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Seven Natural Wonders - Wikipedia, the free encyclopedia

Seven Natural Wonders

From Wikipedia, the free encyclopedia

Seven Natural Wonders is a television programme that aired on BBC Two from 3 May to 20 June 2005. The programme took a specific area of England each week and, from votes by the people living in that area, showed the 'seven natural wonders' of that area in a programme, although it is questionable how 'natural' some of the wonders were.

The programmes were:

Rank Area Date Presenter Seven wonders covered
1 South West May 3 Samantha Smith Dartmoor, Jurassic Coast, St Michael's Mount, Exmoor, Isles of Scilly, The Lizard, Newquay Coast
2 Yorkshire & Lincolnshire May 9 Paul Hudson Malham Cove, the Three Peaks, Flamborough Head, Hornsea Mere, The Wash, Thorne and Hatfield Moors, Spurn Head
3 London May 16 Bill Oddie Islands in the River Thames, the London Plane, City Gardens, Hampstead Heath, London Wetland Centre, Epping Forest, Chislehurst Caves.
4 The North May 23 Chris Jackson Lake District, River Wear, Whin Sill, Aysgarth Falls, River Tees, Holy Island, Morecambe Bay
5 The South May 30 Aubrey Manning The Needles, Lulworth Cove, Devil's Punch Bowl, The Ridgeway, Stokenchurch Gap, Finchampstead Ridges, Cuckmere Haven
6 The Midlands June 6 Dominic Heale Kinder Scout, Dovedale, Blue John Cavern, Creswell Crags, Sherwood Forest, Beacon Hill, Wenlock Edge
7 The West Country June 17 Amanda Parr Avebury, Symonds Yat, Cheddar Gorge, Bath Hot Springs, River Severn, Glastonbury Tor, Exmoor
8 South East June 22 Kaddy Lee-Preston White Cliffs of Dover, Seven Sisters, North Downs, Dungeness, Romney Marsh, Ecclesbourne Glen, Pegwell Bay

The series covered eight regions of England, as it originated as a 'local' television project.

There was also a series, looking at a similar selection of 'man-made' wonders for each of eleven regions of England.

[edit] External links

N.B.: The sites here are BBC website addresses. There appears to be some confusion, within the BBC website, since the production of the 'man-made' series, in that pages appear to overlap.



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