- Kearton
Kearton is a hamlet in the
Yorkshire Dales ,North Yorkshire ,England , nearLow Row andReeth .
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Kearton
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Kearton — This interesting surname is of English locational origin from one of the many places named Kirton, eg. in Lincolnshire, Nottinghamshire, Suffolk, etc., recorded respectively in the Domesday Book of 1086 as Chirchetune, Circeton and Kirketuna. The … Surnames reference
Frank Kearton, Baron Kearton — The Right Honourable The Lord Kearton DCL LLD DSc DUniv Kt OBE FRS FRSA Personal details Born 17 February 1911 Died 2 July 1992 Nationality … Wikipedia
Cherry Kearton — Richard and Cherry Kearton, 1890s Cherry Kearton (1871–1940) was born in the small Yorkshire Dales (Swaledale) village of Thwaite, North Riding of Yorkshire, England, and was one of the world s earliest wildlife photographers and writers. He… … Wikipedia
Jason Kearton — Football player infobox playername = Jason Kearton fullname = Jason Kearton nickname = dateofbirth = birth date and age|1969|7|9 cityofbirth = Ipswich countryofbirth = Australia height = 5 11 currentclub = position = Goalkeeper (retired)… … Wikipedia
Roosevelt in Africa — Infobox Film name = Roosevelt in Africa image size = caption = director = Cherry Kearton producer = writer = narrator = starring = Theodore Roosevelt music = cinematography = editing = distributor = released = 1910 runtime = country = USA… … Wikipedia
Das Mirakel (1912 film) — Das Mirakel Directed by Max Reinhardt Cherry Kearton Produced by Max Reinhardt … Wikipedia
A Primitive Man's Career to Civilization — Infobox Film name = A Primitive Man s Career to Civilization image size = caption = director = Cherry Kearton producer = writer = Cherry Kearton narrator = starring = music = cinematography = editing = distributor = WTC released = 1912 runtime =… … Wikipedia
Brigade (UK band) — Infobox musical artist Name = Brigade Img capt = Background = group or band Origin = flagicon|England London, England Genre = Rock Post hardcore Years active = 2003 ndash;Present Label = Mighty Atom, Caned Able Associated acts = Dorp URL =… … Wikipedia
Signature of a knot — The signature of a knot is a topological invariant in knot theory. It may be computed from the Seifert surface.Given a knot K in the 3 sphere, it has a Seifert surface S whose boundary is K . The Seifert form of S is the pairing phi : H 1(S) imes … Wikipedia
Clayton Ince — Personal information Full name Clayton Ince … Wikipedia
