Non Transitive Platonic Prime Dice
Description
All platonic solids as a set of non transitive dice with all one and two digit primes on them (math nerd stuff). when rolling on average: D8 will always beat D6 or D12 by 10/16 D4 or D20 will always beat D8 by 9/16 D6 or D12 will always beat D4 or D20 by 10/16 based on the three 4-sided, non transitive dice with: A: 2,2,5,5 B: 3,3,3,6 C: 1,4,4,4 D6 and D12 are based on A D8 is based on B D4 and D20 are based on C 1 is represented by the primes {2,3} 2 is represented by the primes from 5 to 17 3 is represented by the primes from 19 to 29 4 is represented by the primes from 31 to 71 5 is represented by the primes from 73 to 89 6 is represented by the prime 97 B was chosen to be represented only by one dice as if chosen by the oponent player it offers the smallest winning percantage for us. number position and numbers occuring multiple times on the same dice are chosen to look randomly distributed
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