Titre : |
Mafia de Cuba |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Philippe Des Pallières, Auteur ; Loïc Lamy, Auteur ; Tom Vuarchex |
Editeur : |
Lui-Même |
Catégories : |
A 407 Jeu de règles simples; Jeu de stratégie élémentaire
|
Mots-clés : |
jeux à partir de 10 ans |
Nombre minimum de joueurs : |
6 |
Nombre maximum de joueurs : |
12 |
Age minimum : |
10 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
15 |
Principe du jeu : |
La Havane, 29 décembre 1955. A la fin du repas offert à ses « fidèles » hommes de main, Don Alessandro évoque les « affaires » en cours quand retentit le téléphone de l’arrière salle du restaurant. Le parrain est convoqué au bureau du président Batista. Il confie sa précieuse boîte à cigares à ses sbires. Il faut dire que celle-ci possède un double fond, sous un premier rang de cigares se trouve une cachette remplie de diamants ! Chaque joueur va prendre cette boîte, l’ouvrir et choisir de : trahir et voler quelques diamants, rester un fidèle et « honnête » mafioso, être un chauffeur, un tueur ou même un agent infiltré de la CIA (en s'emparant du jeton correspondant).Le soir venu, le Parrain récupère sa boîte qui est passée de main en main. Il s’étouffe de rage et enquête sur la disparition des diamants. Il doit retrouver son trésor sans manquer de punir les coupables en leur offrant des chaussures en ciment avant de les jeter dans la baie. Après des débats houleux et des déductions périlleuses, le Parrain retrouvera-t-il tous ses diamants avec l’aide de ses fidèles ?Perdra-t-il son honneur en accusant à tort ?Le plus rusé des voleurs l’emportera-t-il ?Ou est ce la CIA qui enverra tous ces malfrats sous les verrous ? |
Contenu : |
10 jetons/ 2 bouteilles de rhum/ 15 diamants/ 1 sac/ 1 règle de jeu |
En ligne : |
https://www.trictrac.net/jeu-de-societe/mafia-de-cuba |
Permalink : |
https://ludos.brussels/ludo-watermael-boitsfort/opac_css/index.php?lvl=notice_di |
Mafia de Cuba [objet à 3 dimensions, artefacts, ...] / Philippe Des Pallières, Auteur ; Loïc Lamy, Auteur ; Tom Vuarchex . - Lui-Même, [s.d.].
Catégories : |
A 407 Jeu de règles simples; Jeu de stratégie élémentaire
|
Mots-clés : |
jeux à partir de 10 ans |
Nombre minimum de joueurs : |
6 |
Nombre maximum de joueurs : |
12 |
Age minimum : |
10 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
15 |
Principe du jeu : |
La Havane, 29 décembre 1955. A la fin du repas offert à ses « fidèles » hommes de main, Don Alessandro évoque les « affaires » en cours quand retentit le téléphone de l’arrière salle du restaurant. Le parrain est convoqué au bureau du président Batista. Il confie sa précieuse boîte à cigares à ses sbires. Il faut dire que celle-ci possède un double fond, sous un premier rang de cigares se trouve une cachette remplie de diamants ! Chaque joueur va prendre cette boîte, l’ouvrir et choisir de : trahir et voler quelques diamants, rester un fidèle et « honnête » mafioso, être un chauffeur, un tueur ou même un agent infiltré de la CIA (en s'emparant du jeton correspondant).Le soir venu, le Parrain récupère sa boîte qui est passée de main en main. Il s’étouffe de rage et enquête sur la disparition des diamants. Il doit retrouver son trésor sans manquer de punir les coupables en leur offrant des chaussures en ciment avant de les jeter dans la baie. Après des débats houleux et des déductions périlleuses, le Parrain retrouvera-t-il tous ses diamants avec l’aide de ses fidèles ?Perdra-t-il son honneur en accusant à tort ?Le plus rusé des voleurs l’emportera-t-il ?Ou est ce la CIA qui enverra tous ces malfrats sous les verrous ? |
Contenu : |
10 jetons/ 2 bouteilles de rhum/ 15 diamants/ 1 sac/ 1 règle de jeu |
En ligne : |
https://www.trictrac.net/jeu-de-societe/mafia-de-cuba |
Permalink : |
https://ludos.brussels/ludo-watermael-boitsfort/opac_css/index.php?lvl=notice_di |
| ![Mafia de Cuba 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) 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