Last Updated: October 07, 2004

Two-Player Power Ratings in Texas Hold ’Em

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The following table shows how often each initial hand wins, loses, and draws in a two-player game. The return is the probability of winning less the probability of losing. The probability is the probability of getting that particular hand and the additive probability is the probability of getting the particular hand or any other higher on the list.

Initial Hold'em Hands in Rank Order — 2 Player Game

Cards Win Lose Draw Return Probability Additive Probability
Pair of A's 84.93% 14.52% 0.54% 70.41% 0.45% 0.45%
Pair of K's 82.12% 17.33% 0.56% 64.79% 0.45% 0.90%
Pair of Q's 79.63% 19.78% 0.59% 59.85% 0.45% 1.36%
Pair of J's 77.15% 22.21% 0.63% 54.94% 0.45% 1.81%
Pair of T's 74.66% 24.64% 0.70% 50.02% 0.45% 2.26%
Pair of 9's 71.67% 27.55% 0.78% 44.11% 0.45% 2.71%
Pair of 8's 68.72% 30.39% 0.89% 38.33% 0.45% 3.17%
K/A suited 66.22% 32.13% 1.65% 34.09% 0.30% 3.47%
Pair of 7's 65.73% 33.25% 1.02% 32.47% 0.45% 3.92%
Q/A suited 65.31% 32.90% 1.79% 32.42% 0.30% 4.22%
J/A suited 64.40% 33.61% 1.99% 30.79% 0.30% 4.52%
K/A unsuited 64.47% 33.83% 1.70% 30.64% 0.90% 5.43%
T/A suited 63.49% 34.28% 2.23% 29.20% 0.30% 5.73%
Q/A unsuited 63.51% 34.65% 1.85% 28.86% 0.90% 6.64%
J/A unsuited 62.54% 35.41% 2.06% 27.13% 0.90% 7.54%
Q/K suited 62.41% 35.61% 1.98% 26.80% 0.30% 7.84%
Pair of 6's 62.70% 36.13% 1.17% 26.57% 0.45% 8.30%
9/A suited 61.51% 35.95% 2.54% 25.56% 0.30% 8.60%
T/A unsuited 61.57% 36.12% 2.31% 25.44% 0.90% 9.50%
J/K suited 61.48% 36.34% 2.18% 25.13% 0.30% 9.80%
8/A suited 60.51% 36.62% 2.87% 23.89% 0.30% 10.11%
T/K suited 60.59% 37.01% 2.40% 23.58% 0.30% 10.41%
Q/K unsuited 60.43% 37.52% 2.05% 22.91% 0.90% 11.31%
7/A suited 59.39% 37.42% 3.19% 21.97% 0.30% 11.61%
9/A unsuited 59.45% 37.90% 2.65% 21.55% 0.90% 12.52%
J/K unsuited 59.44% 38.30% 2.25% 21.14% 0.90% 13.42%
Pair of 5's 59.64% 38.99% 1.37% 20.65% 0.45% 13.88%
J/Q suited 59.07% 38.55% 2.38% 20.52% 0.30% 14.18%
9/K suited 58.64% 38.66% 2.70% 19.98% 0.30% 14.48%
5/A suited 58.06% 38.22% 3.72% 19.85% 0.30% 14.78%
6/A suited 58.18% 38.37% 3.45% 19.81% 0.30% 15.08%
8/A unsuited 58.37% 38.63% 3% 19.75% 0.90% 15.99%
T/K unsuited 58.49% 39.02% 2.49% 19.48% 0.90% 16.89%
T/Q suited 58.17% 39.24% 2.59% 18.94% 0.30% 17.19%
