I don't think Frank in his radio show was referring to tight or changing
paytables or other things that could be deemed "socially" unfair. Instead, I
believe he was talking about games that deliver cards in a non random fashion
where this non randomness lowers the payback you would expect from infinate,
optimal play. I, personally, have not played enough to draw any conclusions
(although my limited results have been very poor), however, Frank wrote a book
about Video Poker, played professional for along time, and said on the radio in
the presence of Bob Dancer and a Nevada State regulator that he's played games
outside of Nevada that were unfair. That's the reason I brought up the topic.
Certainly, its in the realm of possibility that a) IGT makes machines for
certain casinos with software where payback is less than the paytable would
imply or b) casinos manipulate/replace software inside slot machines once they
receive them. I can't prove that either has ever happened and I recognize that
my poor results are not an indication.
···
________________________________
From: mikeymic <mikeymic@yahoo.com>
To: vpFREE@yahoogroups.com
Sent: Thu, March 10, 2011 10:27:24 AM
Subject: [vpFREE] Re: Is video poker at CA Indian casinos fair?
--- In vpFREE@yahoogroups.com, kelso 1600 <kelso1600@...> wrote:
If you go to the VPFree webpage, and then go to FAQ you will find a discussion
of Indian casinos. This will answer most of your questions if not all.
I'm not sure that questioning the fairness of Indian casinos is relevant. But I
can see why people think that way. There is the implication that casinos will
cheat players unless (or until) they are caught. And, since Indian casinos are
less monitored, BEWARE!
But, it's like trying to solve a crime where the evidence is always hidden from
you. Video poker is mathematical by design. Certain card combinations come up a
certain number of times in optimal play. Generally, there's only one ideal way
to play a hand. And so forth.
These things occur in an "ideal" world. One plus one should always equal two. So
why is your return so far off from what you'd expect?
The problem occurs when you try to apply clearly defined mathematics to an
imperfect environment like a casino. You might know perfect strategy, but you
can't win if the casino somehow prevents you from doing so. And, as often stated
here on vpFREE, how would you even know what they're doing?
Since we never have perfect information about ANY casino, Indian or otherwise.
We simply hope that gaming commissions, et al will give us all a fair chance.
But, again, you never really "know" with 100% certainty, do you?
For what it's worth, my personal criteria is this: I either need to win (more
than I lose). OR, I need to be treated really well (if I'm losing) in order for
me to want to return to try to win. And, even then, I'm not taking indefinite
unlimited chances.
In response, some of you would say (and have said), "Oh, but Keep playing if
you're losing, eventually the 'math' will catch up with you".
That's certainly true. But that's in a perfect world with perfect information.
Not a casino, Indian or otherwise.
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