Video Poker Strategy Calculator

Enter the five cards you were dealt and pick the pay table you play. Every one of the 32 ways to hold them is priced exactly, so you see the best hold, what it returns and what your own choice would cost, worked out for your game rather than read off a chart.

Analyzing 9/6 Jacks or Better Returns 99.54% with best play
Five-credit royal bonus · 47 unseen cards
Try a hand:

Each example is played differently on some of the pay tables, and keeps the one you have selected. Changing a card or the table selects the best hold again; tap the cards to compare your own choice.

Highest expected return

Hold K♥ K♠

1.5365 returned per 1 bet, on average

Draw 3 cards · 16,215 possible draws.

Your selected hold

K♥ K♠

1.5365 returned per 1 bet, on average

This is the best hold for the selected pay table.

K♥ K♠ beats K♥ Q♥ J♥ by 0.0481.

On 9/6 Jacks or Better, holding K♥ K♠ returns 1.5365 per 1 bet, on average, and holding K♥ Q♥ J♥ returns 1.4884. On 10 of the other 20 pay tables the best hold is different: on 10/7 Double Bonus it is K♥ Q♥ J♥.

What can the best hold turn into?

16,215 of the 16,215 possible draws make a paying hand (100.0000%). The table describes the best hold shown, not your own choice. How much each hand pays matters as much as how often it comes.

Every final hand the best hold shown can make, with its chance and its payout
Final handPossible drawsChancePayout per 1 bet
Four of a kind450.2775%25
Full house1651.0176%9
Three of a kind1,85411.4339%3
Two pair2,59215.9852%2
Pair of jacks, queens, kings or aces11,55971.2858%1
Compare all 32 possible holds

Scroll sideways for the full comparison

Every hold, highest average payout first. Cards you discard cannot be redrawn.
HoldDrawPossible drawsReturn per 1 bet
K♥ K♠BestYour hold316,2151.5365
K♥ Q♥ J♥21,0811.4884
K♥ K♠ Q♥21,0811.4163
K♥ K♠ J♥21,0811.4163
K♥ K♠ 7♣21,0811.4163
K♥ K♠ Q♥ J♥1471.2128
K♥ K♠ Q♥ 7♣1471.2128
K♥ K♠ J♥ 7♣1471.2128
K♥ K♠ Q♥ J♥ 7♣011.0000
Q♥ J♥316,2150.5304
K♠ Q♥ J♥21,0810.4709
K♥ Q♥316,2150.4491
K♥ J♥316,2150.4491
J♥4178,3650.4368
Q♥4178,3650.4323
K♠ Q♥316,2150.4047
K♠ J♥316,2150.4047
K♠4178,3650.3393
J♥ 7♣316,2150.3338
K♥4178,3650.3251
Q♥ 7♣316,2150.3180
Discard all five51,533,9390.3011
7♣4178,3650.2935
Q♥ J♥ 7♣21,0810.2923
K♥ Q♥ 7♣21,0810.2470
K♠ Q♥ 7♣21,0810.2470
K♥ J♥ 7♣21,0810.2470
K♠ J♥ 7♣21,0810.2470
K♥ 7♣316,2150.2400
K♠ 7♣316,2150.2400
K♥ Q♥ J♥ 7♣1470.1702
K♠ Q♥ J♥ 7♣1470.1702
The same cards on every pay table

The best hold for these five cards on each pay table the calculator covers, and what it returns there. 10 of the other 20 play it differently from 9/6 Jacks or Better.

The best hold for the same five cards on each pay table, with its return
Pay tableBest holdReturn per 1 bet
9/6 Jacks or BetterSelectedK♥ K♠1.5365
9/5 Jacks or BetterK♥ K♠1.5365
8/6 Jacks or BetterK♥ K♠1.5264
8/5 Jacks or BetterK♥ K♠1.5264
7/5 Jacks or BetterK♥ K♠1.5162
6/5 Jacks or BetterK♥ K♠1.5060
9/6 Jacks or Better, under five creditsK♥ K♠1.5365
8/5 Bonus PokerK♥ K♠1.5264
7/5 Bonus PokerK♥ K♠1.5162
9/6 Bonus Poker DeluxeK♥ K♠1.5293
10/7 Double BonusK♥ Q♥ J♥Different1.5365
9/6 Double BonusK♥ Q♥ J♥Different1.4968
10/6 Double Double BonusK♥ Q♥ J♥Different1.4690
9/6 Double Double BonusK♥ Q♥ J♥Different1.4690
8/5 Double Double BonusK♥ K♠1.4359
9/7 Triple Double BonusK♥ Q♥ J♥Different1.5023
Full-pay Deuces WildK♥ Q♥ J♥Different1.3710
Not So Ugly Ducks Deuces WildK♥ Q♥ J♥Different1.4292
Illinois Deuces WildK♥ Q♥ J♥Different1.4246
20/7/5 Joker PokerK♥ Q♥ J♥Different1.4379
17/7/5 Joker PokerK♥ Q♥ J♥Different1.4379
The pay table being used

9/6 Jacks or Better returns 99.5439% with best play, worked out exactly over all 2,598,960 deals. Check every line against the pay table in your game: one changed payout changes the return, and sometimes the best hold.

