** more Perugia And Surroundings properties

Borgo Di Campagna

Via Botanica, Monteleone Orvieto TR, Italy

Property Ref:





Main picture for Borgo Di Campagna
Photo of Borgo Di Campagna
  • Photo of Borgo Di Campagna
  • Borgo Di Campagna thumbnail 1
  • Borgo Di Campagna thumbnail 2
  • Borgo Di Campagna thumbnail 3
  • Borgo Di Campagna thumbnail 4
  • Borgo Di Campagna thumbnail 5
  • Borgo Di Campagna thumbnail 6
  • Borgo Di Campagna thumbnail 7
  • Borgo Di Campagna thumbnail 8

Description of Borgo Di Campagna

The 'Borgo di Campagna' was in the past inside a big farm with oil mill, in Umbria bounding with Tuscany, between Rome and Florence. Now the 'Borgo' was completely restored and divided into 6 holiday accommodations. Big parking place next to the 'Borgo'. Strategic position to visit important cities of art: Chiusi (National Museum of Etruscan; 20 Km), Orvieto (15 Km), Perugia (50 Km), Arezzo (55 Km), Assisi (67 Km), Trasimeno Lake (40 Km), Rome (125 Km), Florence (120 Km). The farm nearby produces biological oil. 40m away there is a restaurant with special prices for the guests of the Borgo. A railways passes 250 m away and the train station is 2 km away. IUS193-IUS244 can be booked within the 'Borgo'. Guests may use 2 mountain bikes for adults and 2 mountain bikes for children (subject to availability).

Features of Borgo Di Campagna

  • 1 TV
  • Microwave
  • Satellite
  • Indoor toys
  • Refrigerator
  • Thermal bath
  • Coffee brewer
  • Football game
  • Football goal
  • Activity house
  • Changing table
  • outdoor shower
  • Volleyball net
  • Central heating
  • Holiday apartment
  • Beach volley court
  • Gas/electric cooker
  • Outdoor table tennis
  • Kitchenette; h/c water
  • Consumption costs incl.
  • Wireless internet (free)
  • Shared outdoor swimming pool


Updating Calendar


For information about rates or to make a booking.

available day

Not available

Location details for Borgo Di Campagna

(Map marker is an approximate location, precise location provided upon booking)

(All distances and times are approximations)