OETZ -> Piburger See -> Wellerbrücke -> OETZ
Distance 7 km
Highest point959 m
Lowest point776 m
Walk from the village center of Oetz next to the river to "Brandach-bridge"/Rafting entrance. Cross the bridge and follow the trail first over the fields and the through the forest up to the lake Piburger See. Walk around the lake. On your way back, you take the forest road and the Weller-bridge to come back to Oetz.
Der Piburger see ist mit bis zu 24° der wärmste Naturbadesee Tirols.
AuthorÖtztal Tourismus Büro Oetz
Update: September 27, 2023
Safety informationEasy hiking trail, particularly suitable for beginners. Please mind the current weather forecast at www.oetztal.com
Tips and hintsMore details about hiking in Ötztal: https://www.oetztal.com/wandern
By roadThe 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 way: https://www.google.at/maps
ParkingThe following parking facilities are available:
- Parking Acherkogelbahn - free for guests of the gondola lift, camping prohibited
- Parking next to the river (at the end of Oetz on the right hand side) – free of charge, but limited parking; camping prohibited
- Parking Oetz town center- parking fee
- Parking at night during several days' tours: Parking Oetz town center, the ticket is available at the tourist office Oetz.
32T 643707 5229433
Author’s map recommendations
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.
- 4 Waypoints
- 4 Waypoints
Duration : h
Highest point m
Lowest point m
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