Titre : |
Monopoly junior : mon premier monopoly |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Editeur : |
Hasbro |
Langues : |
Français (fre) |
Catégories : |
A 406 jeu de stratégie (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
6 |
Age minimum : |
5 |
Principe du jeu : |
Déplacez-vous sur le plateau, achetez des emplacements sur lesquelles vous vous arrêtez, recevez de l'argent et piochez des cartes chances ! Lorsqu'un joueur n'a plus d'argent, les autres doivent compter leurs billets. Le joueur qui a le plus d'argent a gagné ! |
Contenu : |
1 plateau 1 dé 4 pions junior (canard, chien, pingouin et dinosaure) 20 cartes chance 48 jetons vendu (12/personnage) 90 billets de banque Monoply |
Monopoly junior : mon premier monopoly [objet à 3 dimensions, artefacts, ...] . - Hasbro, [s.d.]. Langues : Français ( fre)
Catégories : |
A 406 jeu de stratégie (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
6 |
Age minimum : |
5 |
Principe du jeu : |
Déplacez-vous sur le plateau, achetez des emplacements sur lesquelles vous vous arrêtez, recevez de l'argent et piochez des cartes chances ! Lorsqu'un joueur n'a plus d'argent, les autres doivent compter leurs billets. Le joueur qui a le plus d'argent a gagné ! |
Contenu : |
1 plateau 1 dé 4 pions junior (canard, chien, pingouin et dinosaure) 20 cartes chance 48 jetons vendu (12/personnage) 90 billets de banque Monoply |
| ![Monopoly junior : mon premier monopoly 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) 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