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Last Updated: February 23, 2015

Stud Choice Poker

Introduction

Stud Choice Poker is a video poker variant I first noticed at the Rampart casino in Las Vegas in February 2015. It is an easy video poker game that entails only six possible choices, as opposed to the 25=32 in conventional video poker.

The thrust of the game is the player is given two two-card starting hands to choose from. After choosing one, the player then decides whether to play 5-, 6-, or 7-card stud. The game will then give the player more cards to complete the hand.

The game is played in multi-play mode, with 3 to 15 hands possible, in increments of 3. The player may bet one to five coins per hand. As usual, there is an incentive on the royal flush win to play five coins per hand.

Rules

  1. The game is played with a single 52-card deck.
  2. The player may bet 3, 6, 9, 12, or 15 hands.
  3. The player may bet 1 to 5 coins per hand.
  4. The game shall deal two two-card starting hands.
  5. The player may choose either starting hand.
  6. The player may then choose to play five-card, six-card, or seven-card stud.
  7. The game shall clone the remaining 50 cards, including the two from the hand not chosen, into as many decks as the number of hands the player bet. The game shall then deal random cards to complete each hand according to whether the player choose five-card, six-card, or seven-card stud.
  8. Each hand shall be scored and paid according to the pay table for the number of cards in each hand.


Example

First, I made a bet of 5 coins and 15 lines at 5¢ each, for a total bet of 75 coins at 5¢ each or $3.75.

In the above picture, I had to choose to start with 9-2 off-suit or a pair of eights. I chose the eights.

"

I then chose to play six-card stud. Over the 15 hands I bet, my results were as follows:

  • 2 two pairs at 10 coins each, for a return of 20 coins.
  • 2 three of a kinds at 20 coins each, for a return of 40 coins.
  • 2 full houses at 60 coins each, for a return of 120 coins.

My return was 180 coins, which at 5¢ a coin was $9.

Strategy

Jacks or Better



The following strategy will be appropriate for the Jacks or Better game with the following pay tables. The wins are expressed as per coin, based on five coins bet per hand.

Jacks or Better Pay Tables

Hand 5 Cards 6 Cards 7 Cards
Royal Flush 4000 1000 400
Straight Flush 400 100 50
Four of a kind 125 50 25
Full House 24 12 8
Flush 15 9 6
Straight 10 6 3
Three of a kind 7 4 2
Two pair 3 2 0
Jacks or Better 2 0 0


First, use the following table to find the better hand to start with, if it isn't obvious. It shows the ranking of all 169 possible starting hands. Chose the one with the higher ranking (lower number). For the unpaired hands, look up the higher card along the left column and the lower card along the top row.



Once you have chosen the hand to play you may use the next table that shows whether to play 5-, 6-, or 7-card stud with it.



Key to table:
5 = Play 5-card stud
6 = Play 6-card stud
7 = Play 7-card stud

Bonus Poker Deluxe



The following strategy will be appropriate for the Bonus Poker Deluxe game with the following pay tables. The wins are expressed as per coin, based on five coins bet per hand.

Bonus Poker Deluxe Pay Tables

Hand 5 Cards 6 Cards 7 Cards
Royal Flush 4000 1000 400
Straight Flush 400 100 50
Four of a kind 160 80 50
Full House 21 10 8
Flush 14 8 5
Straight 10 6 3
Three of a kind 7 4 2
Two pair 3 2 0
Jacks or Better 2 0 0


First, use the following table to find the better hand to start with, if it isn't obvious. It shows the ranking of all 169 possible starting hands. Chose the one with the higher ranking (lower number). For the unpaired hands, look up the higher card along the left column and the lower card along the top row.



Once you have chosen the hand to play you may use the next table that shows whether to play 5-, 6-, or 7-card stud with it.



Key to table:
5 = Play 5-card stud
6 = Play 6-card stud
7 = Play 7-card stud

Double Double Bonus



The following strategy will be appropriate for the Double Double Bonus game with the following pay tables. The wins are expressed as per coin, based on five coins bet per hand.

Double Double Bonus Pay Tables

Hand 5 Cards 6 Cards 7 Cards
Royal Flush 4000 1000 400
Straight Flush 400 100 50
Four aces + 2-4 2000 400 160
Four 2-4 + A-4 400 160 80
Four aces + 5-K 400 160 80
Four 2-4 + 5-K 160 80 50
Four 5+K 125 50 25
Full House 20 10 8
Flush 14 8 5
Straight 10 6 3
Three of a kind 7 4 2
Two pair 3 2 0
Jacks or Better 2 0 0


First, use the following table to find the better hand to start with, if it isn't obvious. It shows the ranking of all 169 possible starting hands. Chose the one with the higher ranking (lower number). For the unpaired hands, look up the higher card along the left column and the lower card along the top row.



Once you have chosen the hand to play you may use the next table that shows whether to play 5-, 6-, or 7-card stud with it.



Key to table:
5 = Play 5-card stud
6 = Play 6-card stud
7 = Play 7-card stud

Analysis

Jacks or Better



The following table shows the probability and return of all possible outcomes in Jacks or Better for the pay table indicated in the table. The lower right cell shows a return of 96.49%.

Jacks or Better Return Table

Hand Final
Cards
Pays Combinations Probability Return
Royal Flush 5 4000 59,238,800 0.000002 0.006885
Straight Flush 5 400 39,754,856 0.000001 0.000462
Four of a kind 5 125 4,169,244,040 0.000121 0.015143
Full House 5 24 22,386,429,000 0.000650 0.015611
Flush 5 15 9,675,408,344 0.000281 0.004217
Straight 5 10 43,069,608,456 0.001251 0.012514
Three of a kind 5 7 309,054,700,240 0.008980 0.062860
Two pair 5 3 651,993,994,080 0.018944 0.056833
Jacks or Better 5 2 3,328,268,588,160 0.096707 0.193414
Nonpaying hand 5 0 8,057,979,934,824 0.234134 0.000000
Royal Flush 6 1000 91,152,864 0.000003 0.002649
Straight Flush 6 100 1,664,324,528 0.000048 0.004836
Four of a kind 6 50 17,668,664,400 0.000513 0.025669
Full House 6 12 160,298,250,864 0.004658 0.055892
Flush 6 9 97,195,595,488 0.002824 0.025417
Straight 6 6 342,252,726,912 0.009945 0.059667
Three of a kind 6 4 620,329,768,960 0.018024 0.072098
Two pair 6 2 1,857,508,763,616 0.053972 0.107944
Jacks or Better 6 0 795,148,081,008 0.023104 0.000000
Nonpaying hand 6 0 8,324,316,204,960 0.241873 0.000000
Royal Flush 7 400 337,059,240 0.000010 0.003917
Straight Flush 7 50 5,540,238,280 0.000161 0.008049
Four of a kind 7 25 12,306,310,080 0.000358 0.008939
Full House 7 8 217,362,277,440 0.006316 0.050526
Flush 7 6 637,381,094,960 0.018520 0.111119
Straight 7 3 408,622,340,040 0.011873 0.035619
Three of a kind 7 2 424,463,864,880 0.012333 0.024667
Two pair 7 0 2,164,138,509,840 0.062882 0.000000
Jacks or Better 7 0 1,226,914,044,840 0.035649 0.000000
Nonpaying hand 7 0 4,675,841,886,000 0.135862 0.000000
Grand total 34,416,078,060,000 1.000000 0.964947


Bonus Poker Deluxe



The following table shows the probability and return of all possible outcomes in Bonus Poker Deluxe for the pay table indicated in the table. The lower right cell shows a return of 96.09%.

Bonus Poker Deluxe Return Table

Hand Final
Cards
Pays Combinations Probability Return
Royal Flush 5 4000 59,333,928 0.000002 0.006896
Straight Flush 5 400 39,754,856 0.000001 0.000462
Four of a kind 5 160 4,189,852,224 0.000122 0.019479
Full House 5 21 22,571,902,656 0.000656 0.013773
Flush 5 14 10,716,251,356 0.000311 0.004359
Straight 5 10 43,530,555,504 0.001265 0.012648
Three of a kind 5 7 312,228,360,576 0.009072 0.063505
Two pair 5 3 660,154,834,944 0.019182 0.057545
Jacks or Better 5 2 3,371,399,969,280 0.097960 0.195920
Nonpaying hand 5 0 8,203,766,288,676 0.238370 0.000000
Royal Flush 6 1000 130,895,392 0.000004 0.003803
Straight Flush 6 100 2,529,887,760 0.000074 0.007351
Four of a kind 6 80 18,481,534,080 0.000537 0.042960
Full House 6 10 171,608,751,840 0.004986 0.049863
Flush 6 8 147,903,625,568 0.004298 0.034380
Straight 6 6 398,351,849,904 0.011575 0.069448
Three of a kind 6 4 674,830,745,600 0.019608 0.078432
Two pair 6 2 2,061,376,479,360 0.059896 0.119791
Jacks or Better 6 0 988,501,642,992 0.028722 0.000000
Nonpaying hand 6 0 9,535,652,285,904 0.277070 0.000000
Royal Flush 7 400 226,176,040 0.000007 0.002629
Straight Flush 7 50 3,274,920,760 0.000095 0.004758
Four of a kind 7 50 9,806,927,680 0.000285 0.014248
Full House 7 8 173,216,514,240 0.005033 0.040264
Flush 7 5 502,748,212,480 0.014608 0.073040
Straight 7 3 293,763,217,920 0.008536 0.025607
Three of a kind 7 2 339,080,681,280 0.009852 0.019705
Two pair 7 0 1,728,654,314,640 0.050228 0.000000
Jacks or Better 7 0 1,004,862,392,160 0.029197 0.000000
Nonpaying hand 7 0 3,732,419,900,400 0.108450 0.000000
Grand total 34,416,078,060,000 1.000000 0.960865


Double Double Bonus



The following table shows the probability and return of all possible outcomes in Double Double Bonus for the pay table indicated in the table. The lower right cell shows a return of 96.78%.

Double Double Bonus Return Table

Hand Final
Cards
Pays Combinations Probability Return
Royal Flush 5 4000 59,333,928 0.000002 0.006896
Straight Flush 5 400 65,573,460 0.000002 0.000762
Four aces + 2-4 5 2000 283,222,000 0.000008 0.016459
Four 2-4 + A-4 5 400 277,618,096 0.000008 0.003227
Four aces + 5-K 5 400 751,182,576 0.000022 0.008731
Four 2-4 + 5-K 5 160 633,941,640 0.000018 0.002947
Four 5+K 5 125 3,094,678,152 0.000090 0.011240
Full House 5 20 26,528,881,536 0.000771 0.015417
Flush 5 14 15,890,129,232 0.000462 0.006464
Straight 5 10 46,186,585,476 0.001342 0.013420
Three of a kind 5 7 361,847,125,376 0.010514 0.073597
Two pair 5 3 752,858,973,504 0.021875 0.065626
Jacks or Better 5 2 3,558,977,164,800 0.103410 0.206821
Nonpaying hand 5 0 9,248,863,368,624 0.268737 0.000000
Royal Flush 6 1000 134,237,200 0.000004 0.003900
Straight Flush 6 100 3,160,634,608 0.000092 0.009184
Four aces + 2-4 6 400 22,917,936 0.000001 0.000266
Four 2-4 + A-4 6 160 1,601,117,952 0.000047 0.007444
Four aces + 5-K 6 160 42,522,032 0.000001 0.000198
Four 2-4 + 5-K 6 80 2,783,129,904 0.000081 0.006469
Four 5+K 6 50 13,162,324,816 0.000382 0.019122
Full House 6 10 169,112,334,048 0.004914 0.049138
Flush 6 8 193,027,825,312 0.005609 0.044869
Straight 6 6 424,371,936,480 0.012331 0.073984
Three of a kind 6 4 679,872,286,720 0.019754 0.079018
Two pair 6 2 2,132,194,312,512 0.061953 0.123907
Jacks or Better 6 0 1,139,761,641,264 0.033117 0.000000
Nonpaying hand 6 0 10,311,577,409,616 0.299615 0.000000
Royal Flush 7 400 188,368,480 0.000005 0.002189
Straight Flush 7 50 1,230,428,240 0.000036 0.001788
Four aces + 2-4 7 160 290,689,760 0.000008 0.001351
Four 2-4 + A-4 7 80 566,617,440 0.000016 0.001317
Four aces + 5-K 7 80 299,201,360 0.000009 0.000695
Four 2-4 + 5-K 7 50 1,099,804,320 0.000032 0.001598
Four 5+K 7 25 4,454,027,280 0.000129 0.003235
Full House 7 8 118,522,514,880 0.003444 0.027550
Flush 7 5 347,002,209,840 0.010083 0.050413
Straight 7 3 172,985,113,440 0.005026 0.015079
Three of a kind 7 2 232,552,956,240 0.006757 0.013514
Two pair 7 0 1,185,309,126,720 0.034441 0.000000
Jacks or Better 7 0 709,400,606,040 0.020612 0.000000
Nonpaying hand 7 0 2,555,033,987,160 0.074240 0.000000
Total 34,416,078,060,000 1.000000 0.967835


Summary

The following tables show the expected values of all sets of pay tables in Stud Choice Poker. These pay tables and returns were kindly provided to me by IGT, the game maker.

Jacks or Better



The four sets of Jacks or Better pay tables can be distinguished by the pays on a full house, flush, and straight. Otherwise, the pays are the same as shown above in the strategy section. The following table shows the return for the four sets of three pay tables as characterized by the wins on these three hands.