4/A suited 57.14% 39.07% 3.79% 18.07% 0.30% 17.50%
7/A unsuited 57.17% 39.49% 3.34% 17.68% 0.90% 18.40%
8/K suited 56.79% 40.17% 3.04% 16.62% 0.30% 18.70%
3/A suited 56.34% 39.89% 3.77% 16.44% 0.30% 19%
J/Q unsuited 56.91% 40.64% 2.46% 16.27% 0.90% 19.91%
9/K unsuited 56.41% 40.78% 2.81% 15.62% 0.90% 20.81%
5/A unsuited 55.74% 40.35% 3.91% 15.39% 0.90% 21.72%
6/A unsuited 55.87% 40.51% 3.62% 15.36% 0.90% 22.62%
9/Q suited 56.22% 40.89% 2.88% 15.33% 0.30% 22.93%
7/K suited 55.85% 40.77% 3.38% 15.08% 0.30% 23.23%
T/J suited 56.15% 41.10% 2.75% 15.06% 0.30% 23.53%
2/A suited 55.51% 40.75% 3.75% 14.76% 0.30% 23.83%
T/Q unsuited 55.95% 41.37% 2.69% 14.58% 0.90% 24.74%
Pair of 4's 56.26% 42.21% 1.53% 14.05% 0.45% 25.19%
4/A unsuited 54.73% 41.27% 3.99% 13.46% 0.90% 26.09%
6/K suited 54.80% 41.52% 3.67% 13.28% 0.30% 26.40%
8/K unsuited 54.43% 42.39% 3.18% 12.04% 0.90% 27.30%
8/Q suited 54.42% 42.38% 3.20% 12.04% 0.30% 27.60%
3/A unsuited 53.86% 42.17% 3.98% 11.69% 0.90% 28.51%
5/K suited 53.83% 42.25% 3.92% 11.59% 0.30% 28.81%
9/J suited 54.11% 42.79% 3.10% 11.32% 0.30% 29.11%
9/Q unsuited 53.86% 43.14% 3% 10.72% 0.90% 30.02%
T/J unsuited 53.83% 43.33% 2.84% 10.50% 0.90% 30.92%
7/K unsuited 53.42% 43.04% 3.54% 10.37% 0.90% 31.83%
2/A unsuited 52.95% 43.09% 3.96% 9.86% 0.90% 32.73%
4/K suited 52.89% 43.12% 3.99% 9.77% 0.30% 33.03%
7/Q suited 52.52% 43.92% 3.56% 8.60% 0.30% 33.33%
6/K unsuited 52.30% 43.85% 3.85% 8.45% 0.90% 34.24%
3/K suited 52.07% 43.96% 3.97% 8.11% 0.30% 34.54%
9/T suited 52.38% 44.32% 3.30% 8.06% 0.30% 34.84%
8/J suited 52.31% 44.28% 3.41% 8.03% 0.30% 35.14%
Pair of 3's 52.84% 45.45% 1.71% 7.39% 0.45% 35.60%
6/Q suited 51.68% 44.45% 3.87% 7.23% 0.30% 35.90%
8/Q unsuited 51.93% 44.73% 3.34% 7.20% 0.90% 36.80%
5/K unsuited 51.25% 44.63% 4.12% 6.63% 0.90% 37.71%
9/J unsuited 51.64% 45.14% 3.22% 6.50% 0.90% 38.61%
2/K suited 51.24% 44.82% 3.94% 6.42% 0.30% 38.91%
5/Q suited 50.71% 45.17% 4.11% 5.54% 0.30% 39.22%
8/T suited 50.51% 45.84% 3.65% 4.67% 0.30% 39.52%
4/K unsuited 50.23% 45.57% 4.20% 4.65% 0.90% 40.42%
7/J suited 50.45% 45.80% 3.74% 4.65% 0.30% 40.72%
4/Q suited 49.76% 46.05% 4.18% 3.71% 0.30% 41.03%
7/Q unsuited 49.90% 46.37% 3.72% 3.53% 0.90% 41.93%
9/T unsuited 49.82% 46.75% 3.43% 3.06% 0.90% 42.84%
8/J unsuited 49.71% 46.73% 3.55% 2.98% 0.90% 43.74%
3/K unsuited 49.33% 46.48% 4.19% 2.85% 0.90% 44.65%
