<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="es">
<Esri>
<CreaDate>20240624</CreaDate>
<CreaTime>23074200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<idPurp/>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>pomca_rio_samana_sur_tematicos</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
