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3 binary dice are used to give the values 0 - 3 (3 blanks = 0). All dice are thrown at once, and the number of marked corners pointing up determines the points scored in that throw. Each player places an agreed amount into a pool (the larger the better). 21 tallies (counters) are placed beside the pool before the set of games begins. Players take turns to throw three binary lots and move one of their pieces. Draw lots or throw the dice to decide who plays first. |
Beginning play:
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| Moving pieces: Pieces must always move forward along the route. A player must always move a piece if it is possible to do so but if it is not possible, the turn is lost. No two pieces can occupy the same square. When landing on any square occupied by an enemy piece the piece is hit off and thrown into the river. Any piece can enter the board or move forward by the number of marked sides pointing upwards (1, 2 or 3). Pieces re-entering from the river use the throws 1 3 to restart on squares A or a-C or c respectively. |
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| Getting pieces home: To exit a piece a player must first land exactly on the f or F rosette on the opponents side of the board. The reward for landing on the rosette can be used to take the piece off immediately or the piece can move home later with a throw of one. |
| Winning: The game ends when one side has managed to exit all pieces belonging to that player. The winner scores for each opponent piece in play: one point for each piece on the board, two points for each piece in the river and three points for each piece yet to start. The winner takes tallies from the pool according to the points won. If there are insufficient tallies then the opponent pays tallies previously won into the pool to make up the number. If the opponent runs out and the number won is still not reached then the winner continues to take tallies until the number is reached or all tallies are gone. Once one player possesses all 21 tallies then that player scoops all stakes in the pool and the set is over. |
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Note that it is possible for one player to win the whole set on the first game if the looser still has all pieces at the start (3 X 7 = 21)! Alternatively the set can easily swing back and forth and remain unsettled for many games. |