6/Q unsuited 49% 46.95% 4.06% 2.05% 0.90% 45.55%
3/Q suited 48.94% 46.90% 4.16% 2.04% 0.30% 45.85%
8/9 suited 48.86% 47.25% 3.89% 1.60% 0.30% 46.15%
7/T suited 48.65% 47.37% 3.98% 1.28% 0.30% 46.46%
6/J suited 48.57% 47.36% 4.06% 1.21% 0.30% 46.76%
2/K unsuited 48.42% 47.41% 4.17% 1.02% 0.90% 47.66%
Pair of 2's 49.39% 48.72% 1.90% 0.67% 0.45% 48.11%
2/Q suited 48.10% 47.76% 4.13% 0.34% 0.30% 48.42%
5/Q unsuited 47.96% 47.72% 4.32% 0.24% 0.90% 49.32%
5/J suited 47.82% 47.85% 4.33% -0.03% 0.30% 49.62%
8/T unsuited 47.82% 48.38% 3.81% -0.56% 0.90% 50.53%
7/J unsuited 47.73% 48.36% 3.91% -0.64% 0.90% 51.43%
4/Q unsuited 46.92% 48.67% 4.41% -1.74% 0.90% 52.34%
7/9 suited 46.99% 48.75% 4.25% -1.76% 0.30% 52.64%
4/J suited 46.87% 48.73% 4.40% -1.86% 0.30% 52.94%
6/T suited 46.80% 48.92% 4.28% -2.12% 0.30% 53.24%
3/J suited 46.04% 49.58% 4.38% -3.54% 0.30% 53.54%
3/Q unsuited 46.02% 49.59% 4.39% -3.56% 0.90% 54.45%
8/9 unsuited 46.07% 49.87% 4.06% -3.81% 0.90% 55.35%
7/8 suited 45.68% 49.81% 4.50% -4.13% 0.30% 55.66%
7/T unsuited 45.83% 50.01% 4.16% -4.18% 0.90% 56.56%
6/J unsuited 45.71% 50.02% 4.26% -4.31% 0.90% 57.47%
6/9 suited 45.15% 50.29% 4.55% -5.14% 0.30% 57.77%
2/J suited 45.20% 50.45% 4.35% -5.24% 0.30% 58.07%
2/Q unsuited 45.11% 50.52% 4.37% -5.41% 0.90% 58.97%
5/T suited 44.94% 50.51% 4.55% -5.57% 0.30% 59.28%
5/J unsuited 44.90% 50.54% 4.55% -5.64% 0.90% 60.18%
4/T suited 44.20% 51.14% 4.65% -6.94% 0.30% 60.48%
7/9 unsuited 44.07% 51.48% 4.45% -7.40% 0.90% 61.39%
6/8 suited 43.82% 51.33% 4.85% -7.51% 0.30% 61.69%
4/J unsuited 43.87% 51.50% 4.64% -7.63% 0.90% 62.59%
6/T unsuited 43.85% 51.66% 4.49% -7.82% 0.90% 63.50%
5/9 suited 43.31% 51.87% 4.82% -8.56% 0.30% 63.80%
3/T suited 43.38% 51.99% 4.63% -8.61% 0.30% 64.10%
6/7 suited 42.83% 52.09% 5.08% -9.26% 0.30% 64.40%
3/J unsuited 42.97% 52.42% 4.62% -9.45% 0.90% 65.31%
7/8 unsuited 42.69% 52.59% 4.72% -9.90% 0.90% 66.21%
2/T suited 42.54% 52.86% 4.60% -10.32% 0.30% 66.52%
5/8 suited 41.99% 52.90% 5.11% -10.91% 0.30% 66.82%
6/9 unsuited 42.10% 53.12% 4.78% -11.02% 0.90% 67.72%
2/J unsuited 42.05% 53.35% 4.60% -11.30% 0.90% 68.63%
5/T unsuited 41.86% 53.36% 4.79% -11.50% 0.90% 69.53%
4/9 suited 41.41% 53.68% 4.91% -12.28% 0.30% 69.83%
5/7 suited 40.98% 53.63% 5.39% -12.65% 0.30% 70.14%
4/T unsuited 41.06% 54.05% 4.90% -12.99% 0.90% 71.04%
