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.
The process of listing hands with an ever lower average return continues until the average return for the hand is less than the average return for a totally new hand. The word “Redraw” or words to that effect are placed at this point in the strategy chart. This means you will get a higher return by totally replacing your hand than by trying to make something of it. The strategy chart is now complete.
But that is where the similarity with random slot machine play ends. The video poker player has total control over the initial five cards that have been dealt. It is his or her choice what to do with those five cards. The decisions about whether to keep all of them, discard all of them, or anything in between is totally theirs. It is actually totally yours. After all, you are the one reading and learning from this guide.
Since there are a lot of games that offer different paying hands, gamble features and wild cards, it is essential to check the rules and the paytable of the video poker game before you start playing. Knowing the minimum paying hand is quite important. The names of some video poker games might give you a clue, such as Tens or Better (a pair of tens is the minimum hand) and Jacks or Better (a pair of jacks is the minimum hand). For other games, it is essential to check the paytable and know the minimum paying hand because it will affect your decisions during the game.
6. Avoid this common three-card strategy – Some players keep three cards in an attempt to draw a straight or a flush. This is a losing proposition and should be avoided. Even if you hit a straight or a flush, you’ll have lost too much with this play to make it profitable. Practice Basic Strategy to have a shot at winning. Three cards to a straight flush, however, is a different proposition and should be played as outlined in the list in No. 2.
In order to pay for the increased pays for four of a kind hands, other pays have to be lowered. In Bonus Poker pays for the full house and flush are reduced to eight for one and five for one from nine for one and six for one respectively on the full pay Jacks or Better game. This makes the return from the “full pay” version of this game 99.17 percent. This is certainly not as good as a full pay Jacks or Better, but it is still not bad.
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.
Of course, you don’t actually have to memorize the strategies in order to play video poker reasonably well. Even if you want to play optimally, you can use visual aids whilst playing online. This is much simpler than trying to play from memory. However, as you play a particular machine more and more, you’ll find yourself relying on these ‘cheat sheets’ less and less. Instead, you’ll begin to notice that you have a better handle on the strategies needed to win on each different type of different video poker game.
Prior to this chapter you have learned everything you need to know about video poker in order to begin live casino or online play. You now know how the various different video poker games work. You learned about bankroll sizes. You learned about strategy charts; how they are developed and how they are used for live casino and online play. You now have all the tools you need to become a successful player of live casino video poker or online video poker for that matter, as all of the information in the guide applies to either.
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. 

Like most great casino games, online video poker takes a simple concept that requires a combination of luck and skill. Players who enjoy video poker games are often very passionate about playing these machines. But to get the best odds possible, you’ll need to have a deep knowledge of video poker strategy. This can help you to increase your chances of winning on a consistent basis.
In this chapter you learned how video poker strategy charts are created. The process is very computationally intense. By using the math of video poker to create a strategy that maximizes the return of every hand, the resultant strategy will have the highest return possible. You also learned that while there may be scores of lines in a strategy chart, the charts are straightforward to use. In order to properly use a strategy chart the video poker player must know the relative amount paid for each different hand. They must also know how to determine whether a straight or straight flush is a fully open or an inside hand. Having learned how to use a video poker strategy chart, you are ready to learn how to practice playing video poker in order to learn how to play without having to check a strategy chart for each hand. You will learn how to do this in chapter 7.
You learned in chapter 3.4 that the variance of a multiple play game increases as the number of lines played increases. The variance of a single play game is lower than the variance of a three play game. The variance of a five play game is higher than the variance of a three play game, and so on. In this section you will find out specific bankroll sizes for a couple of games at a different number plays for each game.
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