Titre : |
Très futé ! |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Wolfgang Warsch, Auteur |
Editeur : |
Schmidt |
Langues : |
Français (fre) |
Catégories : |
Codes ESAR A 409 jeu mathématique (jeu de règles) Mots clés -:Compétences :Mathématiques ; -:Compétences :Nombre ; -:Mécanismes:Jeux de majorité ; -:Mécanismes:Placement
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
4 |
Age minimum : |
8 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
30 |
Principe du jeu : |
L'objectif est de lancer des dés de couleurs et d'en choisir certains pour remplir le plus judicieusement possible différentes zones de scores. A chacun de ses 3 lancés, le joueur actif choisit un dé d'une couleur dont il inscrit le résultat dans la zone de la couleur correspondante en respectant les consignes spécifiques. Les dés d'un résultat inférieur à celui choisi sont écartés et deviennent accessibles aux autres joueurs. |
Contenu : |
- 6 dés de couleurs - 4 marqueurs - feuilles de scores - la règle du jeu |
Très futé ! [objet à 3 dimensions, artefacts, ...] / Wolfgang Warsch, Auteur . - Schmidt, [s.d.]. Langues : Français ( fre)
Catégories : |
Codes ESAR A 409 jeu mathématique (jeu de règles) Mots clés -:Compétences :Mathématiques ; -:Compétences :Nombre ; -:Mécanismes:Jeux de majorité ; -:Mécanismes:Placement
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
4 |
Age minimum : |
8 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
30 |
Principe du jeu : |
L'objectif est de lancer des dés de couleurs et d'en choisir certains pour remplir le plus judicieusement possible différentes zones de scores. A chacun de ses 3 lancés, le joueur actif choisit un dé d'une couleur dont il inscrit le résultat dans la zone de la couleur correspondante en respectant les consignes spécifiques. Les dés d'un résultat inférieur à celui choisi sont écartés et deviennent accessibles aux autres joueurs. |
Contenu : |
- 6 dés de couleurs - 4 marqueurs - feuilles de scores - la règle du jeu |
| ![Très futé ! 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) 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