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HOLE CARDS
RANKING - 1 OPP.
RANKING - 2 OPP.RANKING - 3 OPP.RANKING - 4 OPP.RANKING - 6 OPP.RANKING - 7 OPP.RANKING - 9 OPP.RANKING - 5 OPP.RANKING - 8 OPP.A-AA-KA-QA-JA-TA-9A-8A-7A-6A-5A-4A-3A-2K-KK-QK-JK-TK-9K-8K-7K-6K-5K-4K-3K-2Q-QQ-JQ-TQ-9Q-8Q-7Q-6Q-5Q-4Q-3Q-2J-JJ-TJ-9J-8J-7J-6J-5J-4J-3J-2T-TT-9T-8T-7T-6T-5T-4T-3T-29-99-89-79-69-59-49-39-28-88-78-68-58-48-38-27-77-67-57-47-37-26-66-56-46-36-25-55-45-35-24-44-34-23-33-22-2RANKING OF HANDS
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ENCYCLOPEDIA > HOLE CARDS > RANKING - 1 OPP. RANKING OF HOLE CARDS - 1 OPPONENT
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Description
The following table shows an overview of the probabilities for Win, Splitpot
or Lose for every possible Hole Card Combination in Heads Up Situations (1
opponent), where have been dealt all Community Cards (Flop, Turn and River) to
the Showdown.
This table bases on a complete calculation of all possible combinations.
Hole Card Combinations, which are signed with a 's' means that both cards are
of the same suit (Suited). |  |
Hole Card Rankings
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Probabilities
| Rank | Hand | Count | Win | Split | Lose | Win% | Split% | Lose% |
| 1 | AA | 6 | 1.781.508.418 | 12.596.492 | 303.467.490 | 84,9% | 0,6% | 14,5% |
| 2 | KK | 6 | 1.722.470.558 | 11.825.062 | 363.276.780 | 82,1% | 0,6% | 17,3% |
| 3 | QQ | 6 | 1.670.338.644 | 12.447.178 | 414.786.578 | 79,6% | 0,6% | 19,8% |
| 4 | JJ | 6 | 1.618.339.604 | 13.425.458 | 465.807.338 | 77,2% | 0,6% | 22,2% |
| 5 | TT | 6 | 1.566.053.110 | 14.894.668 | 516.624.622 | 74,7% | 0,7% | 24,6% |
| 6 | 99 | 6 | 1.503.238.936 | 16.576.288 | 577.757.176 | 71,7% | 0,8% | 27,5% |
| 7 | 88 | 6 | 1.441.396.848 | 18.843.892 | 637.331.660 | 68,7% | 0,9% | 30,4% |
| 8 | AKs | 4 | 1.389.004.215 | 35.718.902 | 672.849.283 | 66,2% | 1,7% | 32,1% |
| 9 | 77 | 6 | 1.378.636.878 | 21.579.094 | 697.356.428 | 65,7% | 1,0% | 33,2% |
| 10 | AQs | 4 | 1.370.002.117 | 38.661.340 | 688.908.943 | 65,3% | 1,8% | 32,8% |
| 11 | AK | 12 | 1.352.291.878 | 36.880.170 | 708.400.352 | 64,5% | 1,8% | 33,8% |
| 12 | AJs | 4 | 1.350.786.717 | 42.852.066 | 703.933.617 | 64,4% | 2,0% | 33,6% |
| 13 | AQ | 12 | 1.332.142.795 | 39.915.700 | 725.513.905 | 63,5% | 1,9% | 34,6% |
