Experience the day on the cross-country cross-country cross-country cross-country cross-country mountain Kvilda, along the Ashkolný hora, you will be guided by picturesque Šumava scenery, where you will experience the harmony of the forest, open plains and panoramic views.

Technical and statistical data
Length of the route: 20,1 km (return route)
Time on the route: approximately 5: 00 h
Climb: 350 m
Descent: 350 m
Highest point of the route: 1145 m above sea level (under the ash mountain)
Lowest point of the route: 1045 m above sea level (Horská Kvilda)
Type of trace: Adjusted track for classical technique, partly suitable for skate
Level of difficulty: Medium-demanding, suitable for recreational and intermediate cross-country skipper
Description of route
1. Default point: Horská Kvilda
The route starts in the mountain Kvilda, one of the most beautiful Šumava villages. From there you will start with a modified track to the hill. The route will lead you through an open landscape where you can look forward to the views of the valley of Hamer creek.
2. The section over the Vysočina to the Cinderella Mountain
After reaching Zhorí, a former Šumava settlement with a rich history, you continue to climb in the direction below the Cinderella Mountain. This part of the route offers a quiet and deeply snowy landscape, ideal for relaxation from the excitement.
3. Return to the Mountain Kvild
The way back will lead you along the same route, while enjoying a gradual descent. This section is physically less demanding and allows you to enjoy the views of the landscape from a different perspective.
Refreshments
Horská Kvilda: Restaurant on start and finish, for example at the Hones or Pension Rankl.
Zhůří: We recommend a break for a snack from our own stock.
Recommendations for cross-country skippers
Equipment: The route is suitable for classical, but wider sections allow also skate.
Conditions: Follow current maintenance of tracks, especially in the area of the Vysočina.
Difficulty: Suitable for recreational runners, with milder climbs.

