Multi-hand video poker.
One hold.
Many ways to draw.
You get one five-card deal. The cards you keep are copied to every hand, then each hand draws its own replacements.
More hands do not improve the return per dollar. On the same game and pay table, the best hold stays the same. What changes is your total bet and how the results move together.
Ten hands × five 25¢ credits = $12.50 per deal, not $1.25.
You choose the hold.
Each hand gets its own draw.
Triple Play, Five Play, Ten Play and 100 Play describe how many hands you play in a round. They do not tell you which poker variant or pay table you are playing. Three hands of Jacks or Better and three hands of Deuces Wild still need different strategies.
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Pay for every active hand.
Your total bet is the number of hands × credits per hand × credit value. At five 5¢ credits, three hands cost $0.75; ten cost $2.50.
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Make one hold decision.
Keep any of the original five cards. The held cards copy to every active hand. You do not choose a different hold for each line in standard multi-hand play.
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Draw separately. Add the payouts.
In a standard 52-card game, each hand replaces its discards from its own 47-card pool. Every final hand is paid on its own. Add those payouts, then subtract the whole round’s bet to find your net result.
Separate decks, with the same five cards removed.
All five original cards are unavailable for the draws, including the ones you discarded. A replacement cannot repeat within one hand, but the same replacement can appear in several hands, because each hand draws from a deck of its own.
This guide covers standard multi-hand video poker: one shared deal and a single draw. Extra-bet features and special variants can change the rules.
A small credit value.
A surprisingly large bet.
“Five credits” can mean five on each hand. Set the credit value and the number of hands below. The calculator separates the money you bet from what it costs in theory, then lets you compare the swings on equal terms.
10 hands × 5 credits × $0.05
Across 1,000 rounds · 10,000 final hands
99.5439% return with best play
The total includes money won and bet again. It is not a starting bankroll you need. The theoretical loss is a long-run average, not a forecast or a limit for your session; real losses can be much larger.
What happens to the swings when I add hands?
There are two different comparisons. Keep each hand’s stake the same, and adding hands makes the total bet larger. Spread a fixed budget for the round across more hands, and the dollar swings of a round get smaller. Either way, the hands share the opening deal.
Each hand costs $0.25. Adding hands raises the total cost of a round.
| Hands | Bet per hand | Bet per round | Expected result | Swing (SD) |
|---|---|---|---|---|
| 1 | $0.25 | $0.25 | −$1.14 | $34.92 |
| 3 | $0.25 | $0.75 | −$3.42 | $66.31 |
| 5 | $0.25 | $1.25 | −$5.70 | $92.50 |
| 10Selected | $0.25 | $2.50 | −$11.40 | $152.50 |
| 25 | $0.25 | $6.25 | −$28.51 | $322.85 |
| 50 | $0.25 | $12.50 | −$57.01 | $601.74 |
| 100 | $0.25 | $25.00 | −$114.02 | $1,157.01 |
The number of rounds stays the same, so more hands means more money bet in all.
The shared deal still matters.
At your stake, 1,000 rounds of 10 hands have a standard deviation of $152.50. The same 10,000 hands played one at a time, each on a fresh deal, have $110.44. That is 1.38 times the swing for the same $2,500.00 bet.
What the SD means here: the standard deviation measures how widely the total results spread around their average. It is not a predicted range of losses or a bankroll recommendation: rare large payouts make video poker results uneven.
See the complete pay table and how it is worked out
| Final hand | Per credit | 5 credits |
|---|---|---|
| Royal flush | 800 | 4,000 |
| Straight flush | 50 | 250 |
| Four of a kind | 25 | 125 |
| Full house | 9 | 45 |
| Flush | 6 | 30 |
| Straight | 4 | 20 |
| Three of a kind | 3 | 15 |
| Two pair | 2 | 10 |
| Pair of jacks, queens, kings or aces | 1 | 5 |
Every hand bets five credits and every payout is gross: it includes the stake. Anything below the lowest paying hand pays nothing. The figures assume the best hold on every deal for the pay table chosen, a fresh deal every round and a separate draw deck for each hand. Promotions, progressive jackpots, extra-feature bets and stopping rules are left out.
The bet per round is hands × 5 credits × the credit value, and the expected result is the total bet × (return − 1). For N hands a round at a stake of b each, over R rounds, the standard deviation is b × √(R × (N·v + N(N − 1)·c)), where v is the variance of one hand and c the covariance of two hands that share a deal. Played one at a time on fresh deals, the same N × R hands give b × √(R × N × v). On 9/6 Jacks or Better, v = 19.5147 and c = 1.9664, from the site’s solve of every deal.
Are more hands
more volatile?
A strong deal helps every hand. A weak one leaves every hand with work to do. The draws are independent once the deal and the hold are fixed, but every final hand still shares that first deal.
| Compare it this way | What changes? | What happens to the swings? |
|---|---|---|
| The same stake on every hand, the same number of rounds | More hands means more money bet. | The swings in money grow. So does the expected loss, on a table that returns less than 100%. |
| The same total bet a round, the same number of rounds | That money is spread over smaller bets, one per hand. | The swings in money shrink, but the shared deal limits how far. |
| The same stake on every hand, the same number of hands | The hands are played together, or one after another on fresh deals. | Played together, they swing more, with the same expected return. |
Ten hands are not ten fresh deals.
On 9/6 Jacks or Better, 1,000 rounds of ten hands have 1.38 times the standard deviation of 10,000 single-hand rounds at the same stake a hand. Both bet the same amount. The difference comes from sharing the first five cards.
A payout can still be a losing round.
