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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
12841

Incrédule sur tout, sceptique sur le reste

12842
12843
12844
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12846

Eternal NOOB !! Why not

MUSIC is Drug. Drug of LIFE !

tapé,Tapé, TAPEEEEE !!!!

12847
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12849

Incrédule sur tout, sceptique sur le reste

12850
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