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Livraison gratuite : Ville de Québec et Montréal pour commande de plus de 100$, Autres régions du Québec pour commande de plus de 125$, Ontario pour commande de plus de 150$.
Livraison gratuite : Ville de Québec et Montréal pour commande de plus de 100$, Autres régions du Québec pour commande de plus de 125$, Ontario pour commande de plus de 150$.

Bag of Chips (anglais)

par Mixlore
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Prix d'origine 14.99$ CAD - Prix d'origine 14.99$ CAD
Prix d'origine 14.99$ CAD
14.99$ CAD
14.99$ CAD - 14.99$ CAD
Prix actuel 14.99$ CAD
+ Taxes
Disponibilité:
Rupture de stock

Cueillette en magasin

106 boul. René-Lévesque Ouest à Québec
Habituellement prête en 1 heure

Livraison gratuite Québec et Ontario*

À partir de 100$ ou 125$ (QC) et à partir de 150$ (ON). Ailleurs au Canada voir les modalités. Commandes traitées en moins de 24h!

Paiement 100% sécurisé

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INFORMATIONS

Auteur : Mathieu Aubert, Théo Rivière
Artiste : N/A
Éditeur : Mixlore
Nombre de joueurs : 2 à 5
Âge : 8 ans et +
Durée : 15 à 30 minutes
Liens :

BoardGameGeek (anglais)

DESCRIPTION

Bag of Chips is a party game in which you will face crucial choices to score as many points as possible at the end of each round. Be careful, though, because if you're too greedy, you will lose a lot!

At the start of a round, each player is dealt six objective cards and the 25 chips — in five colors, ranging from 7 yellow potato chips to 3 orange chicken chips — are placed in the bag. Someone draws five chips from the bag and places them on the table, then everyone discards two of their objective cards. The player draws four more chips, then everyone discards another objective card. The player draws three more chips, after which everyone places two of their cards on the positive scoring side of their playing area and the final card on the negative scoring side. The player then draws two more chips, one by one, both for increased drama and for some of the objective cards.

If a played objective card has not been completed, discard it. Add the points from your completed positive objective cards (if any), then subtract points from your negative objective card (if any). The player with the highest score wins two reward tokens, and the player with the second highest score wins one reward tokens. Complete rounds until someone has four or more reward tokens and wins. (In a two-player game, only the player with the higher score receives a reward token, and whoever first collects three tokens wins.)