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Blue Orange Games  |  SKU: 101211
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Okiya

$12.00 CAD
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Game details

  • Bruno Cathala Designer
  • 2 PlayersBest: 2
  • 10 min Play time
  • 7 and up Age
  • ★ 6.6/ 10 BGG rating
  • #3232 BGG rank
Complexity Light · 1.2 / 5

Awards & honors

  • 2014/Spring Parents' Choice Silver Honor Winner
  • 2015 Mensa Recommended
View all honors (3)
  • 2014/Spring Parents' Choice Silver Honor Winner
  • 2015 Mensa Recommended
  • 2019 5 Seasons Best International 2 Players Nominee
Game data from BoardGameGeek (opens in a new tab)


In Okiya, subtitled "The House of the Geishas", each player tries to arrange her geisha tiles in a pleasing manner in order to gain the favor of the emperor. Alternatively, you can prevent your rival from placing a geisha in the Imperial garden, showing that you have more control than your opponent.

To set up the game, shuffle the 16 tiles and arrange them in a 4x4 square; each tile shows one of four types of vegetation (maple, cherry, pine or iris) and one of four types of poetic symbols (rising sun, bird, rain or tanzaku - the small pieces of paper on which people sometimes write wishes).

The starting player removes one tile on the border of the square, sets this tile aside, then places one of her geisha tokens in this space. The opponent must then do the same thing, but can choose from only those tiles that depict the same type of vegetation or poetic symbol shown on the tile first set aside. Play continues, with each set-aside tile determining where the next player can go until:

  • A player forms a line with four of her geisha tokens in any direction,
  • A player forms a 2x2 square with four of her geisha tokens, or
  • A player chooses a tile which doesn't allow her opponent to place a geisha token.

In any of these cases, the player has won the game. A match can be a single game, a "best of three" series, or a point-based match, with the winner of a game earning as many points as the number of tiles remaining in the grid when she wins; in this case, the player who first collects ten points wins the match.

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