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Bronte Round

W Yorkshire

Another, shorter route on moorland, riverside and farmland paths linking the main Bronte sites. The circuit crosses open moorland to Haworth (home of the Bronte family and the Bronte Museum), passing Top Withins before returning to Hebden Bridge via riverside and farm paths. It links places associated with the Bronte Family.


Details:

Path Type: Anytime Challenges
Attributes: Anytime Challenges
Challenging
Moorland
Heritage
Literary
Start and Finish: SD992273 - Hebden Bridge, W Yorkshire View on StreetMap

Publications, Badges and Certificates:

Badge Badge for Bronte Round  (LDWA East Lancs )

Maps:

You can use the interactive controls to zoom in and out and to move around the map, or click on a path or a marker for more info.(interactive map help)

Show Connected Path Outlines
E Routes
National Trails (England & Wales)
Paths Marked on OS mapping
Other Paths
Anytime Challenges

Show Accommodation
Hostel Accommodation
B & B Accommodation
Self-catering

Show Points of Interest
Walkers are Welcome

Contains Ordnance Survey data © Crown copyright and database right 2016.
© OpenStreetMap contributors under Open Database Licence.
Rights of way data from selected Local Authorities.
Large scale digital mapping is provided by John Thorn.
At high zoom levels the route is indicative only.
Purchase Ordnance Survey Maps:
OS Landranger 103, 104
OS Landranger Active 103, 104
OS Explorer 21
OS Explorer Active 21

Accommodation within 5 Km of this Path:

 
 
From
Path
Along
Path
B & B Accommodation
Rosebud Cottage  (bookable online)
< 1 Km
16 Km
Self-catering
Haworth Homes  (bookable online)
1 Km
16 Km
B & B Accommodation
Bridge House B&B  (bookable online)
< 1 Km
16 Km
Hostel Accommodation
< 1 Km
37 Km
Self-catering
Croft Mill  (bookable online)
< 1 Km
37 Km
Walkers are Welcome
< 1 Km
37 Km
Walkers are Welcome
3 Km
37 Km
Hostel Accommodation
5 Km
37 Km

Click to show 6 more Accommodations


Connected Paths:


Downloads:


Route Profile:

36.1 Km (22.4 miles)
1,027 m (3,369 ft) ascent
448 m (1,470 ft)  maximum height

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