An excursion packed with satisfaction that winds along the most beautiful peaks and ridges of the wild Maddalena mountain range, on the border with South Tyrol.
Distance 11.9 km
An exciting loop trail to cover in one day that links together three famous peaks in the Maddalena Group: Mount Cornicoletto Peak, Belmonte Peak and Vedetta Alta Peak. The excursion does not entail any particular technical difficulties barring some confidence with high mountain environments and with exposed trails and ridges. The itinerary is always well marked and the only section without any markings on the ground but with an evident trail is between Mount Cornicoletto Peak and Belmonte Peak.
As you make your way down from Vedetta Alta Peak, we recommend you take a break at one of the three malga mountain huts along the path back down: Malga Kessel, Malga di Revò and Malga di Cloz.
AuthorAPT Val di Non
Update: September 09, 2021
Safety informationPlease note that the practicability of the itineraries in a mountain environment is strictly linked to the contingent conditions and is therefore influenced by natural phenomena, environmental changes and weather conditions. For this reason, the information contained in this page may have changed. Before leaving for a tour, make sure the path you will approach is still accessible by contacting the owner of the mountain hut, the alpine guides or the visitor centres of the nature parks, the info offices of the local tourist board.
Tips and hintsCAI / SAT trail difficulty classification: http://www.visittrentino.info/legenda-difficolta-cai
Getting thereFrom Val di Non, continue towards Val d'Ultimo driving through the towns of Rumo, Revò or Castelfondo.
ParkingAfter the town of Proveis in the province of Bolzano, take a short tunnel at the end of which you’ll find a large gravel car park on the right.
32T 656797 5152345
Book recommendations for this region:
Recommended maps for this region:
EquipmentHiking boots and trekking poles should suffice to help you descend.
- 2 Waypoints
- 2 Waypoints
Duration : h
Highest point m
Lowest point m
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