3/9 suited 40.81% 54.28% 4.91% -13.47% 0.30% 71.34%
6/8 unsuited 40.70% 54.21% 5.09% -13.52% 0.90% 72.25%
5/6 suited 40.35% 54.08% 5.57% -13.73% 0.30% 72.55%
4/8 suited 40.10% 54.70% 5.20% -14.60% 0.30% 72.85%
5/9 unsuited 40.14% 54.80% 5.06% -14.66% 0.90% 73.76%
3/T unsuited 40.16% 54.97% 4.88% -14.81% 0.90% 74.66%
2/9 suited 39.97% 55.14% 4.88% -15.17% 0.30% 74.96%
6/7 unsuited 39.65% 55.01% 5.34% -15.35% 0.90% 75.87%
4/7 suited 39.11% 55.41% 5.48% -16.30% 0.30% 76.17%
2/T unsuited 39.24% 55.90% 4.86% -16.66% 0.90% 77.07%
4/5 suited 38.53% 55.63% 5.84% -17.09% 0.30% 77.38%
5/8 unsuited 38.74% 55.89% 5.37% -17.14% 0.90% 78.28%
4/6 suited 38.48% 55.81% 5.70% -17.33% 0.30% 78.58%
3/8 suited 38.28% 56.54% 5.18% -18.25% 0.30% 78.88%
4/9 unsuited 38.09% 56.74% 5.17% -18.66% 0.90% 79.79%
5/7 unsuited 37.67% 56.65% 5.67% -18.98% 0.90% 80.69%
2/8 suited 37.68% 57.14% 5.18% -19.46% 0.30% 81%
3/7 suited 37.30% 57.23% 5.46% -19.93% 0.30% 81.30%
3/9 unsuited 37.43% 57.39% 5.18% -19.96% 0.90% 82.20%
5/6 unsuited 37.01% 57.12% 5.86% -20.11% 0.90% 83.11%
3/5 suited 36.76% 57.37% 5.87% -20.61% 0.30% 83.41%
3/6 suited 36.69% 57.62% 5.70% -20.93% 0.30% 83.71%
4/8 unsuited 36.71% 57.82% 5.48% -21.11% 0.90% 84.62%
2/9 unsuited 36.52% 58.32% 5.16% -21.80% 0.90% 85.52%
3/4 suited 35.73% 58.44% 5.83% -22.72% 0.30% 85.82%
4/7 unsuited 35.66% 58.56% 5.78% -22.90% 0.90% 86.73%
2/7 suited 35.44% 59.13% 5.43% -23.69% 0.30% 87.03%
4/5 unsuited 35.07% 58.76% 6.16% -23.69% 0.90% 87.93%
4/6 unsuited 35% 58.98% 6.01% -23.98% 0.90% 88.84%
2/5 suited 34.93% 59.23% 5.84% -24.30% 0.30% 89.14%
2/6 suited 34.84% 59.50% 5.66% -24.66% 0.30% 89.44%
3/8 unsuited 34.75% 59.78% 5.47% -25.03% 0.90% 90.35%
2/4 suited 33.92% 60.26% 5.82% -26.34% 0.30% 90.65%
2/8 unsuited 34.09% 60.43% 5.48% -26.34% 0.90% 91.55%
3/7 unsuited 33.72% 60.51% 5.77% -26.80% 0.90% 92.46%
3/5 unsuited 33.16% 60.64% 6.20% -27.47% 0.90% 93.36%
3/6 unsuited 33.07% 60.91% 6.02% -27.84% 0.90% 94.27%
2/3 suited 33.09% 61.12% 5.78% -28.03% 0.30% 94.57%
3/4 unsuited 32.07% 61.77% 6.16% -29.71% 0.90% 95.48%
2/7 unsuited 31.71% 62.54% 5.75% -30.83% 0.90% 96.38%
2/5 unsuited 31.19% 62.62% 6.18% -31.43% 0.90% 97.29%
2/6 unsuited 31.08% 62.93% 5.99% -31.85% 0.90% 98.19%
2/4 unsuited 30.12% 63.72% 6.16% -33.60% 0.90% 99.10%
2/3 unsuited 29.24% 64.63% 6.13% -35.39% 0.90% 100%
Total 47.97% 47.97% 4.07% 100%

