Titre : |
Pigolino |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Virginia Charves, Auteur |
Editeur : |
Piatnik |
Langues : |
Français (fre) |
Catégories : |
A 407 jeu de hasard (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
4 |
Age minimum : |
3 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
20 |
Principe du jeu : |
Un premier jeu de hasard et de suspense avec 3 gros dés pour apprendre aux enfants à prendre et à rendre selon une règle.
But du jeu :
Les joueurs doivent rassembler 4 petits cochons de chaque couleur.
Qui réunira ses petits cochons en premier ? Attention le grand méchant loup rode... |
Contenu : |
-3 gros dés -16 cochons roses -16 cochons bleus -16 cochons jaunes -1 feuille d’autocollants à apposer sur les dés -1 règle du jeu |
Pigolino [objet à 3 dimensions, artefacts, ...] / Virginia Charves, Auteur . - Piatnik, [s.d.]. Langues : Français ( fre)
Catégories : |
A 407 jeu de hasard (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
4 |
Age minimum : |
3 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
20 |
Principe du jeu : |
Un premier jeu de hasard et de suspense avec 3 gros dés pour apprendre aux enfants à prendre et à rendre selon une règle.
But du jeu :
Les joueurs doivent rassembler 4 petits cochons de chaque couleur.
Qui réunira ses petits cochons en premier ? Attention le grand méchant loup rode... |
Contenu : |
-3 gros dés -16 cochons roses -16 cochons bleus -16 cochons jaunes -1 feuille d’autocollants à apposer sur les dés -1 règle du jeu |
| ![Pigolino 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) 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