Walking Britain Lowbury Hill & Roden Downs from Compton
Introduction to Walk 2660
Region - North Wessex Downs
County/Area - Berkshire
Author - North Wessex Downs AONB
Length - 6.0 miles / 9.8 km
Ascent - 400 feet / 121 metres
Time - 3 hours 20 minutes
Grade - easy/mod
This walk in West Berksire starts from the village of Compton. The route explores some of the rolling hills of the North Wessex Downs AONB and also includes a section of the ancient Ridgeway.
Maps | |||
| Ordnance Survey Explorer 170 | Sheet Map | 1:25k | BUY |
| Anquet OS Explorer 170 | Digital Map | 1:25k | BUY |
| Ordnance Survey Landranger 174 | Sheet Map | 1:50k | BUY |
| Anquet OS Landranger 174 | Digital Map | 1:50k | BUY |
It is recommended you take a map. The preferred scale is 1:25k. | |||
Other walks nearby
8.8 miles / 14.1 km away
Newbury to Hungerford via Kennet & Avon Canal
Grade - easy/mod
Length - 9.0 miles / 14.6 km
9.1 miles / 14.5 km away
Lambourn Valley from Great Shefford
Grade - easy/mod
Length - 9.0 miles / 14.6 km
10.1 miles / 16.2 km away
West Berkshire downs from East Garston
Grade - easy/mod
Length - 7.4 miles / 12 km
13.0 miles / 20.8 km away
Silchester Common & Calleva Atrebatum
Grade - easy/mod
Length - 6.2 miles / 10.1 km
13.8 miles / 22.1 km away
Watership Down and Ladle Hill from the Sydmonton Estate
Grade - easy
Length - 4.5 miles / 7.3 km
14.5 miles / 23.2 km away
Coombe Gibbet & Walbury Hill near Inkpen
Grade - easy/mod
Length - 6.2 miles / 10.1 km
14.6 miles / 23.3 km away
The Ridgeway at the End of the Chilterns
Grade - easy/mod
Length - 10.0 miles / 16.3 km
Note : The distances quoted to other walks in the vicinity are measured in a straight line. The distance by road may be further.
Recommended Reading
Walking in the North Wessex Downs
30 walking routes exploring the North Wessex Downs Area of Outstanding Natural Beauty (AONB). The routes are between 7km to 20km through this peaceful rolling chalk landscape covering parts of four counties: Berkshire, Hampshire, Wiltshire and Oxfordshire, with descriptions to reach the highest points in each one.
More information
