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<keyword>Resolução 03/2010</keyword>
<keyword>Atualização Curvas Cota x Área x Volume</keyword>
<keyword>Batimetria</keyword>
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<idPurp>Dados de atualização das Curvas Cota x Área x Volume da UHE Mascarenhas</idPurp>
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</Data>
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