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<CreaDate>20200810</CreaDate>
<CreaTime>17152100</CreaTime>
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<SyncOnce>TRUE</SyncOnce>
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<keyword>UHE</keyword>
<keyword>Resolução 03/2010</keyword>
<keyword>Atualização Curvas Cota x Área x Volume</keyword>
<keyword>Batimetria</keyword>
</searchKeys>
<idPurp>Dados de atualização das Curvas Cota x Área x Volume da UHE Itutinga</idPurp>
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<resTitle>UHE_Itutinga</resTitle>
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</Data>
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