Jacks or Better Summary Table

5 Cards 6 Cards 7 Cards Return
24,16,10 12,10,7 8,6,4 99.17%
24,15,10 12,9,7 8,6,3 97.79%
24,15,10 12,9,6 8,6,3 96.49%
21,14,10 10,8,6 8,6,3 95.31%


Bonus Poker Deluxe



The four sets of Bonus Poker Deluxe pay tables can be distinguished by the pays on a full house and flush. Otherwise, the pays are the same as shown above in the strategy section. The following table shows the return for the four sets of three pay tables as characterized by the wins on these two hands.

Bonus Poker Deluxe Summary Table

5 Cards 6 Cards 7 Cards Return
24,15 12,9 8,6 99.45%
21,14 10,8 8,6 98.25%
21,14 12,8 8,5 97.15%
21,14 10,8 8,5 96.09%


Double Double Bonus



The four sets of Double Double Bonus pay tables can be distinguished by the pays on a full house, flush, straight, and three of a kind. Otherwise, the pays are the same as shown above in the strategy section. The following table shows the return for the four sets of three pay tables as characterized by the wins on these four hands.

Double Double Bonus Summary Table

5 Cards 6 Cards 7 Cards Return
20,14,10,7 11,8,6,4 8,6,3,2 99.37%
20,14,10,6 10,8,6,4 8,6,3,2 98.05%
20,14,10,7 10,8,6,4 8,5,3,2 97.00%
21,14,10,6 11,8,5,4 8,5,3,2 95.60%


Expected Value Tables

The following tables show the expected value of every starting hand for 5-, 6-, and 7-card stud for the same three sets of pay tables shown above in the strategy section.

