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<CreaDate>20210810</CreaDate>
<CreaTime>14184800</CreaTime>
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<SyncOnce>TRUE</SyncOnce>
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<keyword>UHE</keyword>
<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 Baguari</idPurp>
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<resTitle>UHE_Baguari</resTitle>
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</Data>
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