Marrakech (2007)
Spielzeit: 30
Mindestalter: 6
Spieleranzahl:
2 - 4
Verlag:
Korea Boardgames,
CMON Global Limited,
Tower Tactic Games,
Fractal Juegos,
Morapiaf,
Fundex,
Maldito Games,
Lautapelit.fi,
Lifestyle Boardgames Ltd,
Kaissa Chess & Games,
Gém Klub Kft.,
Gigamic,
Zoch Verlag
Spiel-Designer:
Dominique Ehrhard
KÜnstler:
Victor Boden,
Dominique Ehrhard,
Marie Cardouat,
Jonathan Aucomte
Mechaniken:
Tile Placement,
Area Majority / Influence,
Layering,
Roll / Spin and Move
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In Marrakech each player takes the role of a rug salesperson who tries to outwit the competition. Each player starts with an equal amount of money and an equal number of carpets.
On your turn, you may rotate Assam 90 degrees. Then roll the die and move him forward as many spaces as showing (d6: 1, 2, 2, 3, 3, 4). If Assam reaches the edge of the board, follow the curve and continue moving in the next row. If Assam lands on another player's carpet, you must pay that player 1 coin per square of the contiguous carpet area in that color. Then, you place one of your carpets orthogonally adjacent to Assam (but may not directly overlay another carpet).
The game ends when all players have played all carpets. Each gets 1 coin per visible square of carpet. The player with most coins wins! Tie breaker: most carpet area visible.
On your turn, you may rotate Assam 90 degrees. Then roll the die and move him forward as many spaces as showing (d6: 1, 2, 2, 3, 3, 4). If Assam reaches the edge of the board, follow the curve and continue moving in the next row. If Assam lands on another player's carpet, you must pay that player 1 coin per square of the contiguous carpet area in that color. Then, you place one of your carpets orthogonally adjacent to Assam (but may not directly overlay another carpet).
The game ends when all players have played all carpets. Each gets 1 coin per visible square of carpet. The player with most coins wins! Tie breaker: most carpet area visible.
Wir haben leider momentan keine Preis-Informationen für dieses Spiel.
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ag.gameitem.lastUpdated: 2025-05-08 15:13:11.563