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J'apprends à compter avec audiofanzine

  • 17 341 réponses
  • 358 participants
  • 352 754 vues
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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