Titre : |
Ricochet |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Cyril Blondel, Auteur ; Mathieu CLAUSS, Illustrateur |
Editeur : |
Flip flap |
Catégories : |
A 410 jeu de langage et d'expression (jeu de règles)
|
Nombre minimum de joueurs : |
1 |
Age minimum : |
14 |
Durée moyenne (minutes) : |
15 |
Principe du jeu : |
Ce jeu coopératif est basé sur les associations de mots. Deux mots servent de point de départ et permettent de trouver 2 mots apparentés se trouvant sur une même ligne ou une même colonne de la planche de jeu. Ensuite il suffira de ricocher, c'est à dire partir de ces 2 nouveaux mots pour en trouver 2 autres. Au fur et à mesure des ricochets, les mots trouvés seront cachés sous des galets jusqu'à ce qu'il n'en reste plus que 3. Il restera alors à les assembler dans le bon ordre pour résoudre l’énigme figurant sur la planche de jeu. |
Contenu : |
- 15 planches de jeu R/V (30 égnimes de 25 mots) - 22 galets - la règle de jeu
|
Ricochet [objet à 3 dimensions, artefacts, ...] / Cyril Blondel, Auteur ; Mathieu CLAUSS, Illustrateur . - Flip flap, [s.d.].
Catégories : |
A 410 jeu de langage et d'expression (jeu de règles)
|
Nombre minimum de joueurs : |
1 |
Age minimum : |
14 |
Durée moyenne (minutes) : |
15 |
Principe du jeu : |
Ce jeu coopératif est basé sur les associations de mots. Deux mots servent de point de départ et permettent de trouver 2 mots apparentés se trouvant sur une même ligne ou une même colonne de la planche de jeu. Ensuite il suffira de ricocher, c'est à dire partir de ces 2 nouveaux mots pour en trouver 2 autres. Au fur et à mesure des ricochets, les mots trouvés seront cachés sous des galets jusqu'à ce qu'il n'en reste plus que 3. Il restera alors à les assembler dans le bon ordre pour résoudre l’énigme figurant sur la planche de jeu. |
Contenu : |
- 15 planches de jeu R/V (30 égnimes de 25 mots) - 22 galets - la règle de jeu
|
| ![Ricochet 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) 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