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<CreaDate>20200603</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 Taquaruçu</idPurp>
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</Data>
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