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<CreaDate>20211201</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 Salto Pilão</idPurp>
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</Data>
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