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<CreaDate>20251226</CreaDate>
<CreaTime>08404300</CreaTime>
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<resTitle>Mediana del avalúo catastral por m² de predios en propiedad horizontal por manzana</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>
</searchKeys>
<idPurp>Servicio que proporciona la mediana del avalúo catastral por metro cuadrado de predios en propiedad horizontal por manzana, 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 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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