LA TOMATE CONTRE LA DYSTONIE
Cette épreuve caritative se déroulera du 05 au 08 mai 2016
Sur un parcours de Montlhéry à Marmande
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)
Les cyclos du CCM47 et toutes autres personnes peuvent se joindre à nous pour aller à leur rencontre, le rendez-vous est fixé à Marmande avec un point de rencontre à DURAS.
Ci-dessous les points de passage de la dernière étape qui partira de Bergerac et s’achèvera à Marmande au Lycée de Val de Garonne.
Duras 09H49
Montségur 11h16
La Réole 11h43
Meilhan/Garonne 12h17 (pause repas de deux heures)
Le Mas d’Agenais 15h10
Fauillet 15h29
Gontaud Nogaret 15h38 (halte sous la halle place de la Mairie, collation)
Marmande 16h34 (arrivée au Lycée Val de Garonne)
Les Cyclos partiront de Marmande à 08h45 pour rejoindre tous les participants à Duras. Si certains sont intéressés pour déjeuner à Meilhan, prendre contact avec Jacques Lafuge pour réserver. (Mail : jacques.lafuge@wanadoo.fr)
Régine POVEDA notre députée souhaite une forte participation du CCM47.