| 14 | ATs | 4 | 1.331.725.962 | 47.819.672 | 718.026.766 | 63,5% | 2,3% | 34,2% |
| 15 | 66 | 6 | 1.313.127.516 | 26.581.004 | 757.863.880 | 62,6% | 1,3% | 36,1% |
| 16 | AJ | 12 | 1.311.720.573 | 44.321.894 | 741.529.933 | 62,5% | 2,1% | 35,4% |
| 17 | KQs | 4 | 1.309.061.790 | 41.751.319 | 746.759.291 | 62,4% | 2,0% | 35,6% |
| 18 | AT | 12 | 1.291.435.142 | 49.586.280 | 756.550.978 | 61,6% | 2,4% | 36,1% |
| 19 | A9s | 4 | 1.290.209.940 | 54.450.877 | 752.911.583 | 61,5% | 2,6% | 35,9% |
| 20 | KJs | 4 | 1.289.515.286 | 45.896.121 | 762.160.993 | 61,5% | 2,2% | 36,3% |
| 21 | KTs | 4 | 1.270.857.555 | 50.540.552 | 776.174.293 | 60,6% | 2,4% | 37,0% |
| 22 | A8s | 4 | 1.269.195.105 | 61.350.267 | 767.027.028 | 60,5% | 2,9% | 36,6% |
| 23 | KQ | 12 | 1.267.610.255 | 43.087.392 | 786.874.753 | 60,4% | 2,1% | 37,5% |
| 24 | 55 | 6 | 1.250.992.922 | 28.864.230 | 817.715.248 | 59,6% | 1,4% | 39,0% |
| 25 | A9 | 12 | 1.247.001.366 | 56.696.826 | 793.874.208 | 59,4% | 2,7% | 37,8% |
| 26 | KJ | 12 | 1.246.822.903 | 47.446.342 | 803.303.155 | 59,4% | 2,3% | 38,3% |
| 27 | A7s | 4 | 1.245.678.450 | 68.175.247 | 783.718.703 | 59,4% | 3,3% | 37,4% |
| 28 | QJs | 4 | 1.239.054.394 | 49.988.300 | 808.529.706 | 59,1% | 2,4% | 38,5% |
| 29 | K9s | 4 | 1.229.977.429 | 56.784.730 | 810.810.241 | 58,6% | 2,7% | 38,7% |
| 30 | KT | 12 | 1.226.959.959 | 52.362.176 | 818.250.265 | 58,5% | 2,5% | 39,0% |
| 31 | A8 | 12 | 1.224.440.175 | 64.054.460 | 809.077.765 | 58,4% | 3,1% | 38,6% |
| 32 | QTs | 4 | 1.220.171.285 | 54.543.829 | 822.857.286 | 58,2% | 2,6% | 39,2% |
| 33 | A6s | 4 | 1.218.945.834 | 73.846.019 | 804.780.547 | 58,1% | 3,5% | 38,4% |
| 34 | A5s | 4 | 1.217.936.943 | 79.182.771 | 800.452.686 | 58,1% | 3,8% | 38,2% |
| 35 | A7 | 12 | 1.199.171.976 | 71.390.052 | 827.010.372 | 57,2% | 3,4% | 39,4% |
| 36 | A4s | 4 | 1.198.506.708 | 80.736.253 | 818.329.439 | 57,1% | 3,8% | 39,0% |
| 37 | QJ | 12 | 1.193.649.409 | 51.683.695 | 852.239.296 | 56,9% | 2,5% | 40,6% |
| 38 | K8s | 4 | 1.191.219.968 | 63.983.757 | 842.368.675 | 56,8% | 3,1% | 40,2% |
| 39 | K9 | 12 | 1.183.191.163 | 59.059.727 | 855.321.510 | 56,4% | 2,8% | 40,8% |
| 40 | A3s | 4 | 1.181.668.536 | 80.292.839 | 835.611.025 | 56,3% | 3,8% | 39,8% |
| 41 | 44 | 6 | 1.180.021.110 | 32.280.006 | 885.271.284 | 56,3% | 1,5% | 42,2% |
| 42 | Q9s | 4 | 1.179.313.858 | 60.610.255 | 857.648.287 | 56,2% | 2,9% | 40,9% |
