Dimanche 1° juillet
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)
Le pic du Jer,
Sur le petit parking d'Adé qui sert aussi de marché ouvert nous sommes six à avoir choisi ce lieu comme camp de base pour un raid sur le pic du Jer. En clignant des yeux sous un soleil déjà prometteur nous apercevons son sommet bien lointain.
Rien ne vaut quelques bosses vers Lézignan pour remettre en marche la mécanique quelque peu émoussée de ceux qui la veille s'étaient aventurés sur le col du Soulor. A partir d'Arcizac ez Angles la liaison vers le pied du pic se fait sur une mono-trace bien sympathique mais qui ne manque pas de piquant, ronces et orties nous saluent bien, c'est à partir du rocher de la vierge que l'escalade commence, d'abord brutale par son pourcentage et la nature du sol, quelques trois cents mètres plus haut la pente est plus régulière et chacun peut prendre sa vitesse de croisière. La difficulté se présente par six kilomètres d’ascension sèche pour atteindre une altitude dépassant 900 m, les derniers kilomètres sont à peine franchissables, il nous faut rouler sur un tapis de pierres fuyant sous nos pneus, le terminus est apprécié la bière fraîche et le point de vue aussi. Dans la descente on se risque sur la piste bleu, notre matériel et notre pilotage nous incitent bien vite à reprendre la piste pépère pour être sûr d'apprécier les dernières gouttes d'un liquide ambré prudemment stocké dans une glacière.
SM