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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 Aimorés</idPurp>
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PTzJIS8+0OQJCA35cA455GPX2hMUUN5uEYt9qbnj6r7ZODg9cexxmlZFczSLl5c42gwAHgblXr781TEgVI3dTJt3Hg9sZ6ducfmKtCRUYxuCq4GSWB9CMduxzj0HenwwFFlYY8zqSD1PPcj3/lQCdyJtsSKXkDh/kAKnjtg+nX+eBxT/AC5ZJgrO6lSHDBgRj0/WhbZJmMau/D/OWPQEipJNkTuqjO5gWxhsrzx7df0+lDBK4xbUxu7FmY7y+SQMt1zgDnuaKsXcQMf7hN+fvASYwc+uPpRS3Hfl0OUMjRqdjtGrffyep+n+fxqSO4gWRJfPIKkEL/CTxwRx1571Jf6fp8Mfn/JDtITajHLcE4OM98dcf4wR6WrwyTATRgAmNCNzuAfbj8cfhg8b6HG4u5tDWLecmF5FVSAzkNlUP0A/nT/tVowZFAmaM8OcADOCQT65J9+vbmsWC3tp4l/0PLxsPMJk6jqT16f4j8dCS00+O58q1t1LhQGL5Yrk4xjPJGSOfUEdMVDSNU5NXEvPmukWQwq6lWZjgkL1wMgk55P+Pe6WnMMcVuEkThUWMAZ65BGOgJIyB2HNVraA2MbzXUJMoJVHUE5ye5AxwQeSP5itKxuUd4WMgmSNyyMHCGPggLgD5hkkce3sKLjW+pCcw+Z9oRYFbn765DZwMlu2eM9e5FBjaO7jWQmUiPLNsHGQBnGRxnPX6c5qa+tF897u3uUklB3MHbbuPbGMEcevOD2rLml1DfLabFXyzvUK3zR4yRx+I59/cYNytEQ6lB5tu2wDMDdEBI29iSen06c8VBYXrki3dyqgEqcZwTjseM/KK2LObEZSaOTG1WYOjJwecrjI/wDrDFZ+p6XHAkV9Ztut3PzLnlDnp610U5JrlZyVoOMvaQNOCS4S4+SBhGdrt8wUEnqcEkD8+meauuZIfMnlSI2+0t84AJUnqD1+g4z9azrXUkZY513M0aYKjdu6HccgHgdeSKt3iWmoWahpbaJSWZCWxyDjPY84Pb09s4zi4yszphJSjzIkaMQWzTLEYo5WLkCPzc8k54HPtz9SeKJLK3FwFEgYb1K4f95HwDkZGcd8HPXtUC3mnWlzHHFKscUu5HCsNgOAN2Pw69+aq38lytjtZn3OCjEqrBiAMZ4z0IxjpUWuXzKxbu4lj8kI+U2MCCB8pHTdg9OTyMdKr3MiW1wj+dKz7CP3eGBXIydp/XGeBUIa9tVxcZKyuAGOVJOeMdse3GCMfUuYopJ0MhLMcyKwHTGeCOR6Y64zS6h0GX0rkeQiqOSrCT+M46jPA79xxjtUJSIoiSTsghyfMLmMgEDIAI7HqOv1q7LYRppe0SiMsw35K5VPUen168Y61k3+jW7RvKq3MypwX3LKCPXp6jOB6dO9VFoiSaJxcWlvMBHqMZiB48x9z5xgjt16ZGf04ki3LM08MXlAgIjD5g2Rnfu59OduO2Kyf7ARo4CkRSMhhjAZvwA55/D9avWFg9vLHJAhUkMkm9D25zjr0zk03y2FG7ZpLLuLv0EuMPtPB7dzg9uPWnu0axhl3h3G6Qs2fXn19u9Rh2gTfb/vlf5kywwv+ePyqjbaqWleO93Rzltg6fNn0I/D+VRa+xo3rYvSXZiKBrYFWyue47+uAc56U6WKcR4