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<CreaDate>20251226</CreaDate>
<CreaTime>08420900</CreaTime>
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<resTitle>Mediana del avalúo catastral por m² de predios en PH por manzana según grupo de uso económico</resTitle>
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<searchKeys>
<keyword>Valor</keyword>
<keyword>avalúo</keyword>
<keyword>catastro</keyword>
<keyword>propiedad horizontal</keyword>
<keyword>Manzana</keyword>
<keyword>Bogotá D.C</keyword>
<keyword>grupo económico.</keyword>
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<idPurp>Servicio que proporciona la mediana del avalúo catastral por metro cuadrado de predios en propiedad horizontal por manzana clasificados según los grupos de uso económico, en Bogotá D.C. Para los años 2017 a 2026.</idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;Servicio que representa una medida de tendencia central de los avalúos catastrales por metro cuadrado de los predios en propiedad horizontal ubicados en una misma manzana clasificados según los grupos de uso económico para áreas urbanas y de expansión urbana en la ciudad de Bogotá. Excluye el suelo protegido y los predios de espacio público. Dichos avalúos son obtenidos a partir del proceso catastral que se calcula anualmente y se utiliza para fines fiscales, estadísticos y administrativos.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Unidad Administrativa Especial de Catastro Distrital - UAECD </idCredit>
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<useLimit>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;CC BY 4.0&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</useLimit>
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