<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="es">
<Esri>
<CreaDate>20190604</CreaDate>
<CreaTime>10012700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Asientos Electorales y Recintos Electorales de Bolivia actualizado a 8 de mayo de 2019 para elecciones generales de 20 de octubre 2019</idAbs>
<searchKeys>
<keyword>Asiento</keyword>
<keyword>Recinto</keyword>
</searchKeys>
<idPurp>Asientos y Recintos Electorales de Bolivia para elecciones generales 2019</idPurp>
<idCredit>Geografía electoral de Tribunal Supremo Electoral</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>AsientosRecintos_4_06_2019</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
