Dimanche 3 juin
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)
Ibos pas trop,
La montée du géant dans le col du Tourmalet ayant asséché quelque peu l'effectif: nous nous retrouvons 7 au départ. La mise en jambe se déroule le long de l'Adour jusqu'à Bours, très vite nous constatons que les orages journaliers ont rempli les ornières, la montée de la Montjoie est glissante, tout autant que la descente vers Pintac. Un bon observateur pourra deviner à la simple nature de la boue collée sur le cadre d'un vélo, d'où se situait la randonnée: glaise bien collante, lac de l'Arret Darré, terre ocre légèrement sablée: Les Puyolles, aujourd'hui c'est le noir des tourbières des environs du bois du commandeur et du plateau de Ger qui domine.
La colonne s’arrête un instant devant un morne menhir garde frontière entre Bigorre et Béarn, la côte jaune nous ramènera au pays. Un panneau nous indique "Ibos la plaine", nous y ferons un petit tour pour finalement intégrer "Ibos village" le temps de saluer la majestueuse cathédrale et nous mettons le cap sur Tarbes sans pouvoir nous débarrasser complètement d'un dernier panneau "Ibos le Pouey"
SM