04/03/2017 - Foulées Saint-Gilloises

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Dans le cadre des Foulées Saint-Gilloises, en Bretagne (35), David Chege participait au Semi-Marathon qu'il termine à la deuxième à quelques secondes de la barre des 1H10 dans le très bon chrono de 01h10'04'' - 2ème SEM. Bravo David !