Titre : |
Fjords |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Franz-Benno Delonge, Auteur ; Beth Sobel, Illustrateur |
Editeur : |
NSW [Australie] : Grail Games |
Autre Editeur : |
Matagot |
Langues : |
Français (fre) |
Catégories : |
A 406 jeu de stratégie (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
4 |
Age minimum : |
8 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
45 |
Principe du jeu : |
Fjords est un jeu de pose de tuiles qui se déroule en deux phases.
Composez la carte lors de la première phase de jeu. Chaque tuile viendra créer un paysage unique à chaque partie qui se retrouvera très vite ponctuée de Longhouses vikings, nécessaire à l’extension de votre territoire.
La deuxième phase de jeu invite les joueurs à propager leurs vikings à partir des bâtisses posées précédemment. Les runes secrètes peuvent alors intervenir et modifier placements et points. Chaque tuile rapporte des points et le joueur qui en a le plus, une fois le placement des vikings terminé, remporte la partie ! |
Contenu : |
- 67 Tuiles Payqage - 80 Meeples Vikings en bois (4 couleurs ) - 16 Maisons longues en bois et en 4 couleurs - 22 Runes en carton - 4 Aides de jeu - 1 sac - 1 Livre de Règles |
Fjords [objet à 3 dimensions, artefacts, ...] / Franz-Benno Delonge, Auteur ; Beth Sobel, Illustrateur . - NSW [Australie] : Grail Games : Matagot, [s.d.]. Langues : Français ( fre)
Catégories : |
A 406 jeu de stratégie (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
4 |
Age minimum : |
8 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
45 |
Principe du jeu : |
Fjords est un jeu de pose de tuiles qui se déroule en deux phases.
Composez la carte lors de la première phase de jeu. Chaque tuile viendra créer un paysage unique à chaque partie qui se retrouvera très vite ponctuée de Longhouses vikings, nécessaire à l’extension de votre territoire.
La deuxième phase de jeu invite les joueurs à propager leurs vikings à partir des bâtisses posées précédemment. Les runes secrètes peuvent alors intervenir et modifier placements et points. Chaque tuile rapporte des points et le joueur qui en a le plus, une fois le placement des vikings terminé, remporte la partie ! |
Contenu : |
- 67 Tuiles Payqage - 80 Meeples Vikings en bois (4 couleurs ) - 16 Maisons longues en bois et en 4 couleurs - 22 Runes en carton - 4 Aides de jeu - 1 sac - 1 Livre de Règles |
| ![Fjords 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) 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