQglnHnAZ/eEbRj165NFN3xxyZOWb7xEZwc9SMfT+dFTZhzdh0bxRXDi4TMSgnap5HGAfbqD+PerflCaNZnbDDBA39cDpkdf8AIqtMWlDbs+YOoAAKg9/fpUZdpMu8aFeAhzuznjt7/jzQ9QjJLcv2yqWw0bAldjHYGcZGSeegOCc8Y7UlxB5IDHeWB2Ln5/Q5OOR19fTrim2l0IJWWVfMdtg+XI4Ix0+pH5e9Jf3ZulQQowcn5PMO7IIxjj09cUrDbVrsquG2IWYEOOTuPtjtn1/LmpgEYoWBwOAODx9Pf+lI6sruEZkJG0t0xkcjJ9u35U23cANIsYxuwcDjjP8AXPNG6EnZ2I5JFZyuxsIcIdoUc5Bxz7/54q0hZ5HUjBiUDrkMcE4znBIHeoYBDLK0LneNv94qV4zgH6DvmrKGJd0iMbdDlVWQluc4BwDgnrQxx11ZEYpIUG4NG5XfGXB+nT0zj9KkaNpJGktw0jblYtsABbg4z2Py9/Q9O0LSMWMLllAAAIPOCenA6Hb1z0q1hDbRxu0RYsCxZTIGU5+bB4yMcfX60DViC5dyGjm3GTdtYA4KkDp65BGKYqMHVJss5foOG4I6n8OufX2p2oNDNPKYgWcnhtpUsQc8/rz+gqKBURPPU+U+ehjyWPPPX3HHbBp9BX94tlnBUxsH5AA3dQT6/wCc01pt+EdFVju7Ywe+MHPvn3FLJJvILybZDGM4z0Pfg8nj68VGoRlUmQZzllyOPYD8M/SpLe468jj+SOdlKbtrOXAAOSM5HHb9AagV0WZyEAxg44Bbr+nQ/h3qTaSyKuXIAKkjB4BP4npUF00Uv7yPaATtkJJLEZ6g9Bj2xj3xVJdDN73RZSXIGEIcDeU2549eDjPb/IqLyFJkMo2yJyvA2so5yT25/Ec/jY2ERxzb8ByQQqgtkZBA7cc5J/nSWbeXbSRmMMSm0ADOOgxzz/nHTiltqW+zGWoWCWdJY3aRkUbgm5gpBwDxwDuJz9DzTre6gtXmcxEtGo24OGHB4HHfnOOv4c17fy7ZxImyRWXHmMqhR7Z6dOfpmiYtd+fdyJGqfKZDtKDB4wWI/Kna5KlppuSXWnOkyqCFPKyfNvGeOOv+c9KrCUxXW+aRcxkgIPk3fXBzxx7ACrUty3DIn7sEl2IHOBz045P/ANYcCq8kSSx7GUgFhl1xken/AOqmmS1bVEnk5kw5AdyhbaSQpI69M+h4yTmka0VpmUvncxXYSex9OvBxxz/i61P+j7S21gcbscMADnHv8vT0zW3YanZQiY3elQXcijMUkhw4zgYwM/nkfWqVtmxp31sYBt9gJ5jQHaVA5OMcD36nPYmiuguPEulrIGbw/BtDAMWuGB6cY4IPX8zRWiot7MTlZ6HOQPvuUgAAEnc8kcU+FTFdpIpyS2eRnp/+uiisepPYNyTeY5iRWV8AqMdMH+fNQtOUu0j2rhz5eRwQNufz5oooQ2zTSM5nYSyYQgrubJHOPp39Kqxucxhfl3Oo49+f8fzooqCnuWUu/KWKPykYsSVYqMqcgelU7phGluVBUTYJCnGCQOfz5ooprcctiSSNPPdduVIHDcjPzf8AxA4qeLY5SURhWPJ29zgHNFFHQLa2EXMasdx25KsFO0su1CRn33foKau77Gt6rEMZvIA64weDn8TxRRQHcgEu+4a32hVeTZkdRkdeeM8VNKsjbSJdqmNsqFHIBxj9aKKpbipu5NEhjdwrncAhB7DepwMe369+gxZsbSC8jtEeNQruUUgDcu4gHnuOTxRRUNmxQMYAnuSBkP8AdGQOQMd+2R1z0/JiKs1w5AMbxsDuQ4zkE9Og79u9FFUzF7IladYbmK3WFSJwQ27kDdwSB0z0568CpdQUW8KOqruYKnGRhScEcH3oopdTR7EDzMyGUrGpjJChECjgkdvx/Oo5rZpLFtkixkYLlUHz55/DpRRTXQjdO5FeKtnaQsgJdSEyDgHI64q28LQWjfvCzYxuIA7sc8flRRQm2CSUnYgubtlu5Ayh4owW2HuQUYc/Vv8APYooplLW9z//2Q==</Data>
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