Mercurio y TaliaRegión Metropolitana de Santiago, Chile

La Florida, Región Metropolitana de Santiago, Chile

La intersección de Mercurio y Talia se encuentra ubicada en La Florida, Región Metropolitana de Santiago, Chile. En esta zona puedes encontrar Travel and Transportation > Transportation Service > Public Transportation > Bus Line, Business and Professional Services, Travel and Transportation > Road y otros servicios cercanos.

Información de ubicación

Localidad
La Florida
Región
Región Metropolitana de Santiago
País
Chile
Coordenadas
-33.542335, -70.596077

Lugares y servicios cercanos

  • Travel and Transportation > Transportation Service > Public Transportation > Bus Line9 lugares
  • Business and Professional Services6 lugares
  • Travel and Transportation > Road5 lugares
  • Community and Government > Education > Nursery School4 lugares
  • Community and Government > Housing Development4 lugares
  • Landmarks and Outdoors > Other Great Outdoors4 lugares
  • Landmarks and Outdoors > Plaza4 lugares
  • Retail > Construction Supplies Store4 lugares
  • Arts and Entertainment3 lugares
  • Business and Professional Services > Health and Beauty Service > Nail Salon3 lugares
  • Community and Government > Residential Building > Apartment or Condo3 lugares
  • Community and Government > Spiritual Center > Church3 lugares

Puntos de interés cercanos

Lugares y servicios ubicados cerca de esta intersección:

Salones Raquel

Santa Amalia 0284-C

Business and Professional Services > Health and Beauty Service > Nail Salon

Distancia: 196 mVer detalles

GOSI

Av. Santa Amalia 0284-a

Business and Professional Services > Design Studio

Distancia: 202 mVer detalles

Elisa

Los Pinos 405

Community and Government > Residential Building > Apartment or Condo

Distancia: 229 mVer detalles

Peluquería Palumbo

Camilo Henríquez 3692, C-257-261

Business and Professional Services > Health and Beauty Service > Hair Salon

Distancia: 232 mVer detalles

Intersecciones cercanas

Descubre otras intersecciones ubicadas a menos de 1 km de distancia: