20210422 13233700 1.0 TRUE TRUE 150000000 5000 ItemDescription carto2000socha15757000 <DIV STYLE="text-align:Left;"><DIV><DIV STYLE="font-size:12pt"><P><SPAN>La cartografía básica escala 1:2.000 del municipio Socha (Boyacá), elaborada en el año 2020 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> Cartografia Socha Boyacá Colombia Altimetría Planimetría Relieve Hidrografía Planeación La cartografía básica escala 1:2.000 del municipio Socha (Boyacá), elaborada en el año 2020 por el Instituto Geográfico Agustín Codazzi (IGAC), es un producto... Instituto Geográfico Agustín Codazzi - IGAC 20210729 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