RJMj58FgNwHcdCf8APHFRT3MYtgzISXf5QM5GCMkHt6d+vtWg0vmCMI43uPkLqW5AyeB36/n70ug0WI5pJLUOwDMxAKBGG0Z59cHHXJ7UVjoJbeWWX7bG0yrzHggMehz05HUcYyaKOV9CuZdSpa27azbN5dv5awERMZJmIXPbB4zx69hxWqE+zW9v+8KSxxhEYrncpwOnTn61TfTYrOdJLa0l8xMbJQ+DzkdeMHn3/AUjvGlvNaW2w7kbDBt6RLkDOezcHA7e1X6Ga91akyQR2bySTokj/MfNbqFPuDnj1FZgW2kuUlhuh5pkKsGUH07E5HG4ceh59Z7ee4t4FWVSELDiNMs4PqMYAxnPqcc0/wCy2okZkl8lEkLys6bdpzz15B+nHHPSgl2exJdWCyzoPMnlV5eR5ZZYxwP72MZP1/nVqWKO3sMx7o2L7xuO4sAMqN36857461Az2qqwSNgipu3QDaJCRnoOOCcY78kkmpJLXeDHAryxTlSzNL8gU4PHQg8g454PfsirblE3E7FLfZsDJ8geJhg+hwec5HIx7DkY09Nubq7liHlebFEuJPMXCJyTjPIbkn8+1VzHBAEXyYztO8rGhIBPIbvjjP51YlW7gUOpZG3fOAVKY77gcZzjGcg5J65qmxJNMv2k1t9qVIrNIjJlYpCmApxkjP8AD3I7dhzUKizYO00ccZA/eABgzDkAHj1HLevSsy2jkuGljDKV8wEpCiptbH8PGP1/UitKSOf7JLE0qTELvTYdxJJ6jOOn9M0tuo78y2Me80sRvvt5UHKnym469Djp6VWlupYEMN1bZfJxkYBzx2HPTrWyj3Fyyx20JEbc484BlI9Q2M9CCASOfcZWORW2RQpEoRsk/dJJH3gVyNvQZ68jtW6rO1pK5zPD/wAjsYJ1iXy4Y/JWMRsMSIuGyO4Pr1/OpJr3UrufNkbmZgpZtqEgfhitmWMOz+dKqQxs6kt/rGwR1zjkdOOPUmpI5plthDG6q5GCgy5GQNoz2HTqO/0zosTFU+VR/wCB6WI+qyc+aUjjJbu9iP71TuTkB1Iwfp2NdDpd2b+M3ZjU3SAEKjAk4PJwOnY9P61Jf3ccskloN8spLLLHJnDLnJ546Ecd+nSsfw+VBbefKVHz5oPJPTbj8fyzRf2lOV10/wCDv5goulUSvc1764aO4W9VZJTGgjYoAQMnJOM9umf0PadPPnfMkMq/3HADeZjtkew/zzUU8tqtqPLmmbdIDGQBhmIweMenv29altreWzKM037zp+8JUDPtnr0/SuLodq3uNTT5DKrLKItikrgnI56kgDt+tPt7G8iIZ7sRsG3NkjD++Mc8euQaslljxvXaOu7r+uPalLGQZV2Py8gHpgY4/U0rsrlQrWkU0M0krF5m4LhiDx3xnjpWPfaYZIl8pskZIbYNxxgduvG76YPAxmtiVWeJIxhlHqOB15NR2zyPHL5sZKD5AQecYHB7/wD6vxLV0DinuYtvFcpeiOVpQGY7mkDZyR6kd+OvrWokhl3LHOglUGRF5yxwQOAef/r9KydTjkhuGzcSrJwoBkJKjGeP88fhU8F3PeQqhMnnKxUleGOAcEcU2tLkJ20NNImuFUT3EhPzMQzYTIJ/h5x27+1FMjmuooJW+wCTaMBXlHA7HH9evB+lFTr0NNAjklSJnk3+aZlWSNPkTnjgknpycDHbHB5zrIzm5WBvl8pn4XLsAR33HodwA9s1oOtzZQ20a+V9oljw+4YaTb1K45bqTk47cVkf6LHfFpggjICSMUd2boedxOP58ZHtaRm29Llm1v3WeMzyMIpCXSQ8Av3XJ9QSOen