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<CreaDate>20200701</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 Caconde</idPurp>
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</Data>
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