The following chart illustrates the value of each in a two-player game, based on the expected value numbers above. Remember that this is based on a two-player game. As the number of players increase the value of suited and connected cards increase, while the value of pairs and high rank decrease.


Image courtesy of Lewis.

The next table shows the exact number of combinations for each type of hand and outcome.

Initial Hold'em Hands in Rank Order - 2 Player Game

Cards Win Lose Draw
Pair of A's 10689050508 1827970020 68413872
Pair of K's 10334823348 2180549292 70061760
Pair of Q's 10022031864 2489608080 73794456
Pair of J's 9710037624 2795732640 79664136
Pair of T's 9396318660 3100636344 88479396
Pair of 9's 9019433616 3467431668 98569116
Pair of 8's 8648381088 3824878572 112174740
K/A suited 5556016860 2695828836 138443904
Pair of 7's 8271821268 4185073272 128539860
Q/A suited 5480008468 2760067476 150213656
J/A suited 5403146868 2820166172 166976560
K/A unsuited 16227502536 8515112196 428254068
T/A suited 5326903848 2876538768 186846984
Q/A unsuited 15985713540 8720474832 464680428
J/A unsuited 15740646876 8912667168 517554756
Q/K suited 5236247160 2987581872 166460568
Pair of 6's 7891070340 4547183796 147180264
9/A suited 5160839760 3016078036 213371804
T/A unsuited 15497221704 9092919708 580727388
J/K suited 5158061144 3049188680 183039776
8/A suited 5076780420 3072539816 240969364
T/K suited 5083430220 3105241880 201617500
Q/K unsuited 15211323060 9444274260 515271480
7/A suited 4982713800 3139541936 268033864
9/A unsuited 14964016392 9540798468 666053940
J/K unsuited 14961874836 9641415084 567578880
Pair of 5's 7505957532 4907085336 172391532
J/Q suited 4956217576 3234663532 199408492
9/K suited 4919909716 3243785672 226594212
5/A suited 4871747772 3206623380 311918448
6/A suited 4881378024 3219122704 289788872
8/A unsuited 14693282100 9723241152 754345548
T/K unsuited 14723519508 9820780404 626568888
T/Q suited 4880685140 3291973852 217630608
4/A suited 4794026832 3278130392 318132376
7/A unsuited 14390063712 9939252312 841552776
8/K suited 4764879872 3370019408 255390320
3/A suited 4726674144 3347256736 316358720
J/Q unsuited 14323792908 10228648776 618427116
9/K unsuited 14198293956 10265635344 706939500
5/A unsuited 14030819688 10156250556 983798556
6/A unsuited 14063041320 10195561344 912266136
9/Q suited 4717255432 3431137856 241896312
7/K suited 4685668056 3420792044 283829500
T/J suited 4711548744 3448330720 230410136
2/A suited 4657136004 3418914204 314239392
T/Q unsuited 14082444036 10412137392 676287372
Pair of 4's 7080126660 5312421552 192886188
4/A unsuited 13776739008 10388902356 1005227436
6/K suited 4598270648 3483916764 308102188
8/K unsuited 13700915064 10670255592 799698144
8/Q suited 4565745456 3555935008 268609136
3/A unsuited 13555849932 10613575560 1001443308
5/K suited 4516816096 3544730964 328742540
9/J suited 4540152204 3589956848 260180548
9/Q unsuited 13557534336 10858998252 754336212
T/J unsuited 13548473136 10906688220 715707444
7/K unsuited 13445605572 10834203360 891059868
2/A unsuited 13327296792 10846174716 997397292
4/K suited 4437527136 3617856828 334905636
7/Q suited 4406872624 3684927940 298489036
6/K unsuited 13163639580 11037567576 969661644
3/K suited 4368834452 3688385916 333069232
9/T suited 4394571368 3718728732 276989500
8/J suited 4389099188 3715250836 285939576
Pair of 3's 6650047464 5720468052 214918884
6/Q suited 4336038248 3729828676 324422676
8/Q unsuited 13071363540 11259165660 840339600
5/K unsuited 12901056312 11232744804 1037067684
9/J unsuited 12998080776 11361371772 811416252
2/K suited 4299180380 3760233764 330875456
5/Q suited 4255005336 3790282148 345002116
8/T suited 4237863772 3846142844 306282984
4/K unsuited 12642107712 11470417812 1058343276
7/J suited 4233275140 3843163392 313851068
4/Q suited 4175262940 3863932512 351094148
7/Q unsuited 12561362136 11672495220 937011444
9/T unsuited 12539043384 11767972884 863852532
8/J unsuited 12513359484 11763185532 894323784
3/K unsuited 12417107796 11699390856 1054370148
6/Q unsuited 12332844936 11817319212 1020704652
3/Q suited 4106074268 3935038804 349176528
8/9 suited 4099182876 3964811484 326295240
