Höllental

E210797

Höllental is a steep, scenic alpine valley in the Bavarian Alps known for its challenging route up to Germany’s highest peak, the Zugspitze.

All labels observed (2)

Label Occurrences
Höllental canonical 6
Höllental valley 1

How this entity was disambiguated

Statements (48)

Predicate Object
instanceOf alpine hut
alpine valley
geographical feature
glacier
mountain
mountain stream
municipality
via ferrata route
accessPointFor Höllentalangerhütte
connectedTo Zugspitze
country Germany
Germany
difficulty challenging
drainage Hammersbach
elevation 2962 m
flowsThrough Höllental self-linksurface differs
hasFeature Höllentalferner glacier
hasRouteTo Zugspitze
hasViaFerrata Höllental via ferrata
highestPeakAccessible Zugspitze
highestPointOf Germany
knownFor glacier crossing on route to Zugspitze
mountaineering route to Zugspitze
scenic landscape
steep alpine terrain
via ferrata sections
locatedIn Bavaria
Bavaria
Bavarian Alps
Bavarian Alps
Germany
Höllental self-linksurface differs
Höllental self-linksurface differs
Höllental self-linksurface differs
nearestSettlement Grainau
partOf Northern Limestone Alps
popularFor alpine climbing
hiking
via ferrata
requires alpine experience
head for heights
sure-footedness
safetyConsideration exposed sections
objective alpine hazards
terrainType narrow valley
rocky walls
tourismType mountain tourism
usedAs classic ascent route to Zugspitze

How these facts were elicited

Referenced by (7)

Full triples — surface form annotated when it differs from this entity's canonical label.

Zugspitze hasClimbingRouteFrom Höllental
Wetterstein Mountains contains Höllental
Höllental route passesThrough Höllental
this entity surface form: Höllental valley
Höllental locatedIn Höllental self-linksurface differs
subject surface form: Höllentalferner glacier
Höllental locatedIn Höllental self-linksurface differs
subject surface form: Höllentalangerhütte
Höllental locatedIn Höllental self-linksurface differs
subject surface form: Höllental via ferrata
Höllental flowsThrough Höllental self-linksurface differs
subject surface form: Hammersbach