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<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 Itaúba</idPurp>
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</Data>
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