Rimpfischhorn: 4,000-meter high mountain route with ridge climbing
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The ascent from the Britannia hut near Saas-Fee to the Rimpfischhorn leads over extensive glaciers and culminates in a fantastic ridge climb. Ideal as a ski route in spring!
difficult
Distance 17.4 km
7:22 h
1,460 m
1,471 m
4,193 m
2,917 m
A detailed description of the route can be found here: https://berghasen.com/2019/05/30/rimpfischhorn-hochtour-britanniahuette-wallis
Difficulty
PD+III-40°
difficult
Overall difficulty
difficult
Derived from the technical difficulty and the stamina requirements.
Experience
Landscape
Highest point
4,193 m
Lowest point
2,917 m
Best time of year
Jan
Feb
Mar
Apr
May
Jun
Jul
Aug
Sep
Oct
Nov
Dec
Cardinal direction
Protection
sporadic bolts, trad gear
First ascent
1895
Track types
Show elevation profileSafety information
Extensive crevasse zonesRest stop
Nearby
Top Partner
Waypoint
Start point
End point
Low point
High point
Forecast
Today {low} to {high} and {precipitation} of {precipitation_type}
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Photo
Video
Via Ferrata BritanniaRimpfischhorn
Klein Allalin
Klein Allalin
Britannia hut SAC
Aufstieg zum Allalinpass
Britanniahütte SAC/CAS
Public transport
Public-transport-friendly
By train and bus to Saas-Fee. From Saas-Fee via the ski area or by cable car to the Britannia hut.Parking
Parking garage at the entrance to Saas-FeeCoordinates
SwissGrid
2'638'411E 1'101'068N
DD
46.060048, 7.934982
DMS
46°03'36.2"N 7°56'05.9"E
UTM
32T 417622 5101270
w3w
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Get there by train, car, bike, or on foot!
Book recommendations for this region:
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Equipment
Glacier equipment, helmet, slings, some carabiners and quickdrawsLocalization
Parts of this content were machine translated from German.
Difficulty
PD+III-40°
difficult
Overall difficulty
difficult
Derived from the technical difficulty and the stamina requirements.
Distance
17.4 km
Duration
7:22 h
Ascent
1,460 m
Descent
1,471 m
Highest point
4,193 m
Lowest point
2,917 m
Weather at the starting point
Statistics
Maps and trails
Nothing selected - click and drag in the elevation profile to zoom
Distance
Duration
Ascent
Descent

User Questions