Abstract
A very efficient and statistically sound random-number generator of the prime modulus multiplicative congruential method is devised for 16-bit microcomputers (8-bit machines have to be double-precisioned). This generator combines several generators, and cycles every (215-20)2 numbers with 215-20 different numbers in one cycle. When precision is relatively unimportant, this generator is demonstrated to be a good random-number generator.
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