20210422 13233700 1.0 TRUE TRUE 150000000 5000 ItemDescription carto2000rioblanco73616000 <DIV STYLE="text-align:Left;"><DIV><DIV><DIV STYLE="font-size:12pt"><P><SPAN>La cartografía básica escala 1:2.000 del municipio Rioblanco (Tolima), elaborada en el año 2021 por el Instituto Geográfico Agustín Codazzi (IGAC), es un producto generado a partir de restitución fotogramétrica a partir de fotografías áreas de 2020. Este producto cumple con los estándares de planimetría y altimetría de la escala 1:2.000 y cubre parcialmente el área del municipio.</SPAN></P></DIV></DIV></DIV></DIV> Cartografia Rioblanco Tolima Colombia Altimetría Planimetría Relieve Hidrografía Planeación La cartografía básica escala 1:2.000 del municipio Rioblanco (Tolima), elaborada en el año 2021 por el Instituto Geográfico Agustín Codazzi (IGAC), es un producto generado a partir de restitución fotogramétrica a partir de fotografías áreas de 2020. Este producto cumple con los estándares de planimetría y altimetría de la escala 1:2.000 y cubre parcialmente el área del municipio. Instituto Geográfico Agustín Codazzi - IGAC 20210722 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