Organisation: LA ROUE BASECLOISE
195 participants
Distance / Nombre de participants
Route
- 20 km: 15
- 50 km: 32
- 65 km: 101
- 85 km: 47
? Clubs participants
Météo du jour
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)
Température minimale: 8°C
Température maximale: 12°C
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? L'Avenir
A LA DECOUVERTE DE DECORS INATTENDUS
On ne présente plus Luc Vansaingèle, joggeur actif sur les routes de ACRHO et cyclotouriste sur les randonnées et Picardes du Challenge....
![L avenir 4](/medias/images/l-avenir-4.jpg?fx=r_600_428)
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