Jacks or Better Expected Values

Hand 5 Cards 6 Cards 7 Cards Maximum Final
Cards
Unsuited 3,2 0.429286 0.624729 0.572068 0.624729 6
Unsuited 4,2 0.429286 0.631741 0.584249 0.631741 6
Unsuited 5,2 0.429286 0.638754 0.596431 0.638754 6
Unsuited 6,2 0.396633 0.581594 0.544320 0.581594 6
Unsuited 7,2 0.363980 0.531051 0.504900 0.531051 6
Unsuited 8,2 0.363980 0.537668 0.516168 0.537668 6
Unsuited 9,2 0.363980 0.537668 0.516168 0.537668 6
Unsuited T,2 0.363980 0.541576 0.525024 0.541576 6
Unsuited J,2 0.608878 0.534564 0.512842 0.608878 5
Unsuited Q,2 0.608878 0.527551 0.500661 0.608878 5
Unsuited K,2 0.608878 0.520538 0.488479 0.608878 5
Unsuited A,2 0.641531 0.571081 0.527899 0.641531 5
Unsuited 4,3 0.461939 0.689297 0.635851 0.689297 6
Unsuited 5,3 0.461939 0.696309 0.648033 0.696309 6
Unsuited 6,3 0.429286 0.639149 0.595922 0.639149 6
Unsuited 7,3 0.396633 0.588606 0.556502 0.588606 6
Unsuited 8,3 0.363980 0.538063 0.517082 0.538063 6
Unsuited 9,3 0.363980 0.544681 0.528350 0.544681 6
Unsuited T,3 0.363980 0.548589 0.537206 0.548589 6
Unsuited J,3 0.608878 0.541576 0.525024 0.608878 5
Unsuited Q,3 0.608878 0.534564 0.512842 0.608878 5
Unsuited K,3 0.608878 0.527551 0.500661 0.608878 5
Unsuited A,3 0.641531 0.578094 0.540081 0.641531 5
Unsuited 5,4 0.494592 0.753865 0.699635 0.753865 6
Unsuited 6,4 0.461939 0.696704 0.647524 0.696704 6
Unsuited 7,4 0.429286 0.646162 0.608104 0.646162 6
Unsuited 8,4 0.396633 0.595619 0.568684 0.595619 6
Unsuited 9,4 0.363980 0.545076 0.529263 0.545076 6
Unsuited T,4 0.363980 0.555601 0.549387 0.555601 6
Unsuited J,4 0.608878 0.548589 0.537206 0.608878 5
Unsuited Q,4 0.608878 0.541576 0.525024 0.608878 5
Unsuited K,4 0.608878 0.534564 0.512842 0.608878 5
Unsuited A,4 0.641531 0.585106 0.552263 0.641531 5
Unsuited 6,5 0.494592 0.754260 0.699126 0.754260 6
Unsuited 7,5 0.461939 0.703717 0.659706 0.703717 6
Unsuited 8,5 0.429286 0.653174 0.620285 0.653174 6
Unsuited 9,5 0.396633 0.602631 0.580865 0.602631 6
Unsuited T,5 0.363980 0.555997 0.550301 0.555997 6
Unsuited J,5 0.608878 0.555601 0.549387 0.608878 5
Unsuited Q,5 0.608878 0.548589 0.537206 0.608878 5
Unsuited K,5 0.608878 0.541576 0.525024 0.608878 5
Unsuited A,5 0.641531 0.592119 0.564444 0.641531 5
Unsuited 7,6 0.494592 0.754260 0.697703 0.754260 6
Unsuited 8,6 0.461939 0.703717 0.658283 0.703717 6
Unsuited 9,6 0.429286 0.653174 0.618863 0.653174 6
Unsuited T,6 0.396633 0.606539 0.588299 0.606539 6
Unsuited J,6 0.608878 0.548984 0.536697 0.608878 5
Unsuited Q,6 0.608878 0.548589 0.535783 0.608878 5
Unsuited K,6 0.608878 0.541576 0.523602 0.608878 5
Unsuited A,6 0.608878 0.534959 0.512334 0.608878 5
Unsuited 8,7 0.494592 0.754260 0.697703 0.754260 6
Unsuited 9,7 0.461939 0.703717 0.658283 0.703717 6
Unsuited T,7 0.429286 0.657082 0.627719 0.657082 6
Unsuited J,7 0.641531 0.599527 0.576117 0.641531 5
Unsuited Q,7 0.608878 0.541971 0.524515 0.608878 5
Unsuited K,7 0.608878 0.541576 0.523602 0.608878 5
Unsuited A,7 0.608878 0.541576 0.523602 0.608878 5
Unsuited 9,8 0.494592 0.754260 0.697703 0.754260 6
Unsuited T,8 0.461939 0.707625 0.667139 0.707625 6
Unsuited J,8 0.674184 0.650069 0.615537 0.674184 5
Unsuited Q,8 0.641531 0.592514 0.563936 0.641531 5
Unsuited K,8 0.608878 0.534959 0.512334 0.608878 5
Unsuited A,8 0.608878 0.541576 0.523602 0.608878 5
Unsuited T,9 0.494592 0.758168 0.706559 0.758168 6
Unsuited J,9 0.706837 0.700612 0.654958 0.706837 5
Unsuited Q,9 0.674184 0.643057 0.603356 0.674184 5
Unsuited K,9 0.641531 0.585502 0.551754 0.641531 5
Unsuited A,9 0.608878 0.534959 0.512334 0.608878 5
Unsuited J,T 0.739490 0.761680 0.714502 0.761680 6
Unsuited Q,T 0.706837 0.704125 0.662900 0.706837 5
Unsuited K,T 0.674184 0.646570 0.611298 0.674184 5
Unsuited A,T 0.641531 0.596027 0.571878 0.641531 5
Unsuited Q,J 0.951735 0.697112 0.650718 0.951735 5
Unsuited K,J 0.919082 0.639557 0.599116 0.919082 5
Unsuited A,J 0.886429 0.589014 0.559696 0.886429 5
Unsuited K,Q 0.919082 0.632545 0.586935 0.919082 5
Unsuited A,Q 0.886429 0.582002 0.547515 0.886429 5
Unsuited A,K 0.886429 0.574989 0.535333 0.886429 5
Suited 3,2 0.593827 0.880208 0.876991 0.880208 6
Suited 4,2 0.593827 0.886934 0.888426 0.888426 7
Suited 5,2 0.593827 0.893660 0.899862 0.899862 7
Suited 6,2 0.542041 0.820777 0.830282 0.830282 7
Suited 7,2 0.490255 0.754620 0.773455 0.773455 7
Suited 8,2 0.490255 0.761346 0.784890 0.784890 7
Suited 9,2 0.490255 0.761346 0.784890 0.784890 7
Suited T,2 0.490255 0.765254 0.793640 0.793640 7
Suited J,2 0.735153 0.758528 0.782205 0.782205 7
Suited Q,2 0.735153 0.751802 0.770769 0.770769 7
Suited K,2 0.735153 0.745076 0.759334 0.759334 7
Suited A,2 0.786939 0.811233 0.816161 0.816161 7
Suited 4,3 0.645612 0.959818 0.956689 0.959818 6
Suited 5,3 0.645612 0.966544 0.968125 0.968125 7
Suited 6,3 0.593827 0.893660 0.898545 0.898545 7
Suited 7,3 0.542041 0.827503 0.841718 0.841718 7
Suited 8,3 0.490255 0.761346 0.784890 0.784890 7
Suited 9,3 0.490255 0.768072 0.796326 0.796326 7
Suited T,3 0.490255 0.771980 0.805076 0.805076 7
Suited J,3 0.735153 0.765254 0.793640 0.793640 7
Suited Q,3 0.735153 0.758528 0.782205 0.782205 7
Suited K,3 0.735153 0.751802 0.770769 0.770769 7
Suited A,3 0.786939 0.817959 0.827597 0.827597 7
Suited 5,4 0.697398 1.039427 1.036388 1.039427 6
Suited 6,4 0.645612 0.966544 0.966808 0.966808 7
Suited 7,4 0.593827 0.900386 0.909981 0.909981 7
Suited 8,4 0.542041 0.834229 0.853153 0.853153 7
Suited 9,4 0.490255 0.768072 0.796326 0.796326 7
Suited T,4 0.490255 0.778706 0.816511 0.816511 7
Suited J,4 0.735153 0.771980 0.805076 0.805076 7
Suited Q,4 0.735153 0.765254 0.793640 0.793640 7
Suited K,4 0.735153 0.758528 0.782205 0.782205 7
Suited A,4 0.786939 0.824685 0.839032 0.839032 7
Suited 6,5 0.697398 1.039427 1.035071 1.039427 6
Suited 7,5 0.645612 0.973270 0.978244 0.978244 7
Suited 8,5 0.593827 0.907112 0.921416 0.921416 7
Suited 9,5 0.542041 0.840955 0.864589 0.864589 7
Suited T,5 0.490255 0.778706 0.816511 0.816511 7
Suited J,5 0.735153 0.778706 0.816511 0.816511 7
Suited Q,5 0.735153 0.771980 0.805076 0.805076 7
Suited K,5 0.735153 0.765254 0.793640 0.793640 7
Suited A,5 0.786939 0.831411 0.850468 0.850468 7
Suited 7,6 0.697398 1.039427 1.033755 1.039427 6
Suited 8,6 0.645612 0.973270 0.976928 0.976928 7
Suited 9,6 0.593827 0.907112 0.920100 0.920100 7
Suited T,6 0.542041 0.844863 0.872022 0.872022 7
Suited J,6 0.735153 0.771980 0.803759 0.803759 7
Suited Q,6 0.735153 0.771980 0.803759 0.803759 7
Suited K,6 0.735153 0.765254 0.792324 0.792324 7
Suited A,6 0.735153 0.758528 0.780888 0.780888 7
Suited 8,7 0.697398 1.039427 1.033755 1.039427 6
Suited 9,7 0.645612 0.973270 0.976928 0.976928 7
Suited T,7 0.593827 0.911020 0.928850 0.928850 7
Suited J,7 0.786939 0.838137 0.860587 0.860587 7
Suited Q,7 0.735153 0.765254 0.792324 0.792324 7
Suited K,7 0.735153 0.765254 0.792324 0.792324 7
Suited A,7 0.735153 0.765254 0.792324 0.792324 7
Suited 9,8 0.697398 1.039427 1.033755 1.039427 6
Suited T,8 0.645612 0.977178 0.985677 0.985677 7
Suited J,8 0.838724 0.904294 0.917414 0.917414 7
Suited Q,8 0.786939 0.831411 0.849151 0.849151 7
Suited K,8 0.735153 0.758528 0.780888 0.780888 7
Suited A,8 0.735153 0.765254 0.792324 0.792324 7
Suited T,9 0.697398 1.043335 1.042505 1.043335 6
Suited J,9 0.890510 0.970452 0.974242 0.974242 7
Suited Q,9 0.838724 0.897568 0.905979 0.905979 7
Suited K,9 0.786939 0.824685 0.837716 0.837716 7
Suited A,9 0.735153 0.758528 0.780888 0.780888 7
Suited J,T 1.125969 1.223100 1.214794 1.223100 6
Suited Q,T 1.074184 1.150217 1.146531 1.150217 6
Suited K,T 1.022398 1.077334 1.078268 1.078268 7
Suited A,T 0.970612 1.011177 1.021440 1.021440 7
Suited Q,J 1.319082 1.143491 1.135096 1.319082 5
Suited K,J 1.267296 1.070608 1.066832 1.267296 5
Suited A,J 1.215510 1.004451 1.010005 1.215510 5
Suited K,Q 1.267296 1.063882 1.055397 1.267296 5
Suited A,Q 1.215510 0.997725 0.998569 1.215510 5
Suited A,K 1.215510 0.990999 0.987134 1.215510 5
Pair 2s 1.780408 1.806175 1.289890 1.806175 6
Pair 3s 1.780408 1.813582 1.302508 1.813582 6
Pair 4s 1.780408 1.820990 1.315126 1.820990 6
Pair 5s 1.780408 1.828398 1.327744 1.828398 6
Pair 6s 1.780408 1.828398 1.326300 1.828398 6
Pair 7s 1.780408 1.828398 1.326300 1.828398 6
Pair 8s 1.780408 1.828398 1.326300 1.828398 6
Pair 9s 1.780408 1.828398 1.326300 1.828398 6
Pair Ts 1.780408 1.836214 1.342611 1.836214 6
Pair Js 3.217143 1.828806 1.329993 3.217143 5
Pair Qs 3.217143 1.821398 1.317375 3.217143 5
Pair Ks 3.217143 1.813990 1.304757 3.217143 5
Pair As 3.217143 1.813990 1.304757 3.217143 5