Gross payouts on 9/6 Jacks or Better
9/6 Jacks or BetterPer creditat five creditsFive creditstotal payout
Royal flush8004,000
Straight flush50250
Four of a kind25125
Full house945
Flush630
Straight420
Three of a kind315
Two pair210
Pair of jacks, queens, kings or aces15
What does “expected return” mean here?

For every hold, the calculator counts every final hand the draw can make from the unseen cards (47, or 48 in Joker Poker, whose deck has a joker) and weights each by its payout on the selected pay table. It uses exact combinations, not random trials, and the complete pay table shown. Tied best holds are shown; returns are rounded to four decimal places.

These are gross returns. A value of 1.5365 means an average payout of 1.5365 for every 1 originally bet, not a 153.65% chance of winning. The bet is already placed when you choose a hold, so a best hold can return less than 1, and its next draw can still lose. The game’s return beside the table name is a different figure: the average over every deal, each played its best way.

Pick the pay table that matches your game line for line: every figure assumes five-credit play (except the under-five-credits table) and the complete schedule shown. Not sure which table you have? How to read a pay table. Progressive jackpots, multi-hand multipliers and the double-up are not modelled.

Choose one of the 52 cards

Change card 1

Cards already elsewhere in your hand are unavailable.

Why the same cards are played differently from one game to the next

Every return above is worked out for the pay table you pick, which is why the calculator asks for it first. The example hand, K♥ K♠ Q♥ J♥ 7♣, shows how much it matters. On 9/6 Jacks or Better the pair of kings returns 1.5365 for every 1 you bet and the royal draw, K♥ Q♥ J♥, returns 1.4884, so you keep the kings. On 9/6 Double Double Bonus the order flips, 1.4690 for the royal draw against 1.4461 for the kings, because two pair pays 1 there instead of 2. In full-pay Deuces Wild, where a pair of kings pays nothing at all, it is not close: 1.3710 for the royal draw, 0.5602 for the kings.

Across the 21 pay tables the calculator covers, 11 keep the kings and 10 draw to the royal. The split even runs through one game: 9/6 and 10/6 Double Double Bonus draw to the royal, but 8/5 Double Double Bonus keeps the kings, by 1.4359 to 1.4292. Cutting the flush from 6 to 5 is enough on its own: it costs the royal draw, which can make a flush, and leaves the pair untouched. Open “The same cards on every pay table” under any hand to see its best hold on all 21.

Reading the answer

The dark panel is the best hold and its expected return: the average you get back for every 1 you bet, over every card the draw can bring. A return of 1.5365 means 1.5365 back for 1 bet on average, not a chance of winning. The light panel prices the hold you have selected, so tap the cards to try your own choice and see what it gives up. When two or more holds tie, any of them is right. When the best hold wins by less than 0.01, it is a close call that a small change in the pay table can flip.

Under the panels you can open what the best hold can turn into, with the chance of each final hand; all 32 holds side by side; the same five cards on every pay table; and the pay table being used. To learn the play rather than look it up hand by hand, read the strategy guide for your game: Jacks or Better, Bonus Poker, Double Bonus, Double Double Bonus or Deuces Wild. Choosing a hold explains the method behind every answer here.

Which pay table to pick

The calculator covers seven Jacks or Better tables, three Bonus Poker tables (Bonus Poker Deluxe among them), two Double Bonus, four Double Double Bonus (with Triple Double Bonus), three Deuces Wild and two Joker Poker. Within a game, a pay table is usually named by what it pays per credit for a full house and a flush: 9/6 Jacks or Better pays 9 for a full house and 6 for a flush. Online, the pay table is shown on the game screen or in its help page. Compare every line with the one under “The pay table being used”, not just those two, before you trust the answer.

With each played its best way, the returns run from 94.9961% on 6/5 Jacks or Better to 100.7620% on full-pay Deuces Wild. Every table assumes five credits a hand except one: 9/6 Jacks or Better played with fewer than five credits, where a royal pays 250 per credit instead of 800 and the return falls to 98.3735%. Our pay tables guide shows how to read a table and what each one returns.

What it does not cover

Progressive jackpots, which raise the royal above 800 per credit and can change the best hold once they grow large enough. Multi-hand games with multipliers or bonus features, such as Ultimate X. The double-up offered after a win. And pay tables other than the 21 listed: Loose Deuces, Double Joker, Deuces Wild Bonus and the many other variants need their own figures. Plain multi-hand play without multipliers is covered, because each hand draws from its own deck and the best starting hold is the same as on a single hand.

The best hold does not beat the house

Playing every hand its best way earns a game its full return, and on most of these tables that is still under 100%. 9/6 Jacks or Better, at 99.54%, loses $5.70 an hour on average at $1.25 a hand (five 25¢ credits) and 1,000 hands an hour, a typical online pace. Four of the tables return more than 100% with perfect play: 10/7 Double Bonus, 10/6 Double Double Bonus, full-pay Deuces Wild and 20/7/5 Joker Poker. That figure holds only if every hand is played its best way and the pay table matches line for line. Our video poker hub compares the games.