Lake Neusiedl Cycle Path (B10): A Pannonian Lake Circuit
Rust, Austria
Route Overview
The B10 Lake Neusiedl Cycle Path forms a 125-kilometer loop around Austria's largest steppe lake, crossing both Austrian and Hungarian territories. Starting from any lakeside town, the path meanders through beautiful vineyards, along a distinctive reed belt, and past charming historical villages. The route offers optional shortcuts via ferry connections between Illmitz and Mörbisch am See or Rust and Podersdorf, allowing cyclists to customize their journey.
Trail Characteristics
The route is particularly suitable for families and leisure cyclists, featuring predominantly paved paths with some fine gravel sections that accommodate touring, mountain, and racing bikes. While the Austrian section offers minimal elevation changes, particularly between Mörbisch and Oggau, cyclists should note that the Hungarian stretch between Balf and Fertörákos includes some challenging climbs through vineyard territory.
Highlights and Amenities
The path offers diverse attractions including:
- Cultural highlights in historic towns like Rust and Mörbisch
- Traditional wine taverns (Buschenschenken) and cellar lanes
- Beautiful viewpoints overlooking the lake and Hungarian lowlands
- Numerous rest areas and refreshment stops
- Multiple bike and e-bike rental stations
Hungarian border, which the bike trail crosses
Weather and Best Time to Ride
The trail is suitable for cycling from as early as March up to end of September.
Special Considerations
- Passport/ID required for the Hungarian section (EU internal border)
- Safety vests mandatory in Hungary during low visibility conditions
- Ferry services available to shorten the route
- Total distance: 125 km (41.5 km on Hungarian side)
Where to start
- We recommend to start the loop in Rust - charming Austrian town
How to get to Lake Neusiedl Bike Path
- There are train connections from Vienna to Schützen am Gebirge or Neusiedl am See. Both towns are located very close to the bike trail and you can start the loop from one of those points.