Très simple, d’un coût quasi nul, cette invention permet dés lors de prendre part à des activités ludiques avec d’autres personnes
Pour qui ?
Pour toute personne ayant une utilisation restreinte des membres supérieurs.
1. Matériaux :![lance-dés 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)
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)
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Un pot de yaourt
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Un bout de laine
2.
Réalisation :