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J'apprends à compter avec audiofanzine

  • 17 341 réponses
  • 358 participants
  • 352 717 vues
  • 211 followers
Sujet de la discussion J'apprends à compter avec audiofanzine
Dans la série "jusqu'ou peut on pousser la débilité", je propose un jeu instructif et ludique (forcément pour un jeu...).

le but est de compter aussi loin que possible, avec la contraine de trouver une illustration à chaque pas.

exemple :

Afficher le sujet de la discussion
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"L'Homme est la nature prenant conscience d'elle même." - Elisée Reclus

11612

 "Les gens d'en bas qu'il faut respecter". M. Barnier

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Incrédule sur tout, sceptique sur le reste

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