In the right circumstances, however, the player sometimes will break up a flush, a straight, or a pair of jacks or better. If you do not have one of the "always keep" hands, use the following list. Possible predraw hands are listed in order. Find the highest listing that fits your predraw hand, and discard any cards that do not fit the hand. For example, if your hand includes jack of spades, jack of diamonds, 10 of diamonds, 9 of diamonds, and 8 of diamonds, you have four cards to an open straight flush in diamonds, and you also have a pair of jacks or better. The four-card open straight flush is higher on the list than the pair of jacks or better, so you would discard the jack of spades and draw to the four-card straight flush. You are giving up the certain 1-for-1 payoff for a pair of jacks, but you have a chance at a straight flush with either a queen or 7 of diamonds, could draw a flush with any other diamond, or still could finish with a pair of jacks by drawing the jack of either clubs or hearts.
So far we have looked at low variance and moderate variance video poker games. Low variance games have the advantage of a smaller bankroll size requirement and relatively simple video poker strategy. This comes at the cost of playing a somewhat boring game. Moderate variance video poker games are more exciting to play because they have more high paying winning hands. The excitement factor is offset, however, by higher bankroll requirements and somewhat more complex playing strategy.
Take 9-6 Double Double Bonus Poker, which returns 98.98 percent with its own special strategy. If you use 9-6 Jacks or Better strategy, the average return is 98.44 percent. For 9-6 Bonus Poker Deluxe, specialize strategy brings 99.64 percent, and JB strategy brings 99.61, while 8-5 Bonus Poker has the same strategy as 9-6 JB and returns 99.16 percent.
You will also learn the layout and importance of the pay table, as well as how to properly bet while playing video poker. You will learn and understand payback, return, house (and player) edge. You will learn about the implications of variance, sometimes called volatility. You will also learn what the term random really means when playing video poker.
Video Poker belongs to the small number of casino games, where thousands of players manage not just to make a living playing it, but to end up in possession of tremendous amounts of money. At the same time, tens of thousands of players around the world are in possession of sufficient knowledge of the game, so that they are able to have an astonishing experience during casino vacations, while also being able to take advantage of other benefits – and all that at a much lesser price than retail.
We think video poker games are far superior to slot machines for various reasons. The most important of these reasons is the better odds that are offered. The best slot machine in a casino probably only has a 94% or a 95% payback percentage. Most video poker games start with that kind of payback percentage, and a huge percentage of these games offer better payouts than that.

Once I hit two 4 of a Kinds back to back.  The probability of hitting it once is 0.24%.  The chances of hitting it back to back are 0.24%2 = 0.0006%, or 1 in 179,000.  That's four times less likely than hitting a royal flush.  And I would have preferred the royal!  (By the way, purists will note that after you've hit a 4 of a Kind, the chances of hitting another four of a kind is just 0.24%, not 0.0006%, but I'm considering the probability of getting two back-to-back before I get the first one.)


Once I put $100 into a $0.25 machine and played it for a while.  I played it down to zero credits, and then I hit Four of a Kind, which saved me.  I played that down to zero again, and then I hit Four of a Kind again.  I played it down to zero credits a third time, and then hit Four of a Kind a third time!  But that was the end of my luck.  I didn't get it a fourth time, I just went bust.  Still, that was pretty unusual.
Video poker offers some of the best odds in the casino. It's a good alternative to slot machines since you still have the chance of hitting a big jackpot, but you're about five times more likely to actually get it.  Slot players should seriously consider graduating to video poker, because they're much more likely to win that way.  The only catch is that to enjoy the good odds, you have to learn the proper strategy.  If you just guess then you could easily do worse than with slots.  But you came to the right place, because we'll cover strategy here.
Enough Americans have an easy familiarity with the rank of poker hands that video poker has become one of the most popular casino games. As gambling markets mature and players become more experienced, the demand for video poker has tended to become stronger. In Nevada, casinos with a clientele of locals devote more than 50 percent of slot space to video poker, and there are video poker bars that offer few other gambling options. The major resorts that cater to tourists turn a lower percentage of space to video poker, about 10 percent to 15 percent. That's about the percentage you'll find in other United States gaming destinations. In Missouri, as soon as voters allowed games of chance, about 80 percent of slot space was turned over to reel slots.
Video poker is one of the few casino games where it is possible to beat the house edge. This page will introduce you to basic strategy for full-pay video poker variants (with and without wilds) via a series of hand charts, helping you get an edge over the casino with mathematically ‘perfect’ play. Credit to Michael Shackleford (AKA ‘The Wizard of Odds’) for these systems. If you need some help with the terminology, check out our poker glossary here.
The pay back calculations on all of the pay tables listed on this site are based on the fact that every hand will be played with the correct strategy to achieve the highest possible return. Holding the right cards on every hand is the only way to do this and while this might seem obvious many players still do not follow any strategy when they play video poker.
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