All controversial topics should be banned.
Especially if it's about how VP machines work.
--- On Sun, 3/18/12, Frank <frank@progressivevp.com> wrote:
From: Frank <frank@progressivevp.com>
Subject: [vpFREE] Re: What Would It Take???
To: vpFREE@yahoogroups.com
Date: Sunday, March 18, 2012, 2:47 AM
(PLEASE DON'T RESPOND TO ANYTHING I SAY IN THIS POST UNLESS THE ADMIN CLEARS THE TOPIC FOR DISCUSSION)
I guess I understand your concern, people rarely follow instructions on forums.
All I was looking for was the best mathematical procedure to use as a test if one wished to test it themselves. I was not attempting to promote or discuss either side of the argument, or prove or disprove which one is correct.
The question I wanted to answer was strictly what is the best type of math for checking that would achieve the highest level of certainly with the smallest sample. I know the gaming commission uses Chi Squared, but I hear there are better faster methods and tricks.
I do not post on FREEvpFREE, so unless you change your mind on allowing this topic, I guess I'll just work on it elsewhere.
~FK
--- In vpFREE@yahoogroups.com, vpFREE Administrator <vpfree3355@...> wrote:
>
> From the vpFREE FAQ:
>
> "vpFREE believes that video poker games which are regulated
> by respected gaming commissions are random and fair, and
> that the ER of such games is a mathematical function of
> their pay tables."
>
> ___________________________________________
>
>
> I've deleted Frank Kneeland's "What Would It Take???" post on vpFREE
> and re-posted it on FREEvpFREE.
>
> Formulating the required parameters to mathematically prove, or disprove,
> the randomness of video poker offerings is an interesting and important
> subject, but it may not have widespread interest for vpFREE members and
> it would likely prove to be disruptive.
>
> So, please use FREEvpFREE for any further posts in this thread.
>
> FREEvpFREE:
>
> http://groups.yahoo.com/group/FREEvpFREE/
>
> <a href="http://groups.yahoo.com/group/FREEvpFREE/">
> http://groups.yahoo.com/group/FREEvpFREE/</a>
>
> Messages can be read on FREEvpFREE without becoming a member,
> but you must be a member to post.
>
> vpFREE Administrator
[Non-text portions of this message have been removed]
