Re: Math problem
The number of matches you need is n!
where n! = 1*2*3*4*...*(n-1)*(n)
and is called factorial and can be used to determine the numbers of permutations of n tokens.
In a 3 players match where anyone is playing a role only once is 3! (1*2*3 = 6)
Empirical solution:
123
213
312
321
132
231
If I'm not right you can spank me with a crowbar
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