20210422 13233700 1.0 TRUE TRUE 150000000 5000 ItemDescription carto2000aipe41016000 <DIV STYLE="text-align:Left;"><DIV><DIV><DIV STYLE="font-size:12pt"><P><SPAN>La cartografía básica escala 1:2.000 del municipio Aipe (Huila), elaborada en el año 2022 por el Instituto Geográfico Agustín Codazzi (IGAC), es un producto generado a partir de restitución fotogramétrica a partir de fotografías aéreas de 2022. Este producto cumple con los estándares de planimetría y altimetría de la escala 1:2.000 y cubre aproximadamente 235,91 ha.</SPAN></P></DIV></DIV></DIV></DIV> Cartografía Aipe Huila Restitución Fotogrametría Vectorial Toponimia Altimetría Planimetría La cartografía básica escala 1:2.000 del municipio Aipe (Huila), elaborada en el año 2022 por el Instituto Geográfico Agustín Codazzi (IGAC), es un producto generado a partir de restitución fotogramétrica a partir de fotografías aéreas de 2022. Este producto cumple con los estándares de planimetría y altimetría de la escala 1:2.000 y cubre aproximadamente 235,91 ha. IGAC 20230607 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