20210616 20413900 1.0 TRUE nombresgeograficos Nombres Geográficos Toponimia Colombia Escala 1:25.000 IGAC Geografía Los nombres geográficos se refieren a la información toponímica del país. La toponimia, es la disciplina mediante la cual se pueden nombrar, relacionar, ubicar... <DIV STYLE="text-align:Left;font-size:12pt"><DIV><DIV><P><SPAN>Los nombres geográficos se refieren a la información toponímica del país. La toponimia, es la disciplina mediante la cual se pueden nombrar, relacionar, ubicar y reconocer elementos geográficos representados en los mapas. Los topónimos o nombres geográficos son fundamentales para identificar las regiones, ubicarlas cartográficamente y darles sentido de identidad a una región. En este servicio se despliegan </SPAN><SPAN>342.113 </SPAN><SPAN>puntos correspondientes a la ubicación de toponimos de Información Básica, escala 1:25.000. </SPAN></P></DIV></DIV></DIV> IGAC 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