20240718 10262900 1.0 TRUE Reserva Vial <DIV STYLE="text-align:Left;font-size:12pt"><DIV><P><SPAN>Las reservas viales son las franjas de terreno necesarias para la construcción o la ampliación de las vías públicas, que deben ser tenidas en cuenta al realizar procesos de afectación predial o de adquisición de los inmuebles y en la construcción de redes de servicios públicos domiciliarios.</SPAN></P></DIV></DIV> Secretaría Distrital de Planeación – SDP Reserva vial vía pública afectación servicios públicos domiciliarios Las reservas viales son las franjas de terreno necesarias para la construcción o la ampliación de las vías públicas, que deben ser tenidas en cuenta al realizar procesos de afectación predial o de adquisición de los inmuebles y en la construcción de redes de servicios públicos domiciliarios. <DIV STYLE="text-align:Left;font-size:12pt"><P><SPAN>CC BY - 4.0</SPAN></P></DIV> 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