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# mental PRNG flaschards

a guest Sep 26th, 2012 54 Never
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1. For a Lehmer PRNG where <\$>p=59</\$> & <\$>m=6</\$>, each iteration is a simple matter of...
2. multiplying the ones digit by 6 and adding that to the tens digit; the random digit is now the final number's ones digit <!-- http://blog.yunwilliamyu.net/2011/08/14/mindhack-mental-math-pseudo-random-number-generators/ -->
3.
4. For my Lehmer mental PRNG,, a sequence starting from 17 would go: 43,...
5. 22, 14, 25, 32, 15, 31, 09, 54, 29,..., and taking just the unit's digit, that yields: 3, 2, 4, 5, 2, 5, 1, 9, 4, 9 <!-- http://blog.yunwilliamyu.net/2011/08/14/mindhack-mental-math-pseudo-random-number-generators/ -->
6.
7. For my Lehmer mental PRNG, a sequence starting from 13 would go: 19,...
8. 46, 40, 04, 24, 26... which yields: 9, 6, 0, 4, 4, 6 <!-- http://blog.yunwilliamyu.net/2011/08/14/mindhack-mental-math-pseudo-random-number-generators/ -->
9.
10. For my Lehmer mental PRNG, a sequence starting from 3 would go: 18,...
11. 41, 10, 07, 42, 16... which yields 8, 1, 0, 7, 2, 6 <!-- http://blog.yunwilliamyu.net/2011/08/14/mindhack-mental-math-pseudo-random-number-generators/ -->
12.
13. For my Lehmer mental PRNG, a sequence starting from 11 would go: 07,...
14. 42, 14, 25, 32, 15, 31... which yields 7, 2, 4, 5, 2, 5, 1 <!-- http://blog.yunwilliamyu.net/2011/08/14/mindhack-mental-math-pseudo-random-number-generators/ -->
15.
16. For my Lehmer mental PRNG, continue this sequence: 19,...
17. 54, 29, 56, 41, 10, 01, 06, 36, 39... which yields 4, 9, 6, 1, 0, 1, 6, 6, 9 <!-- http://blog.yunwilliamyu.net/2011/08/14/mindhack-mental-math-pseudo-random-number-generators/ -->
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