16/03/2019 - Trail de la Montcient

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Le Trail de la Montcient proposait ce samedi 3 distances pour sa deuxième édition : un 12km, un 24, et un 35 (support des Championnats des Yvelines de Trail 2019). Ainsi, notons la belle performance sur le 35km de Claire Fillette qui s'empare de la 3ème place en M1F, et qui devrait s'emparer de la 3ème place chez les Féminines sur le Championnat des Yvelines, et Vice-Championne M1F (en attente de validation officielle par le comité). Notons aussi, sous réserve de validation du comité, de la possible victoire en M1M de Benoît Rupprecht sur ces Championnats des Yvelines et sa 3ème place Toutes Catégories, 16ème au général de ce Trail. Sur le 12km, notons le podium de Michèle Corniquet, 2ème M3F. Bravo à tous !