摘要 |
A method for distributing game tokens, such as playing cards, in a game which includes the distribution of game tokens to n players (P<SUB>1</SUB>, P<SUB>2</SUB>, . . . P<SUB>n</SUB>), includes the steps of: (a) obtaining from each player P<SUB>i </SUB>a first unit A<SUB>i</SUB>, wherein each A<SUB>i </SUB>is chosen from a finite set of discrete candidate first units; (b) obtaining from each player P<SUB>i </SUB>a second unit B<SUB>i</SUB>, wherein each B<SUB>i </SUB>is chosen from a finite set of discrete candidate second units; (c) deriving a third unit C using a predetermined algorithm where C=f(B<SUB>1</SUB>, . . . , B<SUB>n</SUB>); (d) assigning a previously unassigned game token G<SUB>i </SUB>to each player from a predetermined algorithm where G<SUB>i</SUB>=f(A<SUB>i</SUB>, C); and (e) repeating steps (a)-(d) until a predetermined number of game tokens cards are distributed to each player.
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