<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="pt">
<Esri>
<CreaDate>20220217</CreaDate>
<CreaTime>19033900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<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 Sobragi</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>UHE_Sobragi</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
