Titre : |
Sherlock express |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Henri Kermarret, Auteur ; Bénédicte Ammar, Illustrateur |
Editeur : |
Blue orange |
Langues : |
Français (fre) |
Catégories : |
A 411 jeu d'énigme (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
6 |
Age minimum : |
7 |
Durée moyenne (minutes) : |
10 |
Principe du jeu : |
Recoupez tous les indices pour être le premier à identifier le coupable !
Aidez Sherlock à démasquer les coupables, utilisez les indices à bon escient : les suspects concernés par l’indice sont innocentés.
Ecartez rapidement les innocents par déduction pour trouver qui parmi les suspects est le complice de Moriarty, son ennemi juré !
Si aucun n’est coupable, capturez Moriarty lui-même.
Tout le monde est suspect... jusqu’à preuve du contraire ! |
Contenu : |
- 27 cartes Suspect - 36 cartes Alibi - 2 livrets de règles (FR/NL)
RESERVE: - 6 livrets de règles (IT/ES/EN/PT/DE/RU)
|
Sherlock express [objet à 3 dimensions, artefacts, ...] / Henri Kermarret, Auteur ; Bénédicte Ammar, Illustrateur . - Blue orange, [s.d.]. Langues : Français ( fre)
Catégories : |
A 411 jeu d'énigme (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
6 |
Age minimum : |
7 |
Durée moyenne (minutes) : |
10 |
Principe du jeu : |
Recoupez tous les indices pour être le premier à identifier le coupable !
Aidez Sherlock à démasquer les coupables, utilisez les indices à bon escient : les suspects concernés par l’indice sont innocentés.
Ecartez rapidement les innocents par déduction pour trouver qui parmi les suspects est le complice de Moriarty, son ennemi juré !
Si aucun n’est coupable, capturez Moriarty lui-même.
Tout le monde est suspect... jusqu’à preuve du contraire ! |
Contenu : |
- 27 cartes Suspect - 36 cartes Alibi - 2 livrets de règles (FR/NL)
RESERVE: - 6 livrets de règles (IT/ES/EN/PT/DE/RU)
|
| ![Sherlock express vignette](data:image/jpeg;base64,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) |