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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.
Part of your research should include learning the payout tables, but there’s also another table that should prove pivotal to your success in playing the game. There are a number of charts available which show you clearly when you should drop cards and when you should keep them. For instance, when you have a Royal Flush you should naturally keep all of your cards, whichever type of video poker game you’re playing. For 3-if-a-kind you should keep three and drop two, and if you’re two cards from a Royal Flush you should keep two and drop three.
Another type of strategy could favor winning as many hands as possible regardless of the amount of the win. For example, any time a high pair is dealt it would be saved even if there were decent shots at a royal flush or other higher paying results in the same hand. This type of strategy may find the player winning more hands, but the amount won per hand would be significantly less than is possible.
Winning a slot machine jackpot is based solely on luck. You put your money in the machine, hit the spin button and hope that Lady Luck will invite you to dance. There are no decisions to make that will change the outcome of the spin. On the other hand, many table games require skill and the decisions you make can determine whether you win or lose. Most table games when played properly have a lower house edge than the slot machines. Knowledgeable Blackjack players know that learning basic strategy will reduce the house edge to less than one percent.

Use a strategy list. A strategy list is like a cheat sheet, that has all of the different ways you can win in a poker game in a list ranked from best hands to worse hands. Using a cheat sheet will help you determine which cards to keep and which cards to exchange for new cards. For example, if you have the opportunity to go for a straight with an outside straight, or you have the opportunity to go for three to four of a kind with a pair, a low pair is ranked higher on the list so that is what you should choose.
Use a player card, and know the benefits of doing so. Casinos reward points for every penny bet in any machine, and those points can be redeemed for free play or comps. Free play rebates usually run from 0.1% to 0.33%. There are lots of other benefits for using a player card, like discretionary comps, free play mailers, drawings, and tournaments. If you don't use a card, there will be no evidence trail that you played, so you'll never get any of the freebies. This advice goes for any form of gambling. Finally, contrary to popular myth, the machines don't pay worse if you put in a card. The odds are the same whether you use a player card or not.
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.
After studying this payout and odds table, it is notable that there is an inequality between the odds and the payouts of some hands despite the fact a Full House is more likely to happen than a straight or a flush, but pays more than these two hands. It is clear from the pay table that hands that are not likely going to happen pay more while hands that are more likely to happen pay less. Despite this, the game is in the favor of the player, which is why it can be only found online or at big land-based casinos. You are surely not going to find them in bars or other small gambling venues.
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Prior to this chapter you have learned everything you need to know about video poker in order to begin live casino play. You now know how the various dierent 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 play. You now have all the tools you need to become a successful player of live casino video poker – or even online video poker for that matter.
Another type of strategy could favor winning as many hands as possible regardless of the amount of the win. For example, any time a high pair is dealt it would be saved even if there were decent shots at a royal flush or other higher paying results in the same hand. This type of strategy may find the player winning more hands, but the amount won per hand would be significantly less than is possible.

We have taken great strides in creating an algorithm that helps determine the best video poker bonuses for players to take advantage of online. This bonus table takes into account several factors, including wagering requirements, the amount offered, whether the casino is reputable or not, and more. Based on these criteria, we feel the best video poker bonuses are below.
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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