7/T suited 4081979392 3974745192 333565016
6/J suited 4075519804 3973845076 340924720
2/K unsuited 12188434992 11932334604 1050099204
Pair of 2's 6215338932 6131263428 238832040
2/Q suited 4035881656 4007516560 346891384
5/Q unsuited 12071696952 12011245188 1087926660
5/J suited 4012315744 4014522472 363451384
8/T unsuited 12036232488 12176548164 958088148
7/J unsuited 12013081716 12173201868 984585216
4/Q unsuited 11811371136 12250510116 1108987548
7/9 suited 3942621392 4090671224 356996984
4/J suited 3932416972 4088400276 369472352
6/T suited 3926672108 4104432864 359184628
3/J suited 3863036176 4159779908 367473516
3/Q unsuited 11584866456 12481233300 1104769044
8/9 unsuited 11595799440 12553786212 1021283148
7/8 suited 3833028948 4179323008 377937644
7/T unsuited 11535749664 12588830592 1046288544
6/J unsuited 11506494924 12591725328 1072648548
6/9 suited 3788313664 4219861368 382114568
2/J suited 3792615692 4232576904 365097004
2/Q unsuited 11354561340 12716085408 1100222052
5/T suited 3770514368 4237642236 382132996
5/J unsuited 11302890012 12722079864 1145898924
4/T suited 3708849436 4291052704 390387460
7/9 unsuited 11093320344 12957068928 1120479528
6/8 suited 3676499988 4306901164 406888448
4/J unsuited 11042141700 12961981992 1166745108
6/T unsuited 11036953920 13004307372 1129607508
5/9 suited 3634061588 4351955816 404272196
3/T suited 3639580380 4362401812 388307408
6/7 suited 3593517120 4370161484 426610996
3/J unsuited 10815107388 13193480184 1162281228
7/8 unsuited 10746273060 13237780164 1186815576
2/T suited 3569242692 4435207380 385839528
5/8 suited 3523121184 4438503004 428665412
6/9 unsuited 10597789824 13370942340 1202136636
2/J unsuited 10584165504 13429245108 1157458188
5/T unsuited 10535890248 13430062140 1204916412
4/9 suited 3474177508 4504174356 411937736
5/7 suited 3438257200 4499538784 452493616
4/T unsuited 10333998000 13604142900 1232727900
3/9 suited 3423807796 4554104352 412377452
6/8 unsuited 10243683888 13646331336 1280853576
5/6 suited 3385329780 4537587344 467372476
4/8 suited 3364739252 4589448464 436101884
5/9 unsuited 10102761228 13793242116 1274865456
3/T unsuited 10107409188 13835440968 1228018644
2/9 suited 3353846652 4626624744 409818204
6/7 unsuited 9981208956 13846071576 1343588268
4/7 suited 3281350684 4649083360 459855556
2/T unsuited 9876826080 14071123164 1222919556
4/5 suited 3232990992 4667156556 490142052
5/8 unsuited 9751514484 14067046860 1352307456
4/6 suited 3228665440 4682984704 478639456
3/8 suited 3212017860 4743496732 434775008
4/9 unsuited 9586525644 14282879400 1301463756
5/7 unsuited 9483045336 14259485076 1428338388
2/8 suited 3161395856 4793871944 435021800
3/7 suited 3129876416 4801904088 458509096
3/9 unsuited 9420931080 14445280980 1304656740
5/6 unsuited 9316432056 14378645004 1475791740
3/5 suited 3084159428 4813740036 492390136
3/6 suited 3078013796 4834343060 477932744
4/8 unsuited 9240017508 14552686056 1378165236
2/9 unsuited 9191649444 14679937752 1299281604
3/4 suited 2997628812 4903575660 489085128
4/7 unsuited 8976366960 14740582584 1453919256
2/7 suited 2973505028 4961014704 455769868
4/5 unsuited 8828636988 14791471284 1550760528
4/6 unsuited 8810556372 14846284920 1514027508
2/5 suited 2930689164 4969642304 489958132
2/6 suited 2922971144 4992190388 475128068
3/8 unsuited 8746838952 15047705172 1376324676
2/4 suited 2845813760 5055981376 488494464
2/8 unsuited 8579951172 15211128912 1379788716
3/7 unsuited 8487091056 15231747684 1452030060
3/5 unsuited 8347913928 15262466808 1560488064
3/6 unsuited 8323953276 15332715768 1514199756
2/3 suited 2776512252 5128405976 485371372
3/4 unsuited 8071367556 15549182928 1550318316
2/7 unsuited 7981752972 15742612788 1446503040
2/5 unsuited 7851752316 15763134840 1555981644
2/6 unsuited 7822767648 15839619720 1508481432
2/4 unsuited 7580812908 16038350616 1551705276
2/3 unsuited 7359823500 16268685960 1542359340
Total 1334125369292 1334125369292 113130263816

Methodology: The 2-player program considered all combin(52,2)*combin(50,2)*combin(48,5)=2,781,381,002,400 possible outcomes in a 2-player game of Texas Hold'em.

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