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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
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Incrédule sur tout, sceptique sur le reste

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A Don Buchla addict with a new dimension from my Easel

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

PK crew( à l'abandon) / Mixcloud / 3'ks

En vrai t'es Eddie Barclay avoue :oops2:

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General Dynamics WB-57F Canberra

wb-57-aircraft-lovely-martin-wb-57f-canberra-updated-for-fsx-of-wb-57-aircraft.jpg

Avion de reconnaissance à haute altitude des années 60, utilisé aussi pour récupérer des échantillons atmosphériques à haute altitude (15000 m)

version maquette
Bz2NPz.jpg

Incrédule sur tout, sceptique sur le reste

[ Dernière édition du message le 29/07/2019 à 07:37:10 ]

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A Don Buchla addict with a new dimension from my Easel

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EDIT: désolé Dana :facepalm::facepalm:

m101.jpg

Vesijetti-Yamaha-bd04632cf59ab35f-medium.jpg

[ Dernière édition du message le 30/07/2019 à 00:28:13 ]

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:non::non::non:
quinine, je crois que tu fais de la dyscalculie ;)

Spoiler - Cliquer ici pour lire la suite

Incrédule sur tout, sceptique sur le reste

[ Dernière édition du message le 29/07/2019 à 20:26:31 ]