Grand Tour of Switzerland: Niesen photo spot

Grand Tour of Switzerland: Niesen photo spot

  • Mülenen

Discover the photo spot on the Niesen overlooking Lake Thun

The Niesen is one of the most famous peaks in the Bernese Oberland – not least because of its iconic pyramid-like shape, its stunning location high above Lake Thun and the longest staircase in the world. An old-time funicular railway dating from 1910 transports visitors to the summit of the Niesen in two stages.

From here, it is just a few steps along an easy path to the viewing platform and the photo spot, where visitors will see the peaks of Eiger, Mönch and Jungfrau in the background. A short stroll from the photo spot then brings you to the Berghaus Niesen Kulm restaurant, where culinary delights await.

Your highlights at a glance

  • The Grand Tour of Switzerland is a 1,600 km tourist circuit spanning the country
  • Discover scores of attractions along the way
  • Take a souvenir snap at the Niesen photo spot
  • Savour the views of Lake Thun and the bay of Spiez

To ensure that your trip is perfect in every way, please note

  • Download the Grand Tour of Switzerland app (iOS/Android)
  • The whole of the route is generally open to cars and motorcycles
  • Parking is available at the base station of the Niesen funicular railway (charges apply)
  • The walk from the summit station to the photo spot takes around 10 minutes
  • Note the seasonal opening times of the Niesen funicular railway

Niesenbahn AG

3711 Mülenen - Heustrichstrasse 12


Phone: +41 33 676 77 11


Website: www.niesen.ch

General information

Observe the operating times of the mountain railways

Check the operating times of the mountain railways

Next steps

It appears that you are using Microsoft Internet Explorer as your web browser to access our site.

For practical and security reasons, we recommend that you use a current web browser such as Firefox, Chrome, Safari, Opera, or Edge. Internet Explorer does not always display the complete content of our website and does not offer all the necessary functions.