Se connecter
Se connecter

ou
Créer un compte

ou
Agrandir
Le Pub
le Pub fun

Sujet J'apprends à compter avec audiofanzine

  • 17 203 réponses
  • 358 participants
  • 339 172 vues
  • 211 followers
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
12831

Incrédule sur tout, sceptique sur le reste

12832
12833

Eternal NOOB !! Why not

MUSIC is Drug. Drug of LIFE !

tapé,Tapé, TAPEEEEE !!!!

12834
12835
12836
12837
12838
data:image/jpeg;base64,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
12839
12840