20210422 13233700 1.0 TRUE TRUE 150000000 5000 ItemDescription carto50000pnnserraniadelchiribiquete <DIV STYLE="text-align:Left;"><DIV><DIV><DIV STYLE="font-size:12pt"><P><SPAN>La cartografía básica escala 1:50.000 del Parque Nacional Natural Serranía del Chiribiquete (Guaviare, Caquetá), elaborada en el año 2022 por el Instituto Geográfico Agustín Codazzi (IGAC), es un producto generado a partir de captura en dos dimensiones a partir de imágenes del satélite PlanetScope del año 2022. Este producto cumple con los estándares de planimetría y altimetría de la escala 1:50.000 y cubre un área de aproximadamente 4.297.482 ha.</SPAN></P></DIV></DIV></DIV></DIV> Cartografia Parque Nacional Natural Serranía del Chiribiquete Colombia Altimetría Planimetría Relieve Hidrografía Planeación La cartografía básica escala 1:50.000 del Parque Nacional Natural Serranía del Chiribiquete (Guaviare, Caquetá), elaborada en el año 2022 por el Instituto... Instituto Geográfico Agustín Codazzi - IGAC 20220531 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