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<CreaDate>20200806</CreaDate>
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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 Volta Grande</idPurp>
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</Data>
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