| 43 | JTs | 4 | 1.177.887.186 | 57.738.711 | 861.946.503 | 56,2% | 2,8% | 41,1% |
| 44 | QT | 12 | 1.173.537.003 | 56.505.383 | 867.530.014 | 55,9% | 2,7% | 41,4% |
| 45 | K7s | 4 | 1.171.417.014 | 71.097.168 | 855.058.218 | 55,8% | 3,4% | 40,8% |
| 46 | A6 | 12 | 1.170.423.808 | 77.520.458 | 849.628.134 | 55,8% | 3,7% | 40,5% |
| 47 | A5 | 12 | 1.169.234.974 | 83.243.793 | 845.093.633 | 55,7% | 4,0% | 40,3% |
| 48 | A2s | 4 | 1.164.284.001 | 79.763.007 | 853.525.392 | 55,5% | 3,8% | 40,7% |
| 49 | A4 | 12 | 1.148.061.584 | 85.029.533 | 864.481.283 | 54,7% | 4,1% | 41,2% |
| 50 | K6s | 4 | 1.147.775.089 | 78.818.249 | 870.979.062 | 54,7% | 3,8% | 41,5% |
| 51 | K8 | 12 | 1.141.742.922 | 66.789.614 | 889.039.864 | 54,4% | 3,2% | 42,4% |
| 52 | Q8s | 4 | 1.141.436.364 | 67.288.461 | 888.847.575 | 54,4% | 3,2% | 42,4% |
| 53 | J9s | 4 | 1.135.038.051 | 65.181.314 | 897.353.035 | 54,1% | 3,1% | 42,8% |
| 54 | Q9 | 12 | 1.129.794.528 | 63.009.453 | 904.768.419 | 53,9% | 3,0% | 43,1% |
| 55 | A3 | 12 | 1.129.654.161 | 84.714.189 | 883.204.050 | 53,9% | 4,0% | 42,1% |
| 56 | K5s | 4 | 1.129.204.024 | 82.369.832 | 885.998.544 | 53,8% | 3,9% | 42,2% |
| 57 | JT | 12 | 1.129.039.428 | 59.790.389 | 908.742.583 | 53,8% | 2,9% | 43,3% |
| 58 | K7 | 12 | 1.120.467.131 | 74.406.932 | 902.698.337 | 53,4% | 3,5% | 43,0% |
| 59 | A2 | 12 | 1.110.608.066 | 84.377.021 | 902.587.313 | 52,9% | 4,0% | 43,0% |
| 60 | K4s | 4 | 1.109.381.784 | 83.910.606 | 904.280.010 | 52,9% | 4,0% | 43,1% |
| 61 | 33 | 6 | 1.108.341.244 | 35.952.122 | 953.279.034 | 52,8% | 1,7% | 45,4% |
| 62 | Q7s | 4 | 1.101.718.156 | 74.762.052 | 921.092.192 | 52,5% | 3,6% | 43,9% |
| 63 | T9s | 4 | 1.098.642.842 | 69.383.552 | 929.546.006 | 52,4% | 3,3% | 44,3% |
| 64 | J8s | 4 | 1.097.274.797 | 71.621.071 | 928.676.532 | 52,3% | 3,4% | 44,3% |
| 65 | K6 | 12 | 1.095.029.027 | 82.746.204 | 919.797.169 | 52,2% | 3,9% | 43,9% |
| 66 | K3s | 4 | 1.092.208.613 | 83.451.505 | 921.912.282 | 52,1% | 4,0% | 44,0% |
| 67 | Q8 | 12 | 1.089.280.295 | 70.176.402 | 938.115.703 | 51,9% | 3,3% | 44,7% |
| 68 | J9 | 12 | 1.083.173.398 | 67.766.123 | 946.632.879 | 51,6% | 3,2% | 45,1% |
| 69 | Q6s | 4 | 1.082.216.989 | 82.898.371 | 932.457.040 | 51,6% | 4,0% | 44,5% |
| 70 | K5 | 12 | 1.075.088.026 | 86.617.280 | 935.867.094 | 51,3% | 4,1% | 44,6% |
