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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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:-D

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"8 milliards de malades mentaux, naufragés sur le même radeau" - LOFO'

 

 

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Incrédule sur tout, sceptique sur le reste

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Incrédule sur tout, sceptique sur le reste

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Spoiler - Cliquer ici pour lire la suite

Incrédule sur tout, sceptique sur le reste

[ Dernière édition du message le 24/10/2016 à 07:12:08 ]

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:?!: :noidea:
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Incrédule sur tout, sceptique sur le reste