Black path game
Dans ce jeu, deux écuries s'affrontent pour une course de voitures
à faible consommation énergétique:
- Les bleus, avec un bolide impressionnant:
- Les rouges, avec une voiture de course très tendance :
![](data:image/png;base64,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)
Mais pour l'instant, vous êtes devant le circuit de Montcherhy où
se déroulera la course, et vous devez construire le circuit, qui
devra être le plus long possible. Chaque joueur à son tour, place une pièce
de circuit sur une case vide. Le premier qui a réussi à faire
un circuit allant du bord jusqu'au bord, est le perdant !
C'est au tour du joueur bleu