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The game is Full-pay Jacks or Better with a 4000-coin Royal Flush
With the Royal at its lowest level, we are faced with a play which is
difficult for anyone to make. Because we will discard the 9, it makes the
10 worth less, since we've reduced the number of straights we can get. The
9 is a 'penalty' card in this hand, so the proper play is to hold the King
alone. Tough to do, but look at it this way: while we cannot get a Royal by
discarding the 10, it has increased our chances for four Kings. (Yeah, I
know - small consolation.) But successful video poker players rely on the
math, not the hunches. Here are the numbers: If the 9 was an 8, the numbers would look like this:
The game is full-pay 'Money Fever' which can be found on the Williams 'Multi-Play' Machines. The pay schedule and how the game works can be found in the 5-4-98 'Video Poker Bible'. Since the flush pays so much, the minimum holding hand is a two-card flush and you'll always have at least that: (five cards, only four suits). So, we obviously hold the two diamonds in this play. Here are the numbers: Hold 2 diamonds: 1.5794
The game is 9/6 Jacks or Better with a 7000-coin Royal.
The proper play is usually to hold both high cards, since that doubles your
chances to at least get a pair and get your $$$ back. But, with such a high
Royal (we see them quite often here in St. Louis on dollar machines),
holding the Jack alone is the proper play. Why the Jack over the Ace? The
Jack allows you to complete more straights, so it has a higher value. Here
are the numbers:
If any of the discards was a 'penalty' card (either 8 or higher or any
heart), the proper play would be to hold both high cards. Is this video
poker geekdom, or what?
The game is 9/6 Jacks or Better with a 5000-coin Royal. Normally, a 3-card straight flush draw is better than even the best 2-card royal draw, but with an elevated jackpot, the J, Q is the better play. Here are the numbers:
Hold J, Q: 3.1844
The game is 'Powerhouse' Poker where the Full House pays 60 for 5 and 4 Aces pays 1000 for 5. Two-pair pay only 5 for 5, so the temptation is great to go for the 4 Aces. But, because of that nice Full House payoff, the proper play is to keep the two-pair. Here are the numbers: Hold 2-pair: 9.6809 |
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