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. 

There are several different versions of video poker, all of which come with extremely favourable odds for the player (even positive expectation by some estimates). See which variants present the best edge with our overview of video poker variants (along with pay-tables). All pay-outs are calculated according to betting five credits and assume ‘optimal’ play.
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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.
For more precise and even better odds, below is a table telling you exactly which cards to keep and which to throw away depending on your starting 5 cards. To read the table, start at the top and match your hand to the highest one on the list and follow the number listed there. In other words, while you may have both a pair and four cards to a flush, such as having the Ace of hearts and the Ace, King, Queen, and Jack of spades (AAKQJ) you will discard the Ace or hearts and try to hit the royal straight flush, since "four-card royal straight flush" is higher on the chart than "High pair."

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.


We probably won't make the straight flush, but all the occasional times with a hand like this that we turn it into a regular flush, regular straight, or three of a kind -- along with the infrequent straight flush -- make holding the three to a straight flush a better play than throwing everything away and hoping for a miracle from five brand-new cards.
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