OBERGURGL -> arolla pine forest -> Schönwies hut -> HANGERER
Distance 5.8 km
The trail leads through lush patures to Schönwieshütte. Here you continue through rock strewn grass slopes to the peak of Hangerer. 300 m below the peak you have to cross a snow field. The ascent is a bit stenuous but well worth it for the magnificent views of the Ötztal and South Tirolean Alps.
- from Obergurgl (1,930 m): 3,5 hrs
- from Schönwies hut (2,262 m): 2,5 hrs
Updated: July 06, 2021
Safety informationModerate mountain trail; for sure-footed and experienced hikers. Good physical condition, mountain experience & mountain equipment (see notice equipment) necessary. Please pay attention to the current weather report: https://www.oetztal.com/summer.html.
Tips and hintsMore details about hiking In Ötztal: https://www.oetztal.com/wandern
Getting thereThe car drive to the Ötztal valley. Situated in Tirol, the Ötztal valley set off in southerly direction and is the longest side valley in the Eastern Alps. The journey with the car leads you through the Inntal valley to the entrance of the valley and further on through the valley. Among the toll motorways you can also use the country roads. A route planner will show you the easiest and most convenient was: https://www.google.at/maps.
ParkingThe following parking facilities are available in Gurgl:
- Parking garage (center of Obergurgl), chargeable | € 2,00/hour
- Parking garage - bottom station Festkogl, chargeable | € 2,00/hour
- Parking Hochgurglbahn valley station, free of charge - no parking at night
- Parking Top Mountain Crosspoint, free of charge
- Parking Hochgurgl, free of charge (very small parking)
32T 653888 5188846
EquipmentAppropriate equipment such as breathable suitable outdoor clothes for the weather, ankle-high walking boots, wind-, rain- & sun protection, hat, possibly gloves, is for all hikes and tours necessary. Please bring a first-aid box, a mobile phone, a walking map and if there is no hut on the way a snack and enough to drink.
Duration : h
Highest point m
Lowest point m
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