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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 :

Afficher le sujet de la discussion
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YEAH!:bravo:

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L'artiste entrouvre une fenêtre sur le réel; le "réaliste pragmatique" s'éclaire donc avec une vessie.

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????? :?!:

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Tant qu'il y aura des couilles en or, il y aura des lames en acier

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:oops:

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[ Dernière édition du message le 20/08/2017 à 01:52:54 ]

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Incrédule sur tout, sceptique sur le reste

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Un esprit sein dans un... cornichon ?

Le tout venant a été piraté par les mômes, on se risque sur le bizarre : https://soundcloud.com/gojats  

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

Incrédule sur tout, sceptique sur le reste