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<CreaDate>20211215</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 Dardanelos</idPurp>
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</Data>
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