Titre : |
Fabulosa Fructus |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Friedemann Friese, Auteur |
Editeur : |
Saint-Jean : Edge Entertainment |
Langues : |
Français (fre) |
Catégories : |
A 401 jeu d'association (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
5 |
Age minimum : |
8 |
Durée moyenne (minutes) : |
25 |
Principe du jeu : |
Il était une fois une forêt merveilleuse qui regorgeait de fruits somptueux dont les jus pouvaient être mélangés afin d'obtenir de délicieux cocktails. A la recherche des fruits les plus savoureux, de sympathiques habitants de la forêt vous aideront dans cette quête en vous en donnant ou vous en échangeant. Gourmand et assoiffé, serez-vous le premier à obtenir vos jus Fabulosa? |
Contenu : |
- 240 cartes Territoire (4 de chacune des cartes de 1 à 58, 8 cartes 59) - 6 animaux en bois - 6 pions Animal en carton - 5 pions Fruit - 1 pion Voleur en bois - 60 cartes Fruit (12 de chaque variété) - 10 cartes Mélange de fruits - 3 pions Double tour - 1 glossaire - 1 règle |
Fabulosa Fructus [objet à 3 dimensions, artefacts, ...] / Friedemann Friese, Auteur . - Saint-Jean : Edge Entertainment, [s.d.]. Langues : Français ( fre)
Catégories : |
A 401 jeu d'association (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
5 |
Age minimum : |
8 |
Durée moyenne (minutes) : |
25 |
Principe du jeu : |
Il était une fois une forêt merveilleuse qui regorgeait de fruits somptueux dont les jus pouvaient être mélangés afin d'obtenir de délicieux cocktails. A la recherche des fruits les plus savoureux, de sympathiques habitants de la forêt vous aideront dans cette quête en vous en donnant ou vous en échangeant. Gourmand et assoiffé, serez-vous le premier à obtenir vos jus Fabulosa? |
Contenu : |
- 240 cartes Territoire (4 de chacune des cartes de 1 à 58, 8 cartes 59) - 6 animaux en bois - 6 pions Animal en carton - 5 pions Fruit - 1 pion Voleur en bois - 60 cartes Fruit (12 de chaque variété) - 10 cartes Mélange de fruits - 3 pions Double tour - 1 glossaire - 1 règle |
| ![Fabulosa Fructus 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) 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