Titre : |
Zoo Run |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Florian Sirieix, Auteur ; Davide Tosello, Illustrateur |
Editeur : |
Heillecourt : Loki |
Langues : |
Français (fre) |
Catégories : |
A 401 jeu d'association (jeu de règles)
|
Tags : |
NDLS |
Nombre minimum de joueurs : |
1 |
Nombre maximum de joueurs : |
5 |
Age minimum : |
4 |
Durée moyenne (minutes) : |
10 |
Principe du jeu : |
Positionnez vos cartes pour recréer des animaux et les faire s'échapper du zoo ou gagner la course de l'année! Deux jeux en un! |
Contenu : |
- 1 plateau double face - 30 cartes - 50 jetons Animal - 1 pion Gardien - 5 pions Animal - 10 jetons Chemin - 1 règle de jeu |
Zoo Run [objet à 3 dimensions, artefacts, ...] / Florian Sirieix, Auteur ; Davide Tosello, Illustrateur . - Heillecourt : Loki, [s.d.]. Langues : Français ( fre)
Catégories : |
A 401 jeu d'association (jeu de règles)
|
Tags : |
NDLS |
Nombre minimum de joueurs : |
1 |
Nombre maximum de joueurs : |
5 |
Age minimum : |
4 |
Durée moyenne (minutes) : |
10 |
Principe du jeu : |
Positionnez vos cartes pour recréer des animaux et les faire s'échapper du zoo ou gagner la course de l'année! Deux jeux en un! |
Contenu : |
- 1 plateau double face - 30 cartes - 50 jetons Animal - 1 pion Gardien - 5 pions Animal - 10 jetons Chemin - 1 règle de jeu |
| ![Zoo Run 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) 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