Titre : |
Le lièvre et la tortue |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
David Parlett, Auteur |
Editeur : |
Attenschwiller : Ravensburger |
Langues : |
Français (fre) |
Catégories : |
A 403 jeu de circuit et parcours (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
6 |
Age minimum : |
8 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
60 |
Principe du jeu : |
Pour gagner, il ne faut pas forcément être en tête de la course. Des gains importants sont d'ailleurs réservés aux joueurs se trouvant en fin de peloton.
Le jeu n'est régi par aucun hasard... sauf si un joueur décide d'aller sur une case lapin qui lui permettra de tirer une carte chance.
On avance en dépensant des carottes. Plus l'avancée est rapide plus la dépense est importante. Pour avancer de N cases, il faut en effet dépenser Nx(N+1)/2 carottes, par exemple 1 carotte pour une case, 15 carottes pour 5 cases, 55 carottes pour 10 cases, etc.
Les carottes sont en nombre insuffisant. Il faut en gagner en route, soit en reculant, soit en prévoyant sa place dans la course. |
Contenu : |
- 90 cartes "carottes" - 18 cartes "salade" - 12 cartes "lièvre" - 6 tablettes de course - 6 pions de couleur - 1 plateau de jeu - 1 règle de jeu
|
Le lièvre et la tortue [objet à 3 dimensions, artefacts, ...] / David Parlett, Auteur . - Attenschwiller : Ravensburger, [s.d.]. Langues : Français ( fre)
Catégories : |
A 403 jeu de circuit et parcours (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
6 |
Age minimum : |
8 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
60 |
Principe du jeu : |
Pour gagner, il ne faut pas forcément être en tête de la course. Des gains importants sont d'ailleurs réservés aux joueurs se trouvant en fin de peloton.
Le jeu n'est régi par aucun hasard... sauf si un joueur décide d'aller sur une case lapin qui lui permettra de tirer une carte chance.
On avance en dépensant des carottes. Plus l'avancée est rapide plus la dépense est importante. Pour avancer de N cases, il faut en effet dépenser Nx(N+1)/2 carottes, par exemple 1 carotte pour une case, 15 carottes pour 5 cases, 55 carottes pour 10 cases, etc.
Les carottes sont en nombre insuffisant. Il faut en gagner en route, soit en reculant, soit en prévoyant sa place dans la course. |
Contenu : |
- 90 cartes "carottes" - 18 cartes "salade" - 12 cartes "lièvre" - 6 tablettes de course - 6 pions de couleur - 1 plateau de jeu - 1 règle de jeu
|
| ![Le lièvre et la tortue vignette](data:image/jpeg;base64,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) |