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Sujet J'apprends à compter avec audiofanzine

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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 :

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L'esprit c'est comme un parachute: Il marche mieux quand il est ouvert.

J'ai enregistré un peu de tout et n'importe quoi

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Incrédule sur tout, sceptique sur le reste

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