All possible resulting hands and pays for a hold of just the ace of hearts must be calculated. The same must then be done for a save of just the 3 of spades, the 4 of hearts, the 5 of clubs, and the king of diamonds. Then the same must be done for each possible hold of two cards. Then the same is done for holds of three cards. The same is done for holds of four cards. Finally the return for a hold of all five cards is calculated. The returns are then compared in order to select the best possible hold (in terms of money returned). The results for each of the over two and a half million possible hands are summarized in order to develop the strategy.
Playing hunches or streaks may work for a hand or two (or possibly even a session or two), but far more often these tactics will not work. In fact, by employing these types of playing strategies, you will end up giving the casino even more of your hard earned money than you need to. Only by using mathematically derived video poker playing strategies will you get every cent you can from your video poker play over the long run.
The best video poker machines, played skillfully, offer odds that rival any table game. The basic game, Jacks or Better, in its full-pay version returns 99.5 percent with optimal play over the long haul. Other machines, especially some versions of Deuces Wild, offer a positive expectation to the player -- that is, over the long haul, they'll return more than 100 percent with optimal play.
The strategy charts for all non-wild card games are organized the same way. The hand with the highest average return goes at the top of the strategy chart. For most video poker pay tables that hand is the royal flush. It is followed by lower paying hands and partial hands in order of decreasing return. Keep in mind that partial hands that are not winners themselves will at times be included above hands that are winners because they have an average return (for all possible outcomes) that is higher than a dealt winning hand. For example, in most games four cards of a royal flush is listed above a full house because of the possibility of that hand turning into a royal flush. However, that is not the only hand that can be made from a hand with four cards of a royal flush. There is also the possibility that the hand could become a straight flush, a flush, or a straight with the proper cards being drawn. See the examples below.
So far you have learned how video poker started and grew. You have learned the basics of video poker play including return, house edge, and variance. You have learned how randomness actually works. You have also learned about several categories of video poker games that are available today. Plus you now know some methods of determining how large a bankroll you will need to play your video poker game of choice.
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.
But video poker adds something slot machines don't have -- an element of skill. Players have decisions to make that affect the outcome. And because cards are required to be dealt from a randomly shuffled 52-card deck -- or 53 cards, in the case of Joker's Wild machines -- the possible combinations are known, the frequency of the combinations can be calculated, and an optimal playing strategy can be devised. In fact, when Missouri riverboats opened under a law that forbade games of chance, casinos were allowed to offer video poker, as a game of skill, even though slots, as games of chance, had to wait until voters changed the law.

You can usually gamble your winnings when you hit a successful hand at video poker. If you do decide to gamble, you’ll be presented with a card, and you have to guess whether the next card drawn will be higher or lower. If you pick right, your prize is doubled. If you choose unwisely, then you lose everything. Depending on the game, you should be able to go ‘double or quits’ up to five times in succession.


Had purchased "The Ultimate Video Poker Experience" as gift for my husband and it was very disappointing for him - you can read my review of it here on Amazon. This one, however, he is thrilled with. He goes to Vegas quite often (I don't go) and loves the video poker slots so wanted some coaching on making the correct choices when playing. We thought the other game included a tutorial but it didn't - that was just one thing. This one lets you play, but if you make a "move" that is not wise, it will stop you and help you choose the right move. Then, if you have done so, it will let you continue on. This is just what he wanted and he is very pleased with it. Good variety of games to choose from. Fast shipping too; we got it in no time.
As you learned in chapter one, this game and others that followed were developed to satisfy the gambling public’s quest for larger jackpots. Jacks or Better has only the royal flush as a true jackpot. In that game any four of a kind pays enough for you to play 25 additional hands so they are not really jackpots, although it really helps out. Bonus Poker on the other hand pays 80 for one for four aces. On a quarter machine this amounts to $100 with five credits played. While this is not a huge jackpot, it is enough to make you feel like you have won something substantial and you may even decide to stop playing at that point with what you consider a nice win for the session. Also, where the royal flush happens only once every 40,000 hands or so, four aces will occur roughly once every 5,100 hands, which is eight times as often. Playing at a rate of 500 hands per hour, the Bonus Poker player will get four aces once every 10 hours of play, on average.

Find the good games.  The VP games with the best paytables are findable, but they're rare.  Naturally the casinos prefer that you play the stingier machines.  In general, the Strip casinos have the worst machines, and everywhere else it's better -- off-strip, downtown, and locals casinos.  But while good machines are rare on the Strip, some do exist.  VPFree2 can help you find the good-paying machines.
Oh boy, we have two high cards! We'll hold both of them, because then we can make a pair by drawing either a Jack or a Queen. True, we're only gonna get three more cards for a potential match rather than four this way, but our odds are still better for making our pair. We might also get a full house if we're lucky.  This was play #13 in our list above.
Right after learning the proper strategy, the most important thing about playing video poker is to choose a machine with a good paytable!  Here are some pictures I just took in the same casino, same style game, same denomination.  The only thing that's different is the paytables.  The first one pays 9 & 6 for the full house and flush respectively, and the second one pays only 8 & 5 for those hands.
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.
An inside straight is a would-be straight with a hole in the middle. 9? 2? 10? 8? 6? is an inside straight because only a 7 will turn it into a straight.  The distinction between outside straights and inside straights is important because in Jacks or Better we will never try to turn an inside straight into a straight.  It's too hard, since we have only one chance of completing the straight.
Why do casinos offer games that can be beaten? Because only a very small percentage of players know the basics of proper play. Enough mistakes are made that the casinos actually pay out 2 to 4 percent less than the expectation for skilled players. In competitive markets, casinos walk a tightrope between two choices -- offering a pay table so good that the best players can expect to make a profit in the long term, or offering lower pay tables and risk driving away the weaker players who are the casino's bread-and-butter customers. In less-competitive markets, where the demand for space to play is great, casinos will offer lower-paying machines because they will be played despite the low payoffs.
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.)

To be clear, Bovada's not perfect.  Once they got duped by a vendor (Betsoft) who provided progressive slots whose jackpots weren't winnable.  When I discovered this I alerted Bovada, and they pulled all the Betsoft games from the site, but I thought they were slow to do so and didn't offer proper restitution to affected players.  Still, even with this incident, their overall history is better than most; as just one example, there are many other casinos still offering Betsoft's questionable games.
Video poker is a very volatile game, about four times as much as blackjack. In any form of gambling, short-term results mostly depend on normal mathematical randomness (what some might call luck). However, in the long run, results mostly depend on skill. If you play a game with a return of 100.76% perfectly, that does not mean that you will have a 0.76% profit every time you play. The 100.76% is an EXPECTED return. Much in the same way, if you flip a coin ten million times, the expected number of tails will be five million, but it is unlikely you will hit five million on the nose. Actual results will vary significantly from expectations, but the more you play, the closer your actual return percentage will get to the expected return.
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