Bonus Poker Deluxe Expected Values

Hand 5 Cards 6 Cards 7 Cards Maximum Final
Cards
Unsuited 3,2 0.430102 0.621442 0.583953 0.621442 6
Unsuited 4,2 0.430102 0.628459 0.596155 0.628459 6
Unsuited 5,2 0.430102 0.635475 0.608358 0.635475 6
Unsuited 6,2 0.397449 0.578315 0.556247 0.578315 6
Unsuited 7,2 0.364796 0.527772 0.516826 0.527772 6
Unsuited 8,2 0.364796 0.534390 0.528094 0.534390 6
Unsuited 9,2 0.364796 0.534390 0.528094 0.534390 6
Unsuited T,2 0.364796 0.538298 0.536951 0.538298 6
Unsuited J,2 0.609694 0.531281 0.524748 0.609694 5
Unsuited Q,2 0.609694 0.524264 0.512546 0.609694 5
Unsuited K,2 0.609694 0.517247 0.500344 0.609694 5
Unsuited A,2 0.642347 0.567790 0.539764 0.642347 5
Unsuited 4,3 0.462755 0.686018 0.647778 0.686018 6
Unsuited 5,3 0.462755 0.693035 0.659980 0.693035 6
Unsuited 6,3 0.430102 0.635875 0.607869 0.635875 6
Unsuited 7,3 0.397449 0.585332 0.568449 0.585332 6
Unsuited 8,3 0.364796 0.534789 0.529029 0.534789 6
Unsuited 9,3 0.364796 0.541407 0.540297 0.541407 6
Unsuited T,3 0.364796 0.545315 0.549153 0.549153 7
Unsuited J,3 0.609694 0.538298 0.536951 0.609694 5
Unsuited Q,3 0.609694 0.531281 0.524748 0.609694 5
Unsuited K,3 0.609694 0.524264 0.512546 0.609694 5
Unsuited A,3 0.642347 0.574807 0.551966 0.642347 5
Unsuited 5,4 0.495408 0.750595 0.711603 0.750595 6
Unsuited 6,4 0.462755 0.693435 0.659492 0.693435 6
Unsuited 7,4 0.430102 0.642892 0.620072 0.642892 6
Unsuited 8,4 0.397449 0.592349 0.580651 0.592349 6
Unsuited 9,4 0.364796 0.541806 0.541231 0.541806 6
Unsuited T,4 0.364796 0.552332 0.561356 0.561356 7
Unsuited J,4 0.609694 0.545315 0.549153 0.609694 5
Unsuited Q,4 0.609694 0.538298 0.536951 0.609694 5
Unsuited K,4 0.609694 0.531281 0.524748 0.609694 5
Unsuited A,4 0.642347 0.581824 0.564169 0.642347 5
Unsuited 6,5 0.495408 0.750994 0.711115 0.750994 6
Unsuited 7,5 0.462755 0.700452 0.671694 0.700452 6
Unsuited 8,5 0.430102 0.649909 0.632274 0.649909 6
Unsuited 9,5 0.397449 0.599366 0.592854 0.599366 6
Unsuited T,5 0.364796 0.552731 0.562290 0.562290 7
Unsuited J,5 0.609694 0.552332 0.561356 0.609694 5
Unsuited Q,5 0.609694 0.545315 0.549153 0.609694 5
Unsuited K,5 0.609694 0.538298 0.536951 0.609694 5
Unsuited A,5 0.642347 0.588841 0.576371 0.642347 5
Unsuited 7,6 0.495408 0.750994 0.709692 0.750994 6
Unsuited 8,6 0.462755 0.700452 0.670271 0.700452 6
Unsuited 9,6 0.430102 0.649909 0.630851 0.649909 6
Unsuited T,6 0.397449 0.603274 0.600287 0.603274 6
Unsuited J,6 0.609694 0.545714 0.548665 0.609694 5
Unsuited Q,6 0.609694 0.545315 0.547730 0.609694 5
Unsuited K,6 0.609694 0.538298 0.535528 0.609694 5
Unsuited A,6 0.609694 0.531680 0.524260 0.609694 5
Unsuited 8,7 0.495408 0.750994 0.709692 0.750994 6
Unsuited 9,7 0.462755 0.700452 0.670271 0.700452 6
Unsuited T,7 0.430102 0.653817 0.639708 0.653817 6
Unsuited J,7 0.642347 0.596257 0.588085 0.642347 5
Unsuited Q,7 0.609694 0.538697 0.536462 0.609694 5
Unsuited K,7 0.609694 0.538298 0.535528 0.609694 5
Unsuited A,7 0.609694 0.538298 0.535528 0.609694 5
Unsuited 9,8 0.495408 0.750994 0.709692 0.750994 6
Unsuited T,8 0.462755 0.704360 0.679128 0.704360 6
Unsuited J,8 0.675000 0.646800 0.627505 0.675000 5
Unsuited Q,8 0.642347 0.589240 0.575883 0.642347 5
Unsuited K,8 0.609694 0.531680 0.524260 0.609694 5
Unsuited A,8 0.609694 0.538298 0.535528 0.609694 5
Unsuited T,9 0.495408 0.754902 0.718548 0.754902 6
Unsuited J,9 0.707653 0.697343 0.666925 0.707653 5
Unsuited Q,9 0.675000 0.639783 0.615303 0.675000 5
Unsuited K,9 0.642347 0.582223 0.563680 0.642347 5
Unsuited A,9 0.609694 0.531680 0.524260 0.609694 5
Unsuited J,T 0.740306 0.758411 0.726470 0.758411 6
Unsuited Q,T 0.707653 0.700851 0.674848 0.707653 5
Unsuited K,T 0.675000 0.643291 0.623225 0.675000 5
Unsuited A,T 0.642347 0.592749 0.583805 0.642347 5
Unsuited Q,J 0.952551 0.693834 0.662645 0.952551 5
Unsuited K,J 0.919898 0.636274 0.611022 0.919898 5
Unsuited A,J 0.887245 0.585732 0.571602 0.887245 5
Unsuited K,Q 0.919898 0.629257 0.598820 0.919898 5
Unsuited A,Q 0.887245 0.578715 0.559400 0.887245 5
Unsuited A,K 0.887245 0.571698 0.547197 0.887245 5
Suited 3,2 0.586327 0.852228 0.843667 0.852228 6
Suited 4,2 0.586327 0.858958 0.855123 0.858958 6
Suited 5,2 0.586327 0.865688 0.866579 0.866579 7
Suited 6,2 0.534490 0.792610 0.796532 0.796532 7