4VZFzM+nJOYltY9xCuqkj/exzgAheo7D0qpfIts0zCKVoiu5w77thz1B65H4989eK0EF/JYtIj4tgpYHPzuQDwP8A6/5GiyeortOxbs/s9ir3Fsomn5idZnI80EgEgdMc4OR2yDwamtbZAzSI0piRcsmcurHb0K88k+4z7kViWdrLdQR+REZHZiDI6kBBgdxnjrz+ee2jokrP9stJCNrx+S0gBIxnrxweSO/4dSBoUXeyaJfOuILyVmnXMblRsQ5xj7zA4OMcZ6DIqG4v5Ir5XYxuSo3+XJnJzk5/ut147VH9muDrDw28jRRhzmSQYycEnJA64zz+I61fk0yBsuYZLtkAZnjk4wByDnBUZ7+np1p6C957BbS2RZJ9o8zIBGMBz7jJHrz/AC7WZJyoiMccxXJyYWLBTnPTHLYz68+uTVC3bM/+iw43Alow5yACVIBIGeRyMZwO+cVYtZXmlBuIAYGJR9hX5mHVSPf/ABpNFJ30LxmubSS3Z542jYF+y5AABB45xjP41DJa28x2vDjziWY43oGIAPzenBOfX8Mkpa4n84FQGO1FJwoAz6LyckfQilSK2kkkiktkdXJ8zypPlfA4yCe2OuOD+NSXYaFjisRKkLb9gG2ffuOOMck5+XPyg45qGR4/tACymeXKliQnILEbRuxvJzkcHpk+tXBDm3mRQXtACWhJ4IBxge4we+Kzn01DKptXTykOT5hPD8AYOCBgjOOnGMU011JafQp385aymuthWZIxtdmB3AkKT+TVT0u6FpBG8YJ3I4k2ngNuG0tntzj8a1decx6M8TrliFVpE2hCQc9B0Y8e2OaydHmgg0253qHLOqup9M9iOe3b09q7IP8AdNJbr9Tkmv3yuzb0qIRTh2DDDBW3ucqCScZ6Ec+n8q03kkdv9J2MMkNjBUg5x7j+tRfZjDZKyFShy2cYBGeDn6AEfXPpS2Uy30rSxI+zAXEuPm27uRz05/SuJ9zujp7o6U+ZiNCQqA5Gcgn0wfw/OmQRbIgrhtoPI569amVl+1NEy5YDPy+5P509yC2zHGeSTxmhprcejY9d3lbV2lcYwTjrVOS0YTiRmBU4yvXCjqe+TnFW2jfhyxAPQFhz6AD1phSTyyGEmGPRGOcnHOf8j1pDaurGfdXmZhGI2dhnfGdzZAA6qOg4HJofBtwsdoWjJZikb7GHPYdyAe49qpavLBFeBL+1n3N90bgCW4xkjr3/AF60y11CO5dI/JeOQjeyyc5Hfv0688DAzVW0ujO+ruF1BYPPHIJ7mCYN8qkv5hU+nQ9OOPeir081rN/o9/IC6uu0LcbpFOfXj6d+/JFFNSsJpXKm7VJIYrtJ0ChgywRphCp6/LjBPHTdn5uMYp1s0AkKCJ4zIQHLIyc8fdyeeATz78HJpLCUzSG6EKkz/JIxlOzd6Y9eO+ODSvBcWzXDRYZSNyZPDE4yTgjkHHvj60gv1IZozLax7WgWSQ5LyscuTnPGBjjBz7YrRZlt9lmsu0RoxdPOP3QMY5575B9vTkQRSXMlsGMvnvIuU8uXBZgRnGMcAZzk5460kckjtKohuHYKEEgiKhie444OCT6HrzzkYLTVDp1trmzb915XmyOwjfguV7A/U579+vNVbw3gWH7P5Ea/da32YKMcnhRnrzjuOO9NjM0M8Xlzm1jAzvl+6e+Pzb68juKmkt7eOYXMzLsVgiy9tv8AdOQeR0zx+tC0YtySyuTbTzW0wDsHDshfB3MoBzx7Z9eBxno+5nhtHjWeZg5+dFOFUnOQTg4JB3D8M8d1ktNxmuYGhebYy2/ly4OB90EgduOTxnn1rNbR5mjWSeaPbGSw8uRnCkd84GB/PFUuUTUkaEGpxPKLe3e3lcn5C6gqhZskYGNuMjmtK62LbGO7mbbwdwj2owJO3vxjK/0Oeaz3uF+wyMHaCMEqHA/dkgjjGecHP+RVazeW7uYGjuYpvLyWVlAzu4IAORjHbIHWpavqNPob+2CdQjzbImOQUBTn29M8/wCelJm8uUfaQiAJ8r7wmTjqeg9ecD6VAl1NPdXKSyBo1fbjODk8bT2POec9avEXMTM0bl4sAmFfmYjGfXnoePb2xUO6ZbaeqKb2d5LF5tsGjZCEIMgfepAAIwcHr9fWplhEasnmpHIsfzMGyBgdWHbgZ3Zx0HNMjEdvavtlDLj92Mjah5BKvyc9eef0pLOaZrqT5DcKMq6yxIWXOeVfGCM59OO1PUEkSSaIrWt1GyS/6UAzAMCpwc7lx65zz/Sud0qIWPiKa3VMheVLEBU75YnGAPX+ddBC8sTQRQvNF8hUBHz7YPcZzjHtxVfW7HzdIllabDMi5baVycgHp14zyT9O1dtHEQjTdOavrdflZ+WxzV6TclUjoaBje5hmtLhoUCHGEU7u+OSMeh79KmhsyAYVlIhHygoACDnnP5e1ZGlfaL3SYS13BLdRYQP82/hjjIzjOO+Occ+tW4rZLV2vp7rZA7hViVj8hz29hyMY6eo65/WqkH7tl8l+tzT2UZK71+ZDqAuJL+2s0JLn5g+09+O3510MxhtbR5PLQHthcAN+XvWbeXttZ3EVw7Bg67BIrjavtnGPX8qrzXq6qV8pvMjXEbYI/E5AHB7D9TWmKcqkYStpa+nfr/X6Cw/LCUlfUfPfq++K2lZrjDKY4l+cHsSR24PT/Ckt45Bpg2Sl5iM7SCrE5BYc9eeM/hVJrR7XdNbpIlzg4KoPmH1z/n8q1NLkht3e4mvf32NzRls/NxnA4zwOw4z6VxN2Wh0Rd3ZmfaWCzTtm3AIQLIAuVGCcH698fSqzacsgmiMDbFP+rdQSdvTAx+QHtWzOGiuJZbeQI5I3x7flIPt+XP1ofD+W8WWZsjPYN3601JicVsjlrTSI7iR1iaF4d2RE6YZMkDhuOvPHr060VsXVqGuRO20FjyckY5UAEZ/p3+tFNzZCj5D3tLaBHnVSquQqoj7QxPf/AHvQjt79M/Zc6YlvIzbjJtYSuM5XOCOmTgY79KILyW181YW2yrtUFuFcYyCScf3j7E7uTxkunu5oITcQl2A/dlpFYohAzyo9xgH3oV+om0WZdWtbeEOkr7nYFlhYArnnIGAMe5459OKhuJ9QTzjJ9oZvKLiSSMJ5fTIKkk4GMD6HryRAbTUbi3heYeZFFHmN9oGYyBwfXGV68+/FOmjJkl8ua5XOQ7JMCgx93BJx1zxnPTGM07IHJk4kj+yMomWSILtywyp39j/EQCx4xyH96iYGa2EccNvJEVUsIkyVI5OP6hv/ANc8cAUbwVjcCPc0o3P3IG0dOSO/YdKbLJHcxsZpJmiOQkivt69iOGzyPUHnjilcW5BL9ph2zpvBiUNiVckdQQCcgDqeh+tajst0sUyySqpjEyfPtLYGeT+PP4elV2tP9HMS3c821g6+btb5wfXqBgnPr+ZDYkuiXgkFtIsUrKQ5I8sEY9OR17cg+3A9QV1oJe3jJaxCezEm5tpVWLEMRnkZ5PXt37dDkG0t55me2YRDdkNLlUJxk444Hfnp7VttbTyEGSRCSuGAUFZCuARggemM9uuRnNOjs7uDJS2LRPyRld47HkkZPyg55/GhOwSV3qWrWMK8kuVjLoGKYJYseCOOCPr26ZpwgiuGRxuZUUCORJMOD3Kt0IIx2I5wRxWJdCS8WYwwsJ5CGXDBweMleufcDHUe9WYLnUZ0y2mSGVNpl3RhkLDBBA42n73TjnPOaTix8yuX5z5pfzXU3KYG1RneVyc49OvOfTvTY5CGMT3sUUKjZwQDnkcFTjsT360Si9nu0X7IBJIjRs2/hh23AZ5A9PXpxVODz0vLgrqMULREhvKTKlgeQGI64BIOMHsc8UJdCr2Nqa6t13LFxLjjDnLA9+Ovfp70yVYLy0e0kdsMM7WySOnzjPp3+v1rMthcvO7IFLNlDJvyQMdlJ64PB6fWrktlaIvmSW3mNwN5++pwQPm6g85HXnFK1iuZyTSRl6PHEzXNtLIGmEpBQ7l3gAKSDnPUH1+gq0bgWiSWt9p/yuSA6Tb2yOMgHj+76fqKhudFmtiuo2VyAytl2k5KZ+VuvJGGznBPFLcaHezwQNLdJJngo6EMoJ54wMgfUd6tpPUyg5JcttS3YS6TLBJZzRu1uz7d05GM84IIIx07VCdIuNCaa5s41vIGY7Y487kyePqMbeRVy3sNPghWMxyzzRxea4J+VF5yRg8AZbIzwevNOiFsJRJZN5Eq7i0YceXJkn04IGeDjJ55zWlKtKm9NV2f9f09RypxklfR90Zy6tDdW8jTxbDH0XcwP1HHr/OqVxqi2siJcrKd+Qsjg8AjpyM/UdDW3qU6SRxma3QyqdrBSQcY5GR/L2rNws19DsjW5UIXVWcAoP7x6cdPzr0aFLC1ryjo0tU9uivo/wDLy0OSrOvT91u/n1/rtuWrPVlVFV45T5iB4k2gEjnOAO/Xk+ntzeikjkgeSWNkYFjhvbPJ6fzNJ5GMsrJLM0YbC8Y5I49BwfyPeow/zwpNGwLPyvUHjjke+3njivJnyttxPRhdJXK9/qP7lo13PJglir42gdSO+ePfp7UVJLOY7czJEpR1yVVfvjjdk+uPz5ooSJlr1KFvbeTK1u0jMOWd14ZwAMAk59j+HGKluLqcy3i2zCCKGQ7gFDFySV6ngcAds+9FFC1ZEtIaFK6uLmwsvNhuH2xTbGQnIY4ySP7oPoOM805Jle1bCuhmDbtj4HynHTGOepoooWwnvYSxLI3ms5YvBG4PQqSR6cevbvximai8ilrRXwBP5e4DnAxiiimviJ+wXbSxO63jMxLJE2W2j5uFbnv1b17Cn3lzFpkB3weeHfGC2MEnGeh/u9Pc0UVD3NYJWuY4lml1LYsvltMN2VH3SCRx37etatpdy3cNyZghW38tfkyrPk9yDjt6flRRWk0rGUG72IrO6lldgSBCHSPywOqsSACe+OPritO51CSyjnLIkjM6bjjbktjJ470UVEkWmZtpqk+ovdW6JHAjW5k3DcSAE346gdV6kZ5P0rYePNuJCsbGKTyV3Ln5UA469MknH86KKcklsVS956mXbzqLuOBIwiKpA2YHI78D6/nTtWu3kvxp4ASN1G4jqep/pRRS+0N6R0NKOQRWsskSmOUKjl1bBJIB5/Oo9KvUvruPTpbWIx5dgxUE5Bzk5HP3f1oooWzCo7NGobjydNfywweWNJWcuSQQd3HoOo/EnrzWXeWkD3VhIE2tPIVOCeABnj8zRRSTKlFXsXJLSK7jFtMuWcBVccBQxGOOpxu9e3aqGnWi294I4dqKplVVCDaXAOWYd8+nGOMEYooq18LIktUyvcW6nSWuW2tMkPmhivBBQHaR369aktBjULq0lZpRE3yu55/zz+lFFZrYUly1IpFe+xDpa5aVv3otlG/AC7nXJGOeB7UUUVpHYhn/2Q==</Data>
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