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<metadata xml:lang="es">
<Esri>
<CreaDate>20241216</CreaDate>
<CreaTime>15233600</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Es un mecanismo por medio del cual se desarrollan actividades enfocadas a la protección del derecho fundamental a la vida, contribuir con el mejoramiento de la calidad de vida de los hogares localizados en zonas de alto riesgo no mitigable, en razón a fenómenos de remoción en masa, deslizamiento e inundación, que se encuentran en situación de alta vulnerabilidad y requieren ser trasladados a alternativas habitacionales de reposición legalmente viables y técnicamente seguras</idAbs>
<searchKeys>
<keyword>Reasentamiento</keyword>
<keyword>riesgo</keyword>
<keyword>inundaciòn</keyword>
</searchKeys>
<idPurp>Esta capa muestra los hogares en proceso de reasentamientos de al CVP.</idPurp>
<idCredit>Caja de la Vivienda Popular</idCredit>
<resConst>
<Consts>
<useLimit>CC BY 4.0</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>Reasentamientos</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
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</Data>
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