Titre : |
Dungeons, Dice & Danger |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Richard Garfield, Auteur ; Cam Kendall, Illustrateur |
Editeur : |
Attenschwiller : Ravensburger |
Catégories : |
A 406 jeu de stratégie (jeu de règles)
|
Tags : |
roll and write |
Nombre minimum de joueurs : |
1 |
Nombre maximum de joueurs : |
4 |
Age minimum : |
12 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
45 |
Principe du jeu : |
Dungeons, Dice, & Danger est un roll and write dans lequel vous devrez explorer des donjons , en quête de trésors, mais gare aux monstres ! |
Contenu : |
- 2 blocs de d'aventure - 5 dés - 4 crayons à papier - 1 règles du jeu FR
RESERVE: - 4 règles du jeu (IT, ES, EN et DE)
|
En ligne : |
https://www.ravensburger.fr/produits/jeux-de-soci%C3%A9t%C3%A9/jeux-adultes/dung [...] |
| ![Dungeons, Dice & Danger 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) 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