Ten five-credit hands cost 50 credits. If three of them pay five credits each and the rest pay nothing, the game shows 15 credits paid. The round is a 35-credit loss. Count the whole round, not just the winning hands.
A hundred chances
do not change the best hold.
In standard multi-hand play, hold for the best average on one hand. Adding hands multiplies the value of every hold by the same number. That makes the difference bigger in money; it cannot change which hold is better.
Keep the kings or chase three to a royal?
Dealt: K♥ K♠ Q♥ J♥ 7♣ · 9/6 Jacks or Better
Hold the pair of kings
15.3654 units returned on averageEach hand is worth 1.5365 times its bet.
Hold K♥ Q♥ J♥
14.8844 units returned on averageEach hand is worth 1.4884 times its bet.
With 10 hands and 1 unit bet on each, keeping the kings returns 0.4810 units more on average.
These are averages for this exact deal, not the return of the game or a forecast of the next draw. “Returned” includes the stake. Every possible draw is counted.
But a different game can change the answer.
Use the strategy for the exact game and pay table. Jacks or Better, Bonus Poker, Double Double Bonus and Deuces Wild pay differently. Extra-bet features, multipliers on later hands and progressive jackpots can need a strategy of their own.
Four to a royal.
How many chances are enough?
Say you are dealt A♠ K♠ Q♠ J♠ 2♦. Keep the four spades. Each hand needs the 10♠ from its own 47 cards: a 1-in-47 chance on every draw.
This starts after four royal cards are in your hand. It is not the chance of a royal before a round is dealt.
With 100 hands drawing, this starting hand makes no royal 11.64% of the time. More draws raise the chance; they never guarantee a royal.
And if the royal is already dealt?
Hold all five and every hand has a royal. That is why big multi-hand wins can come in clusters. At five credits a hand, with 4,000 credits for a royal, 100 royals pay 400,000 credits on a 500-credit round. The chance of being dealt a royal is 1 in 649,740.
The chance of at least one royal after the four-card hold is 1 − (46/47)N, and the average number is N/47. An average of 2.13 does not mean two royals are guaranteed. See the video poker odds
Choose the game first.
Then choose the hand count.
“100 Play” describes the format, not how well the game pays. A weak pay table does not get better because you can play more of it. Open the pay table and the help screen before you choose your stake.
Match all the payouts.
With the best play, 9/6 Jacks or Better returns 99.54% and 8/5 returns 97.30%. Adding hands changes neither figure. Compare the full house, the flush, the royal and every other award.
A standard royal pays 4,000 credits for five credits bet, but 1,000 for four. If you want the full royal rate, choose a credit value and a number of hands you can afford. You do not have to play every hand the game offers.
Give the total bet a limit.
At five 1¢ credits, 100 hands still cost $5 a round. At five 25¢ credits, they cost $125. Choose a round that fits your spending limit; a small credit value alone does not make the game cheap.
The theoretical loss is not a bankroll figure, and real losses can be much larger. Extra-bet features cost more on top, and your pace decides how many rounds you play in an hour.
One deal.
A few fair questions.
Is multi-hand video poker better than single-hand?
It gives you more draws from one hold, but no better return on the same rules and pay table. Whether it swings more depends on what you hold the same: the stake per hand, the total bet a round, or the number of hands played. The comparison above separates those cases.
Are Triple Play and multi-hand video poker the same thing?
Triple Play is the three-hand format of multi-hand video poker. Five Play, Ten Play and 100 Play share one deal the same way, across more hands. The game underneath, such as Jacks or Better or Deuces Wild, still sets the pay table and the strategy.
Can two hands draw the same card?
Yes. Each hand has its own draw deck, so the same 4♦ can turn up in several hands, but never twice in one hand. None of the first five cards can be drawn again, whether you held them or threw them away.
Can I hold different cards on different hands?
Not in the standard format covered here. You choose one hold, and those cards are copied to every hand. A game that deals each hand separately, or lets you hold differently, works another way; check its help screen.
Should I chase more royals when I play 100 hands?
No. On a standard game, extra hands multiply the average payout of every hold by the same number, so a worse royal draw stays worse. Even after holding four to a royal, 100 draws still make no royal at all 11.64% of the time.
Does betting five credits mean five credits for the whole screen?
In standard multi-hand play it means five credits on each hand, so ten hands cost 50 credits before any extra features. Check the total bet before you deal: five 25¢ credits on each of 100 hands cost $125 a round.
How much bankroll do I need for multi-hand video poker?
No multiple of the bet is safe for everyone. It depends on the game, the pay table, the stake, the number of hands, how long you play and how much you are prepared to lose. The calculator shows the theoretical loss and a measure of the swings, not the cash you need or a guarantee against running out. Set a spending limit you can afford first.
Do Ultimate X and other multiplier games use this strategy?
Do not assume they do. The feature’s cost, its bonuses and its effect on later hands can change the average and the right holds. The calculator here leaves out extra-bet features, progressive jackpots, promotions and multipliers on later hands.
Can I learn multi-hand play for free?
The illustrated round at the top steps through the deal, the copied hold and the separate draws without a bet. Its results are fixed, to show how a round works. For free practice at the holds, use the strategy calculator. If you try a casino’s demo mode, check that its rules and pay table match the game you mean to play.
More hands, the same game.
Three things worth knowing before you play.
Same holds, same return
Each hand draws from its own deck, so it is worth what it is worth alone. The best hold is the single-hand hold, on every pay table.
More swing for the money
At 9/6 Jacks or Better, ten hands a round swing 1.38 times as much as the same hands played on fresh deals, and a hundred hands 3.31 times.
Royals in bunches
A hundred hands make a hundred times the royals, but they come together: four to a royal on 100 hands averages 2.13 of them.