Norman J. Finizio

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In this study we prove the following theorem: Let q be a prime, q = 3 (mod 4), q > 7. Let pi, i = 1, . , n be primes, pi 3 1 (mod 4). If there exists a Z-cyclic whist tournament on q2 players then there exists a Z-cyclic whist tournament on q*py ... p”; players for all cli 2 0. A Z-cyclic W/1(49) is exhibited and specific examples are provided for Z-cyclic(More)