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<resTitle>Barrio Común</resTitle>
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<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;Área geográfica que delimita el terreno en conformidad al conocimiento de la población, con el fin de tener la información de los nombres y límites geográficos entre barrios, actualizada en terreno.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Secretaría Distrital de Integración Social - SDIS</idCredit>
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<keyword>territorial</keyword>
<keyword>barrio común</keyword>
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<idPurp>Área geográfica que delimita el terreno en conformidad al conocimiento de la población, con el fin de tener la información de los nombres y límites geográficos entre barrios, actualizada en terreno.</idPurp>
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</Data>
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