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The same is true of multi-play video poker, the strategy and return is the same for a single line game. I do get into the volatility of multi-play video poker in my video poker appendix 3. First, I'd like to say I've thoroughly enjoyed your site and the information found therein. Video poker strategy resembles basic strategy in blackjack in many ways. They both represent the optimal way of playing every possible hand you could get. Of course, the differences are obvious, too. Your goals in video poker are quite different from your goals in blackjack. Most video poker strategy is just presented as a list. A multi hand video poker game is exactly what it says it is—you play a number of separate hands simultaneously, each representing a separate bet. The most common multihand versions offer 3, 5, 10, 50 or 100 simultaneous hands. Since the strategy doesn't change, however, each hand. Get the Best experience in Video Poker casino game. Play Free Classic Video Poker game and have a lot of endless fun. Download Multi-Hand Videopoker now and play 24 different games for FREE today. Now featuring LEVEL UP POKER.
You're welcome, thanks for the kind words!
The general formula is combin(X,Z) × pZ × (1-p)X-Z, where p = 1/combin(47,5-Y).
Combin is an Excel formula, which equals X!/[Z! × (X-Z)!].
Let's look at an example of 10-play video poker where the player holds four to a royal.
10-Play with Four to a Royal
Royals | Probability |
---|---|
10 | 0.0000000 |
9 | 0.0000000 |
8 | 0.0000000 |
7 | 0.0000000 |
6 | 0.0000000 |
5 | 0.0000010 |
4 | 0.0000378 |
3 | 0.0009943 |
2 | 0.0171513 |
1 | 0.1753242 |
0 | 0.8064914 |
Total | 1.0000000 |
Free Multi Video Poker
IGT was right when they said you should use the same strategy for Spin Poker as single line video poker. Mathematically speaking the odds are the same. Best free paint program. However Spin Poker has greater volatility since 9 different lines share many of the same cards. The same is true of multi-play video poker, the strategy and return is the same for a single line game. I do get into the volatility of multi-play video poker in my video poker appendix 3.
Thanks for the kind words. Assuming the pay table is the same the strategy and expected return are exactly the same. Be warned that multi-play games tend to have worse pay tables than single line games.
W2G forms are definitely something to think about when playing video poker at the larger bet amounts. Although you are obligated to pay taxes on your net win at the end of the year regardless of how many W2G forms you have, a payout of $1200 or more will necessitate a wait and obligate you to tip the person paying you. In less classy casinos a hand pay will also cause the tip vultures to start hovering around you. To avoid all of this sometimes the player should consider deviating from optimal strategy. For example with AAA88 in 10/7 double bonus the odds marginally favor keeping the aces only. However in a $2 to $10 game hitting four aces will pay over $1200, necessitating a W2G form, while a full house will stay under the limit. Considering the tax implications keeping the full house is the better play.
To answer your question I'll assume a four of a kind pays 25 times the bet. Then a four of kind on the deal in a $0.20 50-play game will pay $0.20 * 5 * 50 * 25 = $1250. You will get a four of a kind on the deal once every 4165 hands, on average. If you were to drop the number of hands to 47 the win for a four of a kind on the deal would be 47 * $0.20 * 5 * 25 = $1175, staying under the W2G threshold.
Given the same pay table the strategy is exactly the same for 1-play, 3-play, 100-play, and any-play. Personally I prefer the multi-play games if the pay tables are the same. However the multi-play games usually have stingier pay tables. The more the hands, the worse the pay table.
I also play 26 lines at the $1 denomination frequently. The reason is if you get a win of $1,200 or more it necessitates a hand pay, which slows down your game, and obligates you to tip. At 26 lines, a dealt full house in 9/6 jacks, which I happen to know is what he was playing, will pay $5 × 9 × 26 = $1,170. One more line and you would have a hand pay at $1,200. If 26 lines, or $130 a bet, is too small, I'll go up to 39 lines, where a dealt flush will pay $5 × 6 × 39 = $1,170. The next bend-point is at 59 hands, where a deal straight would be $5 × 4 × 59 = $1,180. However, I feel with 59 hands a three of a kind on the deal turns into a hand pay too often.
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Many versions of Video Poker are now available in multihand formats. The most common among these are 3-play, 5-play, 10-play, 50-play and 100-play. The hand originally dealt (main hand) is duplicated whatever number of hands are selected for wagering. Whatever cards are held in the main hand will also be held in each duplicate. On the draw, however, each hand receives replacement cards independently and at random, producing as many different outcomes as there are hands in play.
Most of these multihand games allow selection of fewer than the maximum number of hands offered. Most also require that the same bet be made on each hand, although some allow for variance of one unit between the main hand and the duplicates. Mitsubishi selfjector operation manual. Take, for example, the 10-play version of Jacks or Better. The minimum wager would be one unit on just one hand—the main hand—while the maximum might be five units on each hand for a total wager of 50 units.
The existence of multiple hands and wagers on a single deal allows casinos to offer 'penny poker' and other low denomination games because players are likely to wager on more than one hand at a time and thus increase the machine's throughput in terms of hands played per hour. https://adventurefree.medium.com/graphicconverter-9-7-1-graphics-editor-with-powerful-features-f3bf0c66cf2a. Also, because most of these games do not offer a bonus for the top combination—usually a Royal flush—unless 'max bet' is in play, players are likely to wager the maximum each time.
Factors Affecting Hand Play Decisions
Regardless of how many hands are selected or how much is bet per hand, the two most important components of a multihand Video Poker strategy are the game rules and the pay table. Some multihand machines offer just one game, such as Joker Poker or Double Bonus. Others allow the players to choose among a number of common variations on a single console. The players should careful check the rules for each game to see if they are the same as those used in single hand versions. Multihand Joker Poker, for example, commonly has Kings or better as the threshold hand for a payout, but some version may raise the threshold to Aces or better, which will directly impact strategy.
Assuming the game selected has the same rules and payout schedule as the single hand version, the correct hand play strategy will be the same no matter how many hands are selected. As one video poker expert has expressed it, 'There is no way to improve your odds by changing the amount of the bet or the number of hands played…. Each hand in multi-play is an independent random event.'
For Multihand Jacks or Better, use the standard Jacks or Better Video Poker Strategy. For Deuces Wild, apply the usual Deuces Wild strategy. The same is true for Double Bonus, Double Double Bonus, Joker Poker and other games. The odds are no different for the duplicate hands than they are for the main hand. The difference is in volatility.
A Matter of Standard Deviation
Where strategy does require an adjustment is in terms of the amount bet. Ten units wagered on a single hand is not the same as a single unit wagered on a main hand and nine duplicates. Mathematical analysis shows that the combined variance on the deal plus the variance on the draw increases in proportion to the number of hands played, and that directly impacts standard deviation.
For example, the total variance for a single hand of Full Pay Deuces Wild is 25.83, which yields a standard deviation (SD) of 5.08. When three hands are played, the variance rises to 32.11 and the SD equals 5.66—just a slight change. But when ten hands are in play, the numbers jump to 54.09 and 7.35, respectively, and at 100 hands, the game's variance is 336.70 and the SD is 18.35—a huge shift.
The larger the standard deviation, the more the results differ from expectation, hence higher volatility. That means bigger wins and bigger losses. The implication for most players will be to wager somewhat less than normal per hand to reduce the risk of losing a bankroll. Instead of betting £1 on a single hand or 10p each on ten hands, reduce the wager to 25p on three hands or 5p on fifteen hands.
Published on: 09/11/2013
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