<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="es">
<Esri>
<CreaDate>20190607</CreaDate>
<CreaTime>11533400</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Asientos y Recintos Electorales actualizado al 8 de mayo para elecciones generales 2019</idAbs>
<searchKeys>
<keyword>Asiento</keyword>
<keyword>Recinto</keyword>
</searchKeys>
<idPurp>Asientos y Recintos Electorales actualizado al 8 de mayo para elecciones generales 2019 </idPurp>
<idCredit>Geografía Electoral de Tribunal Supremo Electoral de Bolivia</idCredit>
<resConst>
<Consts>
<useLimit>Uso exclusivo de Tribunal Supremo de Bolivia</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>AsientosRecintos_7_06_2019</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
