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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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
11563
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Avant j'étais indécis, maintenant je n'en suis plus très sur...

Ken Smith Addict

 

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