Math Jokes |
et cetera.(a+b)^n (a + b) ^ n (a + b) ^ n (a + b) ^ n
The 81 points in the four-dimensional vector space over the integers modulo three are shuffled in preparation for selection without replacement. A Set is three colinear points. The dealer reveals 12 points to all players. Any player who discovers a Set proclaims "Set!", identifies its points to the other players, and collects the points. If "Set!" is proclaimed in error, the player's score is decreased by three. The dealer reveals three more points each time the revealed points number fewer than 12 or contain no Set. When play cannot continue, the player with the most points wins.
Toni Cornelissen 1 januari 1970 toni@dse.nl |
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