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<CreaDate>20200923</CreaDate>
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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 Serra da Mesa</idPurp>
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<resTitle>UHE_Serra_da_Mesa</resTitle>
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