Upright spin
figure skating element

The upright spin is one of the three basic figure skating spin positions. The International Skating Union (ISU), the governing body of figure skating, defines an upright spin as a spin with "any position with the skating leg extended or slightly bent which is not a camel position". It was invented by British figure skater Cecilia Colledge. Variations of the upright spin include the layback spin, the Biellmann spin, the full layback, the split, the back upright spin, the forward upright spin, the scratchspin, and the sideways leaning spin.
Description
The International Skating Union (ISU), the governing body of figure skating, defines an upright spin as a spin with "any position with the skating leg extended or slightly bent which is not a camel position". British figure skater Cecilia Colledge was "responsible for the invention" of the spin and the first to execute it. Colledge's coach, Jacques Gerschwiler, who was a former gymnastics teacher and, according to Colledge "very progressive in his ideas", got the idea for the upright spin while watching one of Colledge's trainers, a former circus performer turned acrobatics instructor, train Colledge to perform backbends "by means of a rope tied around her waist". The upright spin has long been associated with women's skating, but men have also performed it. Skaters include it in their programs because it increases its technical content and fulfills choreographic needs.
A variation of the upright spin is the layback spin, executed by holding the free leg in a back attitude position and arching the head and upper body backward so that the skater faces up towards the sky, ceiling, or further.
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This entry incorporates text from “Upright spin” on English Wikipedia. Contributors are listed in the page history. Text is available under the Creative Commons Attribution-ShareAlike 4.0 License. Selected authority identifiers and statements are retrieved from Wikidata under CC0; their references and qualifiers remain part of the verification path.