| 71 | K2s | 4 | 1.074.795.095 | 82.903.061 | 939.874.244 | 51,2% | 4,0% | 44,8% |
| 72 | Q5s | 4 | 1.063.751.334 | 86.434.726 | 947.386.340 | 50,7% | 4,1% | 45,2% |
| 73 | T8s | 4 | 1.059.465.943 | 76.706.923 | 961.399.534 | 50,5% | 3,7% | 45,8% |
| 74 | J7s | 4 | 1.058.318.785 | 78.602.560 | 960.651.055 | 50,5% | 3,7% | 45,8% |
| 75 | K4 | 12 | 1.053.508.976 | 88.390.246 | 955.673.178 | 50,2% | 4,2% | 45,6% |
| 76 | Q7 | 12 | 1.046.780.178 | 78.236.230 | 972.555.992 | 49,9% | 3,7% | 46,4% |
| 77 | T9 | 12 | 1.044.920.282 | 72.135.813 | 980.516.305 | 49,8% | 3,4% | 46,7% |
| 78 | Q4s | 4 | 1.043.815.735 | 87.957.734 | 965.798.931 | 49,8% | 4,2% | 46,0% |
| 79 | J8 | 12 | 1.042.779.957 | 74.675.084 | 980.117.359 | 49,7% | 3,6% | 46,7% |
| 80 | 22 | 6 | 1.035.889.822 | 39.937.648 | 1.021.744.930 | 49,4% | 1,9% | 48,7% |
| 81 | K3 | 12 | 1.034.758.983 | 88.059.152 | 974.754.265 | 49,3% | 4,2% | 46,5% |
| 82 | Q3s | 4 | 1.026.518.567 | 87.478.329 | 983.575.504 | 48,9% | 4,2% | 46,9% |
| 83 | Q6 | 12 | 1.025.796.140 | 86.999.788 | 984.776.472 | 48,9% | 4,1% | 46,9% |
| 84 | 98s | 4 | 1.024.795.719 | 81.709.987 | 991.066.694 | 48,9% | 3,9% | 47,2% |
| 85 | T7s | 4 | 1.020.494.848 | 83.531.047 | 993.546.505 | 48,7% | 4,0% | 47,4% |
| 86 | J6s | 4 | 1.017.087.378 | 87.023.882 | 993.461.140 | 48,5% | 4,1% | 47,4% |
| 87 | K2 | 12 | 1.015.702.916 | 87.703.240 | 994.166.244 | 48,4% | 4,2% | 47,4% |
| 88 | Q2s | 4 | 1.008.970.414 | 86.907.043 | 1.001.694.943 | 48,1% | 4,1% | 47,8% |
| 89 | Q5 | 12 | 1.005.974.746 | 90.855.528 | 1.000.742.126 | 48,0% | 4,3% | 47,7% |
| 90 | J5s | 4 | 1.003.078.936 | 91.047.043 | 1.003.446.421 | 47,8% | 4,3% | 47,8% |
| 91 | T8 | 12 | 1.003.019.374 | 79.988.781 | 1.014.564.245 | 47,8% | 3,8% | 48,4% |
| 92 | J7 | 12 | 1.001.090.143 | 82.200.711 | 1.014.281.546 | 47,7% | 3,9% | 48,4% |
| 93 | 97s | 4 | 985.655.348 | 89.389.039 | 1.022.528.013 | 47,0% | 4,3% | 48,7% |
| 94 | Q4 | 12 | 984.280.928 | 92.610.602 | 1.020.680.870 | 46,9% | 4,4% | 48,7% |
| 95 | J4s | 4 | 983.104.243 | 92.552.285 | 1.021.915.872 | 46,9% | 4,4% | 48,7% |
| 96 | T6s | 4 | 979.875.454 | 91.588.859 | 1.026.108.087 | 46,7% | 4,4% | 48,9% |
| 97 | 98 | 12 | 966.316.620 | 85.255.031 | 1.046.000.749 | 46,1% | 4,1% | 49,9% |
| 98 | J3s | 4 | 965.759.044 | 92.052.576 | 1.039.760.780 | 46,0% | 4,4% | 49,6% |
