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All Details & GPS Waypoint

Highdown Hill 81m (266ft)

Classification: Hill Trigpoint, P30 Tump.
OS Grid Ref: TQ092043 (10 figure Grid Ref: TQ0922104375).
The original GR data for this hill was only accurate to a 6 figure grid reference (c.a 100m).
We have used additional user / trigpoint data to bring it up to 10 figures.

UK Area: 42 - South-East England & the Isle of Wight (OS Maps 1:50k 198. 1:25k OL10,121.)
Latitude: 50.82862, Longitude: -0.45054, Height: 81 metres (266 feet)
Prominence: 40 metres (131 feet)
Unique Waypoint POI Name: 0081.- (DoBIH Hill ID: 18608)

Associated Trigpoint:
  TP3141 'Highdown Hill' Grid Ref: TQ0922104375 Separation: 78m from Hill grid ref.

External Links for Highdown Hill:
-GeoHack link... -OS Map Bing link... -Google Map link... -Geograph link... -Highdown Hill on hill-bagging.co.uk... -Highdown Hill on trigpointinguk.com...

Selected mapping: Google or Bing / Ordnance Survey

:All | :Nearby Hill | :Nearby Trigpoint | : mouseover

Highdown Hill List & GPS Waypoints:

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Member's Comments on Highdown Hill...

  • Chris Pearson says...
  • Traditional burial-place of the kings of Sussex , by coincidence another king - Richard the Third was being reburied today at Leicester. An Anglo-Saxon cemetery was discovered by accident in the 1890s when local landowner Edwin Henty undertook tree planting inside the iron age hillfort In the 18th century. The miller John Oliver, an alleged local smuggler, would set the sails of his windmill (remains on west side of hill) at different angles to indicate the absence of customs men to his followers out at sea.
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Member's Grid References for Highdown Hill...

  • No members have yet submitted better grid references for this , why not be the first?

 


Highdown Hill has been climbed by...

Adrian Andrew Brown Areluctant-triggeR BadNewsWalking Carole Chris Pearson citygent daveyf2001 Denise Dugswell2 Griefmiester Ian Baines JamesBalti jonglew micks trigs mpboardman@gmail.com oakesave PaulOnFoot PeterD PGCE rhw slateloose stevent0809 Trailrunner

 

Total = 1 All



 

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