17/03/2019 - Semi-Marathon des Boucles de Seine

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 autre résultat sur Semi-Marathon avec le Semi-Marathon des Boucles de Seine (76) où Louis Gomis était en préparation pour le Marathon de Paris comme beaucoup de nos coureurs ce weekend. Il termine en 1h25'49, 85ème et 21ème M1M. Bravo !