Dimanche 13 décembre 2020
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)
Mythes et Contes
Il n’aura fallu que quelques jours à Jupiter pour déverser sur la Bigorre l’équivalent d’un mois de pluie, mais Sol Indiges le roi du soleil ne s’est pas laissé intimider et de ses rais a réchauffé le sol. Alors, Alice s’est lancée dans un monde merveilleux, non pas à remonter le temps, mais à remémorer les souvenirs, elle cheminera avec Peter Pan qui ne veut pas grandir.
Ensemble ils pédaleront jusqu’à la tour d’OLEAC, comme endormie, pour cheminer vers les coteaux de DOURS imbibés d’eau. Il a fallu être adroit. Les chasseurs, promeneurs, joggeurs étaient présents aussi.
Au retour ils n’auront aucun regard sur la maison de retraite d’Orleix, il n’est pas encore l’heure, ils ne sont pas en retard, mais il faut bien rentrer.
DM