<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="pt">
<Esri>
<CreaDate>20210804</CreaDate>
<CreaTime>12595800</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<keyword>UHE</keyword>
<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 Ponte de Pedra</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>UHE_Ponte_de_Pedra</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