Suited 7,2 0.482653 0.726261 0.739258 0.739258 7
Suited 8,2 0.482653 0.732992 0.750714 0.750714 7
Suited 9,2 0.482653 0.732992 0.750714 0.750714 7
Suited T,2 0.482653 0.736900 0.759464 0.759464 7
Suited J,2 0.727551 0.730169 0.748008 0.748008 7
Suited Q,2 0.727551 0.723439 0.736552 0.736552 7
Suited K,2 0.727551 0.716709 0.725096 0.727551 5
Suited A,2 0.779388 0.783057 0.782370 0.783057 6
Suited 4,3 0.638163 0.932036 0.923853 0.932036 6
Suited 5,3 0.638163 0.938767 0.935309 0.938767 6
Suited 6,3 0.586327 0.865688 0.865262 0.865688 6
Suited 7,3 0.534490 0.799340 0.807988 0.807988 7
Suited 8,3 0.482653 0.732992 0.750714 0.750714 7
Suited 9,3 0.482653 0.739722 0.762170 0.762170 7
Suited T,3 0.482653 0.743630 0.770921 0.770921 7
Suited J,3 0.727551 0.736900 0.759464 0.759464 7
Suited Q,3 0.727551 0.730169 0.748008 0.748008 7
Suited K,3 0.727551 0.723439 0.736552 0.736552 7
Suited A,3 0.779388 0.789787 0.793826 0.793826 7
Suited 5,4 0.690000 1.011845 1.004040 1.011845 6
Suited 6,4 0.638163 0.938767 0.933993 0.938767 6
Suited 7,4 0.586327 0.872419 0.876718 0.876718 7
Suited 8,4 0.534490 0.806070 0.819444 0.819444 7
Suited 9,4 0.482653 0.739722 0.762170 0.762170 7
Suited T,4 0.482653 0.750360 0.782377 0.782377 7
Suited J,4 0.727551 0.743630 0.770921 0.770921 7
Suited Q,4 0.727551 0.736900 0.759464 0.759464 7
Suited K,4 0.727551 0.730169 0.748008 0.748008 7
Suited A,4 0.779388 0.796518 0.805282 0.805282 7
Suited 6,5 0.690000 1.011845 1.002723 1.011845 6
Suited 7,5 0.638163 0.945497 0.945449 0.945497 6
Suited 8,5 0.586327 0.879149 0.888175 0.888175 7
Suited 9,5 0.534490 0.812801 0.830901 0.830901 7
Suited T,5 0.482653 0.750360 0.782377 0.782377 7
Suited J,5 0.727551 0.750360 0.782377 0.782377 7
Suited Q,5 0.727551 0.743630 0.770921 0.770921 7
Suited K,5 0.727551 0.736900 0.759464 0.759464 7
Suited A,5 0.779388 0.803248 0.816739 0.816739 7
Suited 7,6 0.690000 1.011845 1.001406 1.011845 6
Suited 8,6 0.638163 0.945497 0.944132 0.945497 6
Suited 9,6 0.586327 0.879149 0.886858 0.886858 7
Suited T,6 0.534490 0.816709 0.838334 0.838334 7
Suited J,6 0.727551 0.743630 0.769604 0.769604 7
Suited Q,6 0.727551 0.743630 0.769604 0.769604 7
Suited K,6 0.727551 0.736900 0.758148 0.758148 7
Suited A,6 0.727551 0.730169 0.746691 0.746691 7
Suited 8,7 0.690000 1.011845 1.001406 1.011845 6
Suited 9,7 0.638163 0.945497 0.944132 0.945497 6
Suited T,7 0.586327 0.883057 0.895608 0.895608 7
Suited J,7 0.779388 0.809978 0.826878 0.826878 7
Suited Q,7 0.727551 0.736900 0.758148 0.758148 7
Suited K,7 0.727551 0.736900 0.758148 0.758148 7
Suited A,7 0.727551 0.736900 0.758148 0.758148 7
Suited 9,8 0.690000 1.011845 1.001406 1.011845 6
Suited T,8 0.638163 0.949405 0.952882 0.952882 7
Suited J,8 0.831224 0.876327 0.884152 0.884152 7
Suited Q,8 0.779388 0.803248 0.815422 0.815422 7
Suited K,8 0.727551 0.730169 0.746691 0.746691 7
Suited A,8 0.727551 0.736900 0.758148 0.758148 7
Suited T,9 0.690000 1.015753 1.010156 1.015753 6
Suited J,9 0.883061 0.942675 0.941426 0.942675 6
Suited Q,9 0.831224 0.869596 0.872696 0.872696 7
Suited K,9 0.779388 0.796518 0.803966 0.803966 7
Suited A,9 0.727551 0.730169 0.746691 0.746691 7
Suited J,T 1.118571 1.195519 1.182446 1.195519 6
Suited Q,T 1.066735 1.122440 1.113716 1.122440 6
Suited K,T 1.014898 1.049362 1.044985 1.049362 6
Suited A,T 0.963061 0.983013 0.987711 0.987711 7
Suited Q,J 1.311633 1.115710 1.102259 1.311633 5
Suited K,J 1.259796 1.042631 1.033529 1.259796 5
Suited A,J 1.207959 0.976283 0.976255 1.207959 5
Suited K,Q 1.259796 1.035901 1.022073 1.259796 5
Suited A,Q 1.207959 0.969553 0.964799 1.207959 5
Suited A,K 1.207959 0.962822 0.953343 1.207959 5
Pair 2s 1.836735 1.876196 1.480869 1.876196 6
Pair 3s 1.836735 1.883613 1.493528 1.883613 6
Pair 4s 1.836735 1.891029 1.506188 1.891029 6
Pair 5s 1.836735 1.898446 1.518847 1.898446 6
Pair 6s 1.836735 1.898446 1.517403 1.898446 6
Pair 7s 1.836735 1.898446 1.517403 1.898446 6
Pair 8s 1.836735 1.898446 1.517403 1.898446 6
Pair 9s 1.836735 1.898446 1.517403 1.898446 6
Pair Ts 1.836735 1.906261 1.533714 1.906261 6
Pair Js 3.273469 1.898845 1.521055 3.273469 5
Pair Qs 3.273469 1.891429 1.508395 3.273469 5
Pair Ks 3.273469 1.884012 1.495736 3.273469 5
Pair As 3.273469 1.884012 1.495736 3.273469 5


