Titre : |
Défis nature - Le grand jeu |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Editeur : |
Bioviva |
Langues : |
Français (fre) |
Catégories : |
A 408 jeu questionnaire (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
6 |
Age minimum : |
7 |
Durée moyenne (minutes) : |
60 |
Principe du jeu : |
Partez à la rencontre de l’extraordinaire richesse de la faune de notre planète : des animaux parfois répandus, parfois menacés mais toujours surprenants. Misez sur leurs points forts et défiez vos adversaires dans des batailles endiablées, où seuls les plus rapides et les plus malins remporteront la victoire ! Alors, prêts à relever le défi ? |
Contenu : |
- 1 plateau "rapidité" - 6 plateaux "continents" - 72 cartes + 5 cartes collectors brillantes - 1 dé "continents" - 1 dé "aléas" - Une soixantaine de cailloux "points de victoireé - 1 règle de jeu
|
Défis nature - Le grand jeu [objet à 3 dimensions, artefacts, ...] . - Bioviva, [s.d.]. Langues : Français ( fre)
Catégories : |
A 408 jeu questionnaire (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
6 |
Age minimum : |
7 |
Durée moyenne (minutes) : |
60 |
Principe du jeu : |
Partez à la rencontre de l’extraordinaire richesse de la faune de notre planète : des animaux parfois répandus, parfois menacés mais toujours surprenants. Misez sur leurs points forts et défiez vos adversaires dans des batailles endiablées, où seuls les plus rapides et les plus malins remporteront la victoire ! Alors, prêts à relever le défi ? |
Contenu : |
- 1 plateau "rapidité" - 6 plateaux "continents" - 72 cartes + 5 cartes collectors brillantes - 1 dé "continents" - 1 dé "aléas" - Une soixantaine de cailloux "points de victoireé - 1 règle de jeu
|
| ![Défis nature - Le grand jeu 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) 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