Around the border mountain Flimspitz, over an impressive rockfall and past the idyllic little lakes "Bei den Seen".
Distance 9.9 km
From the Alp Trida saddle the hike begins along the ridge of Alp Trider Eck towards Viderjoch. Shortly below Viderjoch, the trail passes the deep blue snow-making lake. Viderjoch is on the border between Austria and Switzerland. This point can also be reached by chairlift via Alp Trida. Now the path continues to the left of Flimspitz on Austrian soil. A short descent follows before the well-signposted path leads over the imposing rockfall below Flimspitz. The path leads in a short ascent to Flimjoch, where again the national border is crossed. Here you have the possibility to make a detour to the Flimspitz. To the left, Bürkelkopf and Bürkelspitze arise. At the bottom of the plain there are five small lakes. The numerous large boulders around the lakes are perfect for a rest. You can return to the Alp Trida saddle in just under an hour.
AuthorTourismus Engadin Scuol Samnaun Val Müstair AG
Update: August 02, 2021
Safety informationThe tour has been evaluated under favorable weather conditions. Current weather conditions and weather forecasts must be taken into account before the tour starts.
144 Emergency call, first aid
1414 Mountain rescue REGA
112 International emergency call
Tips and hintswww.samnaun.ch
- From the north: via Landquart - Klosters by car transport through the Vereina tunnel (Selfranga - Sagliains) Then take the H27 in the direction via Scuol and Martina to Vinadi. At the junction Vinadi to Samnaun (about 1 hour from Vereina Südportal)
- From the east: via the Inn valley road B180 via Landeck to Pfunds, junction Kajetansbrücke and via Spiss to Samnaun.
- From the south: via Reschenpass (Nauders) on B180 to Pfunds, junction Kajetansbrücke and via Spiss to Samnaun.
ParkingParking spaces at the valley station of the double-decker cable car, Samnaun-Ravaisch
32T 603947 5202784
EquipmentGood shoes, rain and sun protection, water bottle, bandages.
Duration : h
Highest point m
Lowest point m
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