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<CreaDate>20201215</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>
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<idPurp>Dados de atualização das Curvas Cota x Área x Volume da UHE Nova Ponte</idPurp>
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</Data>
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