Double Double Bonus Expected Values

Hand 5 Cards 6 Cards 7 Cards Maximum Final
Cards
Unsuited 3,2 0.453673 0.642154 0.601760 0.642154 6
Unsuited 4,2 0.453673 0.649171 0.612434 0.649171 6
Unsuited 5,2 0.427398 0.633869 0.600700 0.633869 6
Unsuited 6,2 0.394745 0.576709 0.548589 0.576709 6
Unsuited 7,2 0.362092 0.526166 0.509169 0.526166 6
Unsuited 8,2 0.362092 0.532783 0.520436 0.532783 6
Unsuited 9,2 0.362092 0.532783 0.520436 0.532783 6
Unsuited T,2 0.362092 0.536691 0.529293 0.536691 6
Unsuited J,2 0.606990 0.529674 0.517091 0.606990 5
Unsuited Q,2 0.606990 0.522657 0.504888 0.606990 5
Unsuited K,2 0.606990 0.515640 0.492686 0.606990 5
Unsuited A,2 0.747551 0.648945 0.607610 0.747551 5
Unsuited 4,3 0.486327 0.706730 0.664056 0.706730 6
Unsuited 5,3 0.460051 0.690386 0.650793 0.690386 6
Unsuited 6,3 0.427398 0.633226 0.598682 0.633226 6
Unsuited 7,3 0.394745 0.582683 0.559262 0.582683 6
Unsuited 8,3 0.362092 0.532141 0.519842 0.532141 6
Unsuited 9,3 0.362092 0.538758 0.531110 0.538758 6
Unsuited T,3 0.362092 0.542666 0.539966 0.542666 6
Unsuited J,3 0.606990 0.535649 0.527764 0.606990 5
Unsuited Q,3 0.606990 0.528632 0.515561 0.606990 5
Unsuited K,3 0.606990 0.521615 0.503359 0.606990 5
Unsuited A,3 0.747551 0.655962 0.619813 0.747551 5
Unsuited 5,4 0.492704 0.746904 0.700717 0.746904 6
Unsuited 6,4 0.460051 0.689744 0.648606 0.689744 6
Unsuited 7,4 0.427398 0.639201 0.609186 0.639201 6
Unsuited 8,4 0.394745 0.588658 0.569765 0.588658 6
Unsuited 9,4 0.362092 0.538116 0.530345 0.538116 6
Unsuited T,4 0.362092 0.548641 0.550470 0.550470 7
Unsuited J,4 0.606990 0.541624 0.538267 0.606990 5
Unsuited Q,4 0.606990 0.534607 0.526065 0.606990 5
Unsuited K,4 0.606990 0.527590 0.513862 0.606990 5
Unsuited A,4 0.747551 0.662979 0.632015 0.747551 5
Unsuited 6,5 0.490918 0.738185 0.683249 0.738185 6
Unsuited 7,5 0.458265 0.687642 0.643829 0.687642 6
Unsuited 8,5 0.425612 0.637099 0.604409 0.637099 6
Unsuited 9,5 0.392959 0.586557 0.564988 0.586557 6
Unsuited T,5 0.360306 0.539922 0.534425 0.539922 6
Unsuited J,5 0.605204 0.539522 0.533490 0.605204 5
Unsuited Q,5 0.605204 0.532505 0.521288 0.605204 5
Unsuited K,5 0.605204 0.525488 0.509086 0.605204 5
Unsuited A,5 0.651888 0.611550 0.594884 0.651888 5
Unsuited 7,6 0.490918 0.738185 0.681826 0.738185 6
Unsuited 8,6 0.458265 0.687642 0.642406 0.687642 6
Unsuited 9,6 0.425612 0.637099 0.602986 0.637099 6
Unsuited T,6 0.392959 0.590465 0.572422 0.590465 6
Unsuited J,6 0.605204 0.532905 0.520799 0.605204 5
Unsuited Q,6 0.605204 0.532505 0.519865 0.605204 5
Unsuited K,6 0.605204 0.525488 0.507663 0.605204 5
Unsuited A,6 0.619235 0.554390 0.542773 0.619235 5
Unsuited 8,7 0.490918 0.738185 0.681826 0.738185 6
Unsuited 9,7 0.458265 0.687642 0.642406 0.687642 6
Unsuited T,7 0.425612 0.641007 0.611842 0.641007 6
Unsuited J,7 0.637857 0.583448 0.560220 0.637857 5
Unsuited Q,7 0.605204 0.525888 0.508597 0.605204 5
Unsuited K,7 0.605204 0.525488 0.507663 0.605204 5
Unsuited A,7 0.619235 0.561007 0.554041 0.619235 5
Unsuited 9,8 0.490918 0.738185 0.681826 0.738185 6
Unsuited T,8 0.458265 0.691550 0.651263 0.691550 6
Unsuited J,8 0.670510 0.633990 0.599640 0.670510 5
Unsuited Q,8 0.637857 0.576431 0.548017 0.637857 5
Unsuited K,8 0.605204 0.518871 0.496395 0.605204 5
Unsuited A,8 0.619235 0.561007 0.554041 0.619235 5
Unsuited T,9 0.490918 0.742093 0.690683 0.742093 6
Unsuited J,9 0.703163 0.684533 0.639060 0.703163 5
Unsuited Q,9 0.670510 0.626974 0.587437 0.670510 5
Unsuited K,9 0.637857 0.569414 0.535815 0.637857 5
Unsuited A,9 0.619235 0.554390 0.542773 0.619235 5
Unsuited J,T 0.735816 0.745601 0.698605 0.745601 6
Unsuited Q,T 0.703163 0.688042 0.646982 0.703163 5
Unsuited K,T 0.670510 0.630482 0.595360 0.670510 5
Unsuited A,T 0.651888 0.615458 0.602318 0.651888 5
Unsuited Q,J 0.948061 0.681025 0.634780 0.948061 5
Unsuited K,J 0.915408 0.623465 0.583157 0.915408 5
Unsuited A,J 0.896786 0.608441 0.590115 0.896786 5
Unsuited K,Q 0.915408 0.616448 0.570955 0.915408 5
Unsuited A,Q 0.896786 0.601424 0.577913 0.896786 5
Unsuited A,K 0.896786 0.594407 0.565711 0.896786 5
Suited 3,2 0.609898 0.872940 0.861474 0.872940 6
Suited 4,2 0.609898 0.879670 0.871401 0.879670 6
Suited 5,2 0.583622 0.864082 0.858921 0.864082 6
Suited 6,2 0.531786 0.791003 0.788874 0.791003 6
Suited 7,2 0.479949 0.724655 0.731600 0.731600 7
Suited 8,2 0.479949 0.731385 0.743056 0.743056 7
Suited 9,2 0.479949 0.731385 0.743056 0.743056 7
Suited T,2 0.479949 0.735293 0.751807 0.751807 7
Suited J,2 0.724847 0.728563 0.740350 0.740350 7
