20220408 00443400 1.0 TRUE Tasa de Homicidios. Zona de Integración Fronteriza Ecuador - Colombia. <DIV STYLE="text-align:Left;font-size:12pt"><DIV><DIV><P><SPAN>El mapa de Tasa de Homicidios es generado en el marco del Plan Binacional de Integración Fronteriza Ecuador – Colombia (PBIFEC), especificamente en el Eje Estructurante de Seguridad y Defensa; respondiendo a los esfuerzos binacionales orientados a promover las políticas de seguridad, soberanía y migración, en lo relacionado con la mitigación de acciones ilegales que tienen alta incidencia en la frontera binacional, asociadas principalmente con homicidios, hurtos, trata de personas, contrabando y narcotráfico. La tasa de homicidios es número total de defunciones estimadas por homicidios (por cada 100.000 habitantes) en los departamentos de Putumayo y Nariño; y las provincias de Esmeraldas, Carchí, Sucumbios e Imbabura.</SPAN></P></DIV></DIV></DIV> DNP; IGM El mapa de Tasa de Homicidios es generado en el marco del Plan Binacional de Integración Fronteriza Ecuador – Colombia (PBIFEC), especificamente en el Eje Estructurante de Seguridad y Defensa; respondiendo a los esfuerzos binacionales orientados a promover las políticas de seguridad, soberanía y migración, en lo relacionado con la mitigación de acciones ilegales que tienen alta incidencia en la frontera binacional, asociadas principalmente con homicidios, hurtos, trata de personas, contrabando y narcotráfico. La tasa de homicidios es número total de defunciones estimadas por homicidios (por cada 100.000 habitantes) en los departamentos de Putumayo y Nariño; y las provincias de Esmeraldas, Carchí, Sucumbios e Imbabura. Homicidios Seguridad Defensa Colombia Ecuador ZIF 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