Think about how normal video poker play goes. After depositing your initial amount, you start playing hand after hand. Most often you lose your bet. The next most frequent occurrence is to simply get your bet returned by hitting a high pair (or sometimes two pairs) that returns 1 for 1. You will also hit other higher paying but less frequent hands. In each case, however, unless you hit a royal flush or other very high paying hand such as four aces with a kicker, the amount you win is not enough to cash out and be considered a good win for the day. Instead, all of these lesser wins are really just extra money that allows you to play a few more hands in order to try to win the jackpot sized hand(s).
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.
Obviously, the more you bet, the more you will win for any given hand. With one exception, the win for any given hand and bet is proportional to the amount bet. However, notice that for a royal flush the win is 1000 for a bet of four coins and 4000 for a bet of 5 coins. The disproportionately high payoff of 800 per coin bet for a royal flush, with a five coins bet, is what economists would call an economy of scale. You will see this in almost every video poker game. If you don't bet the maximum number of coins, the cost of being short-changed on a royal amounts to about 2% of money bet, which is a lot. The wise video poker player will always bet max coins per hand.

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There are five columns in the paytable because your winnings depend on whether you played 1, 2, 3, 4, or 5 coins.  Note that there's a bonus for the Royal Flush.  Instead of winning 1250 coins (5 coins x 250), you win 4000 coins.  So you should always play five coins ("Max Bet") when playing video poker.  If you can't afford to play five coins at a time, switch to a lower-denomination machine.  (Yes, this is opposite of our advice about slots, and that's because the penalty for not playing max coins in video poker is greater.)
The minimum hand you need to win is a pair of Jacks. So in this hand we'll hold the Jack, hoping that we'll draw another Jack. We hold the Jack by tapping the picture of the Jack on the screen, or pressing the button for it on the console.  Then we'll tap the DRAW button to get four new cards, hoping that one of them is a Jack to match the Jack we held. 

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.
Double Jackpot Poker is similar to Double Double Bonus Poker because there is a kicker included in the pay table. Four aces with a king, queen or jack pays 800 for 1. Four kings, queens or jacks with an ace, king, queen, or jack pays 400 for 1. A hand with two pairs pays 2 for 1. The full-pay (8/5 meaning a full house pays 8 for 1 and a flush pays 5 for 1) version is the only one to be covered in this guide. It returns 99.63 percent with perfect play and has a variance of 22.4.
As you have learned in the first chapter, one of the main reasons for the popularity of video poker is it usually has a considerably higher payback than slot machines. In fact some games return more than 100 percent for a skilled player. Regardless of which video poker game you play, achieving the long term return percentage is dependent on getting your fair share of royal flushes. By a royal flush I mean the royal flush that really counts – the natural royal flush that is formed without the aid of a wild card. These generally pay 4,000 credits for a five-credit bet or 800 for 1.
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.
The popularity of these machines increased until they were an absolute must in any land-based casino. Now, almost every single casino on the Vegas Strip offers its players a number of video slot machines. In the 1990s, with the huge breakthrough in technology, video poker games started to offer better gaming quality and more variations of the game were introduced.
The play is simple:  You're dealt five cards.  You decide which ones to keep by tapping the pictures on the screen or pressing buttons on the console. Then you hit the DRAW button and you get replacement cards for the cards you didn't keep. You win if you wind up with a traditional poker hand like two pair, straight, flush, etc. (We'll explain these below for those new to poker.)  The amount you win per hand depends on the paytable of the machine you're playing.  Here's a sample paytable.
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