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Sujet J'apprends à compter avec audiofanzine

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1 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 premier post
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Cessna 560

Incrédule sur tout, sceptique sur le reste

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Un mignon petit Aeronca Collegian.

Pas beaucoup d’avions dans ces chiffres
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Citation de Xavier :
Pas beaucoup d’avions dans ces chiffres


Un Dornier 328, mais c'est tout...
usafspecopscom-L.jpg


Spoiler - Cliquer ici pour lire la suite

Incrédule sur tout, sceptique sur le reste

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Bonanza :aime: