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Livraison gratuite : Québec = 125$ et plus avant taxes. Ontario = 150$ et plus avant taxes. Autres provinces = 300$ et plus avant taxes.
Livraison gratuite : Québec = 125$ et plus avant taxes. Ontario = 150$ et plus avant taxes.

Cartaventura: Lhassa (French)

by BLAM !
Sold out
Original price 19.99$ CAD - Original price 19.99$ CAD
Original price
19.99$ CAD
19.99$ CAD - 19.99$ CAD
Current price 19.99$ CAD
+ Taxes
Availability:
Out of stock

Cueillette en magasin

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

Livraison gratuite Québec et Ontario*

125$ avant taxes (QC) et 150$ avant taxes (ON). Ailleurs au Canada voir les modalités. Commandes traitées en moins de 24h!

Paiement 100% sécurisé

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INFORMATIONS

Designer : Thomas Dupont, Arnaud Ladagnous
Artist : Guillaume Bernon, Jeanne Landart
Publisher: Blam!
Numbers of players : 1 to 6
Age : 10 years and +
Playing Time : 60 minutes
More Info :

Boardgamegeek(English)

DESCRIPTION

Go to India and Tibet in the footsteps of explorer Alexandra David Neel in 1916.

Can you find your way to the temple or escape the claws of the white tiger? Will you get through the Himalayas on foot? You will find Alexandra-David or will you look for a way to appease your nightmares.

Cartaventura is a collection of narrative card games with immersive script and multiple outcome! Players build their adventure using cards that offer different options. They reflect together on the best choices in order to follow the trace of the hero of the game. Cartaventura offers games in different eras, each transcribed with quality and loyalty. The players plunge back into history thanks to rich scenarios and illustrations in watercolor, in tribute to travel diaries. A historic booklet, written with specialists, offers additional information. Cartaventura offers a tutorial that accompanies the first part. Its simple and unprecedented game system allows you to explore the scenario several times to discover all the secrets of the game. Thanks to what they have learned and using different choices, they will be able to optimize their adventure in order to discover all Possible ends.