CR
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It was pointed on this group already, but I will repeat it. The overall
evenness of the computer dice does not guarantee yet that it is
honest.
Let's consider all positions when you desperately need say, 5-5
to survive. How often did you get 5-5. It should be statistically
around 1/36. If it is not then something is wrong.
In all other respects dice can be very even and random.
vlad
In article <6n0stm$q5d$1...@nnrp1.dejanews.com>,
-Patti
--
Patti Beadles |
pat...@netcom.com/pat...@gammon.com |
http://www.gammon.com/ | Try to relax
or just yell, "Hey, Patti!" | and enjoy the crisis
-----
Vince Mounts (a.k.a einniv)
E-Mail: vmo...@mindspring.com
Home Page URL: http://vmounts.home.mindspring.com
Patti Beadles wrote in message ...
> It was pointed on this group already, but I will repeat it. The overall
> evenness of the computer dice does not guarantee yet that it is
> honest.
>
> Let's consider all positions when you desperately need say, 5-5
> to survive. How often did you get 5-5. It should be statistically
> around 1/36. If it is not then something is wrong.
>
> In all other respects dice can be very even and random.
>
> vlad
I've applied such a test about 2 years ago.
From my posting (1996/07/11) digged up at dejanews....
> I've applied Stephen Turner's test to all positions in the BigBrother
> Matches where a player needs to enter against a 4pt board
> (adding 36/20 to the counter on enter) or against a 5pt board
> (adding 36/11).
> There where 39060 such positions and the counter added up to 38365.4.
> This gives a 11/36*0.98 chance to enter against 5pt board, and
> 20/36*0.98 against a 4pt board ;-)
etc. etc.
0.98 appears close enough to 1. But then, maybe this sample is not representative,
since it has been calculated from matches between players who have not complained
about rigged dice on this forum yet ;)
As far as I remember, I performed a similar test on shots vs. hits - with similar
results,
but I don't remember whether I bothered posting this too.
funk