OS grid reference SO760359 Postcode district HR8 | ||
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Weather 11°C, Wind N at 10 km/h, 60% Humidity | ||
Whiteleaved oak rainbow camp midsummer 2013
Whiteleaved Oak is a hamlet in the English county of Herefordshire, lying in a valley at the southern end of the Malvern Hills between Raggedstone Hill and Chase End Hill where the counties of Herefordshire, Worcestershire and Gloucestershire meet.
Contents
Toponymy
In 1584 Henry Dingley, a verderer of Malvern Chase, wrote an account of a perambulation of the chase boundaries. Dingley noted that near the southernmost boundary of the chase grew "...a geate Oake caulled the white leved Oake [which] bereth white leaves."
In The forest and chace of Malvern, its ancient & present state: with notices of the most remarkable old trees remaining within its confines (1877) Edwin Lees wrote:
The "White-leaved Oak" valley between the Ragged-stone and Keysend-hills, keeps in its name the memory of an oak that existed there within memory, whose leaves being variegated with white blotches, caused it to be considered a curiosity and prodigy.
In cultural life
In The Ley Hunter's Companion (1979) Paul Devereux theorised that a 10-mile alignment he called the "Malvern Ley" passed through St Ann's Well, the Wyche Cutting, a section of the Shire Ditch, Midsummer Hill, Whiteleaved Oak, Redmarley D'Abitot and Pauntley.
In City of Revelation (1973) British author John Michell theorised that Whiteleaved Oak is the centre of a circular alignment he called the “Circle of Perpetual Choirs” and is equidistant from Glastonbury and Stonehenge. The theory was investigated by the British Society of Dowsers and used as background material by Phil Rickman in his novel The Remains of an Altar (2006).
In Tales From Whiteleaved Oak, Brian Haynes of Whiteleaved Oak has detailed local folklore, gossip and history which he has combined with developments in climate change. The book references the decagon theory of John Michell, and describes how John Gibson-Forty, a dowser, followed each of the 10 ley lines from their centre at Whiteleaved Oak that form the decagon