Suited Q,2 0.724847 0.721832 0.728894 0.728894 7
Suited K,2 0.724847 0.715102 0.717438 0.724847 5
Suited A,2 0.884592 0.864212 0.850216 0.884592 5
Suited 4,3 0.661735 0.952749 0.940131 0.952749 6
Suited 5,3 0.635459 0.936118 0.926122 0.936118 6
Suited 6,3 0.583622 0.863040 0.856075 0.863040 6
Suited 7,3 0.531786 0.796691 0.798801 0.798801 7
Suited 8,3 0.479949 0.730343 0.741527 0.741527 7
Suited 9,3 0.479949 0.737073 0.752983 0.752983 7
Suited T,3 0.479949 0.740981 0.761734 0.761734 7
Suited J,3 0.724847 0.734251 0.750278 0.750278 7
Suited Q,3 0.724847 0.727521 0.738821 0.738821 7
Suited K,3 0.724847 0.720790 0.727365 0.727365 7
Suited A,3 0.884592 0.870942 0.861672 0.884592 5
Suited 5,4 0.687296 1.008155 0.993154 1.008155 6
Suited 6,4 0.635459 0.935076 0.923106 0.935076 6
Suited 7,4 0.583622 0.868728 0.865832 0.868728 6
Suited 8,4 0.531786 0.802380 0.808558 0.808558 7
Suited 9,4 0.479949 0.736031 0.751284 0.751284 7
Suited T,4 0.479949 0.746670 0.771491 0.771491 7
Suited J,4 0.724847 0.739939 0.760035 0.760035 7
Suited Q,4 0.724847 0.733209 0.748578 0.748578 7
Suited K,4 0.724847 0.726479 0.737122 0.737122 7
Suited A,4 0.884592 0.877673 0.873129 0.884592 5
Suited 6,5 0.685510 0.999036 0.974857 0.999036 6
Suited 7,5 0.633673 0.932688 0.917583 0.932688 6
Suited 8,5 0.581837 0.866340 0.860309 0.866340 6
Suited 9,5 0.530000 0.799991 0.803035 0.803035 7
Suited T,5 0.478163 0.737551 0.754512 0.754512 7
Suited J,5 0.723061 0.737551 0.754512 0.754512 7
Suited Q,5 0.723061 0.730821 0.743055 0.743055 7
Suited K,5 0.723061 0.724090 0.731599 0.731599 7
Suited A,5 0.788929 0.825957 0.835252 0.835252 7
Suited 7,6 0.685510 0.999036 0.973541 0.999036 6
Suited 8,6 0.633673 0.932688 0.916267 0.932688 6
Suited 9,6 0.581837 0.866340 0.858993 0.866340 6
Suited T,6 0.530000 0.803899 0.810469 0.810469 7
Suited J,6 0.723061 0.730821 0.741739 0.741739 7
Suited Q,6 0.723061 0.730821 0.741739 0.741739 7
Suited K,6 0.723061 0.724090 0.730282 0.730282 7
Suited A,6 0.737092 0.752879 0.765205 0.765205 7
Suited 8,7 0.685510 0.999036 0.973541 0.999036 6
Suited 9,7 0.633673 0.932688 0.916267 0.932688 6
Suited T,7 0.581837 0.870248 0.867743 0.870248 6
Suited J,7 0.774898 0.797169 0.799013 0.799013 7
Suited Q,7 0.723061 0.724090 0.730282 0.730282 7
Suited K,7 0.723061 0.724090 0.730282 0.730282 7
Suited A,7 0.737092 0.759609 0.776661 0.776661 7
Suited 9,8 0.685510 0.999036 0.973541 0.999036 6
Suited T,8 0.633673 0.936596 0.925017 0.936596 6
Suited J,8 0.826735 0.863517 0.856287 0.863517 6
Suited Q,8 0.774898 0.790439 0.787556 0.790439 6
Suited K,8 0.723061 0.717360 0.718826 0.723061 5
Suited A,8 0.737092 0.759609 0.776661 0.776661 7
Suited T,9 0.685510 1.002944 0.982291 1.002944 6
Suited J,9 0.878571 0.929865 0.913561 0.929865 6
Suited Q,9 0.826735 0.856787 0.844830 0.856787 6
Suited K,9 0.774898 0.783708 0.776100 0.783708 6
Suited A,9 0.737092 0.752879 0.765205 0.765205 7
Suited J,T 1.114082 1.182710 1.154581 1.182710 6
Suited Q,T 1.062245 1.109631 1.085850 1.109631 6
Suited K,T 1.010408 1.036552 1.017120 1.036552 6
Suited A,T 0.972602 1.005723 1.006224 1.006224 7
Suited Q,J 1.307143 1.102901 1.074394 1.307143 5
Suited K,J 1.255306 1.029822 1.005664 1.255306 5
Suited A,J 1.217500 0.998993 0.994768 1.217500 5
Suited K,Q 1.255306 1.023092 0.994207 1.255306 5
Suited A,Q 1.217500 0.992262 0.983312 1.217500 5
Suited A,K 1.217500 0.985532 0.971856 1.217500 5
Suited 2s 1.973878 2.050100 1.622457 2.050100 6
Suited 3s 1.973878 2.007495 1.596886 2.007495 6
Suited 4s 1.973878 1.964889 1.563160 1.973878 5
Suited 5s 1.741224 1.750812 1.311867 1.750812 6
Suited 6s 1.741224 1.750812 1.310423 1.750812 6
Suited 7s 1.741224 1.750812 1.310423 1.750812 6
Suited 8s 1.741224 1.750812 1.310423 1.750812 6
Suited 9s 1.741224 1.750812 1.310423 1.750812 6
Suited Ts 1.741224 1.758628 1.326735 1.758628 6
Suited Js 3.177959 1.751211 1.314075 3.177959 5
Suited Qs 3.177959 1.743795 1.301416 3.177959 5
Suited Ks 3.177959 1.736379 1.288757 3.177959 5
Suited As 4.831020 2.794694 2.121173 4.831020 5


More Photos

Here are pictures of the pay tables observed at the Rampart casino, which this analysis is based on.

Acknowledgements

I would like to thank:

  • IGT, the game maker — for sharing with me the full list of pay tables and returns for Stud Choice Poker.
  • JB — For his advice and confirmation on my analysis of the game.

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Written by: Michael Shackleford

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