Here the whole family learns which animals and plants can be found in the terraced landscapes of the Lower Engadine and explains how they live together.
Distance 4.2 km
Il giardin da l'En - The Romansh name of the Engadine is derived from "Garden of the Inn". On the last few kilometres before the national border, this garden is particularly fertile, green and rich in species and intact. The Senda dal Magliavirüclas, or Wart-Biter Path in English, leads through flower-filled meadows and pastures on the terraced landscape of Tschlin and is marked with blue signs. With its wealth of breeding birds, butterflies and other animal species, the slopes around Tschlin are a jewel of biodiversity. The family-friendly Wart-Biter Path is a playful way to observe the surroundings and provides interesting information about the natural and cultural landscape of the Lower Engadine at information and adventure stations. The theme trail from Tschlin to Strada takes about two hours. Both villages can easily be reached by PostBus.
The theme trail is particularly recommended in spring (approx. end of May), when the meadows are in full bloom.
AuthorScuol Samnaun Val Müstair (ys)
Update: July 06, 2021
Safety informationThe tour was assessed in favourable weather conditions, it is imperative that the current weather conditions and weather forecasts are observed before starting the tour.
144 Emergency call, first aid
1414 Mountain rescue REGA
112 International emergency call
- From the north: via Landquart - Klosters by car transport through the Vereina Tunnel (Selfranga - Sagliains) or via the Flüela Pass into the Lower Engadine on H27.
- From the east: via Landeck / Austria in the direction of St. Moritz on H27
- From the south: via Reschenpass (Nauders-Martina) or Ofenpass (Val Müstair-Zernez) on H27
Tschlin can be reached from the Engadin road H27 (between Strada and Ramosch)
- Free parking at the entrance to the village of Tschlin
32T 608495 5191541
EquipmentTrainers or hiking boots, possibly poles, rain gear
Duration : h
Highest point m
Lowest point m
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