DICOSTARS - choisissez une lettre puis sur cliquez sur le nom pour lire sa fiche, sur le drapeau pour entendre l'hymne

Homme Femme

A - B - C - D - E - F - G - H - I - J - K - L - M - N - O - P - Q - R - S - T - U - V - W - X - Y - Z
Felix Allyson (18-11-85) USA.

data:image/jpeg;base64,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

Petite par la taille (1m60), elle est l'une des plus grandes stars mondiales du sprint. Entre 2005 et 2022, elle a remporté 11 médailles olympiques (7 d'or dont une seule en épreuve individuelle ainsi que trois médailles d'argent en une de bronze toutes en individuel) et 20 médailles mondiales (record hommes et femmes confondus) dont 14 d'or (dépassant la légende Usain Bolt avec ses 11 titres). Elle est à la fois l'athlète la plus titrée (avec 6 médailles d'or) et l'athlète la plus médaillée (avec 11 médailles dépassant  Merlene Ottey ) de l'histoire des Jeux Olympiques. Pour sa dernière apparition aux JO de Tokyo en 2021, elle a remporté ses 10e et 11e médailles, ce qui fait d'elle la sportive la plus médaillée de l'histoire olympique de l'athlétisme dépassant une autre légende américaine, Carl Lewis et ses dix médailles, après avoir gagné le bronze sur le 400 m et l'or avec le relais 4x400 m.

Championne olympique du 200 m en 2012, du relais 4 x 100 m en 2012 et 2016, et du relais 4 x 400 m en 2008, 2012, 2016 et 2021 (2eme du 200 en 2004 à seulement dix-huit ans en établissant un record du monde junior en 22"18, et en 2008 ; 2eme du 400 m en 2016, 3eme en 2021 à 35 ans). Elle est également l'athlète la plus titrée des championnats du monde, hommes et femmes confondus, avec 14 titres (20 médailles) dont trois obtenus en 2007. Trois fois championne du monde du 200 m : en 2005 (plus jeune championne du monde sur cette distance), 2007 et 2009. Elle fait désormais partie du club des cinq femmes avec trois titres planétaires consécutifs à titre individuel dans une même discipline (avec Carolina Klüft à l'heptathlon, Olga Kaniskina sur 20 km marche,  Astrid Kumbernuss et Valerie Adams au poids). Championne du monde du 400 m en 2015, avec les relais 4 x 100 m en 2007, 2011 et 2017, 4 x 400 m en 2007, 2009, 2011, 2017, 2019 et 2022 (absente de la finale en 2019 et 2022) et 4 x 400 m mixte en 2019 (2eme du 400 m et 3eme du 200 m en 2011 ; 2eme du 4 x 100 m en 2015 ; 3eme du 400 m en 2017 et du 4 x 400 m mixte en 2022). Championne du monde en salle avec le relais 4 x 400 m en 2010. Elle est avec l'allemande Marita Koch , la seule athlète de l'histoire à avoir remporté trois médailles d'or lors d'un seul championnat du monde (200m, 4 x 100 et 4 x 400 en 2007). Championne du monde du 100 m chez les cadettes en 2001 (en 11s57). Elle a été élue athlète féminine de l'année en 2012 par l'IAAF. Ses meilleurs temps sur : 7"10 sur 60 m en 2012, 10"89 sur 100 m en 2012, 21"69 sur 200 m en 2012 et 49"26 sur 400 m en 2015.

L'une des plus grandes athlètes de l'histoire en athlétisme, elle a fait ses adieux à la compétition aux championnats du monde de 2022 avec une ultime médaille de bronze (sa 19eme mondiale) avec le relais 4 x 400 m mixte à 36 ans après avoir figuré plus de 20 ans au sommet.

 

data:image/jpeg;base64,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

Copyright Sportquick/Promedi


Palmarès : liste des principaux résultats de Allyson Felix

Photos : Toutes les photos de Allyson Felix

  Ecrivez un article sur ce sujet (0)