Arkley 143.5m (471ft)
Summit Feature: No feature.
Classification: Hill Trigpoint, Sub-tump.
OS Grid Ref: TQ220956 (10 figure Grid Ref: TQ2202895638).
UK Area: 39 - Central and Eastern England (OS Maps 1:50k 166,176. 1:25k 173.)
Latitude: 51.64631, Longitude: -0.23771, Height: 143.5 metres (471 feet)
Prominence: 26.1 metres (86 feet)
Unique Waypoint POI Name: 0144.- (DoBIH Hill ID: 5566)
Associated Trigpoint:
TP0122 'Arkley Resr' Grid Ref: TQ2209095813 Separation: 186m from Hill grid ref.
External Links for Arkley:
-GeoHack link...
-OS Map Bing link...
-Google Map link...
-Geograph link...
-Arkley on hill-bagging.co.uk...
-Arkley Resr on trigpointinguk.com...
Selected mapping: Google or Bing / Ordnance Survey
:All | :Nearby Hill | :Nearby Trigpoint | : mouseover
Arkley List & GPS Waypoints:
Climbed Arkley? Log in to tick it off...
- '0144.-' TQ220956 Arkley (144m, p26.1)
Member's Comments on Arkley...
- Nick Wakelam says...
- Ugly concrete water tower surrounded by high fences. Not sure if any higher inside compound; apart from obvious man-made mounds. Parked on grass verge across road.
- Chris Pearson says...
- Water Tower gate and trig pillar on golf course across road combined on short stop in the dark. The Arkley car was built in this village in the 1970s- being a retro "bug-eyed" design inspired by a mixture of the Morgan and the original Austin-Healey Sprite. The main purpose was recycling old rusty or damaged Austin-Healey Sprites or MG Midgets
- Register... and Log In...
Arkley's Ten Nearest Neighbouring Hills...
Highwood Hill (1.5km)Deacons Hill (3.7km)Bournwell Hill (Hadley Wood) (4.1km)Shenley Hill (5.8km)Wakemans Hill Avenue (6.9km)Bushey Heath (boundary) (7.0km)Bushey Heath (7.1km)Barn Hill (8.7km)Hampstead Lane (9.4km)Hampstead Heath (10.3km)
Arkley has been climbed by...
Adrian Andrew Brown Aqueously90 Arnand Carole Chris Pearson Des Taylor Griefmiester Jacqdaw jonglew ngthack Nick Down Nick Wakelam nordicstar oakesave PaulOnFoot PeterD PGCE rhayader_wanderer rhw Richard Gunn stevent0809 walking1
Total = 1 All