Titre : |
Q-System - Sherlock : La tombe de l'archéologue |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Joseph Izquierdo, Auteur ; Marti Lucas, Auteur |
Editeur : |
Geek Attitude Games |
Langues : |
Français (fre) |
Catégories : |
A 411 jeu d'énigme (jeu de règles)
|
Nombre minimum de joueurs : |
1 |
Nombre maximum de joueurs : |
8 |
Age minimum : |
8 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
60 |
Principe du jeu : |
Chaque jeu "Q System" se compose de 32 cartes. Chaque carte présente un indice. Chaque indice peut répondre aux besoins de l'enquête... ou pas. Seuls le bon sens, l'esprit de déduction et le recoupement d'informations vous permettront de trouver les réponses : qui est le coupable ? quel est le mobile? quelle est l'arme du crime,... ? |
Contenu : |
- 32 cartes - 1 règle - 1 carte QR code |
Q-System - Sherlock : La tombe de l'archéologue [objet à 3 dimensions, artefacts, ...] / Joseph Izquierdo, Auteur ; Marti Lucas, Auteur . - Geek Attitude Games, [s.d.]. Langues : Français ( fre)
Catégories : |
A 411 jeu d'énigme (jeu de règles)
|
Nombre minimum de joueurs : |
1 |
Nombre maximum de joueurs : |
8 |
Age minimum : |
8 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
60 |
Principe du jeu : |
Chaque jeu "Q System" se compose de 32 cartes. Chaque carte présente un indice. Chaque indice peut répondre aux besoins de l'enquête... ou pas. Seuls le bon sens, l'esprit de déduction et le recoupement d'informations vous permettront de trouver les réponses : qui est le coupable ? quel est le mobile? quelle est l'arme du crime,... ? |
Contenu : |
- 32 cartes - 1 règle - 1 carte QR code |
| ![Q-System - Sherlock : La tombe de l'archéologue 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) 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