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 Backgammon

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Večmochat v plkách:  

15. červenca 2008, 16:09:33
nabla 
O čem je toďten plk: Re: Doubles theory
wetware: With both dies changed : [ 294 ( = 36 * 7 + 6 * 7, the usual sum of all rolls) + 30 (10 rolls with a 2 changed to 5) + 12 (1 roll with a double 2 changed to a double 5) ] / 36 = 336/36 = 9 1/3. Enough to win most of the long races !

I will leave the "one die" to someone else, but beware, it is higher than halfways between 8 1/6 and 9 1/3.

15. červenca 2008, 17:21:33
wetware 
O čem je toďten plk: Re: Doubles theory

nabla: I suspect it's even higher than the figure you gave.


With one die modified, the likelihood of 55 is twice as great, while 22 has become impossible.  "Any double" remains a 6/36 chance.


With both dice modified, 55 is now a 4/36 chance!  (and the odds of "any double" have climbed to 8/36).


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