| 99 | Q3 | 12 | 965.405.538 | 92.259.060 | 1.039.907.802 | 46,0% | 4,4% | 49,6% |
| 100 | T7 | 12 | 961.312.472 | 87.342.655 | 1.048.917.273 | 45,8% | 4,2% | 50,0% |
| 101 | 87s | 4 | 958.257.237 | 94.624.204 | 1.044.690.959 | 45,7% | 4,5% | 49,8% |
| 102 | J6 | 12 | 956.933.639 | 91.328.446 | 1.049.310.315 | 45,6% | 4,4% | 50,0% |
| 103 | J2s | 4 | 948.153.923 | 91.458.448 | 1.057.960.029 | 45,2% | 4,4% | 50,4% |
| 104 | Q2 | 12 | 946.213.445 | 91.880.144 | 1.059.478.811 | 45,1% | 4,4% | 50,5% |
| 105 | 96s | 4 | 945.285.843 | 97.321.344 | 1.054.965.213 | 45,1% | 4,6% | 50,3% |
| 106 | T5s | 4 | 942.628.592 | 95.717.446 | 1.059.226.362 | 44,9% | 4,6% | 50,5% |
| 107 | J5 | 12 | 941.907.501 | 95.686.550 | 1.059.978.349 | 44,9% | 4,6% | 50,5% |
| 108 | T4s | 4 | 927.212.359 | 97.781.062 | 1.072.578.979 | 44,2% | 4,7% | 51,1% |
| 109 | 97 | 12 | 924.443.362 | 93.525.237 | 1.079.603.801 | 44,1% | 4,5% | 51,5% |
| 110 | J4 | 12 | 920.178.475 | 97.423.732 | 1.079.970.193 | 43,9% | 4,6% | 51,5% |
| 111 | T6 | 12 | 917.805.222 | 96.075.026 | 1.083.692.152 | 43,8% | 4,6% | 51,7% |
| 112 | 86s | 4 | 917.332.424 | 103.514.814 | 1.076.725.162 | 43,7% | 4,9% | 51,3% |
| 113 | T3s | 4 | 909.895.095 | 97.261.049 | 1.090.416.256 | 43,4% | 4,6% | 52,0% |
| 114 | 95s | 4 | 908.515.397 | 101.252.246 | 1.087.804.757 | 43,3% | 4,8% | 51,9% |
| 115 | J3 | 12 | 901.258.949 | 97.051.742 | 1.099.261.709 | 43,0% | 4,6% | 52,4% |
| 116 | 76s | 4 | 898.379.280 | 106.652.878 | 1.092.540.242 | 42,8% | 5,1% | 52,1% |
| 117 | 87 | 12 | 895.522.755 | 99.053.241 | 1.102.996.404 | 42,7% | 4,7% | 52,6% |
| 118 | T2s | 4 | 892.310.673 | 96.644.079 | 1.108.617.648 | 42,5% | 4,6% | 52,9% |
| 119 | J2 | 12 | 882.013.792 | 96.649.822 | 1.118.908.786 | 42,0% | 4,6% | 53,3% |
| 120 | 96 | 12 | 881.208.214 | 102.119.120 | 1.114.245.066 | 42,0% | 4,9% | 53,1% |
| 121 | 85s | 4 | 880.780.296 | 107.350.550 | 1.109.441.554 | 42,0% | 5,1% | 52,9% |
| 122 | T5 | 12 | 877.990.854 | 100.604.674 | 1.118.976.872 | 41,9% | 4,8% | 53,3% |
| 123 | 94s | 4 | 868.544.377 | 103.168.631 | 1.125.859.392 | 41,4% | 4,9% | 53,7% |
| 124 | T4 | 12 | 861.166.500 | 102.922.298 | 1.133.483.602 | 41,1% | 4,9% | 54,0% |
| 125 | 75s | 4 | 859.564.300 | 113.312.677 | 1.124.695.423 | 41,0% | 5,4% | 53,6% |
| 126 | 93s | 4 | 855.951.949 | 103.278.560 | 1.138.341.891 | 40,8% | 4,9% | 54,3% |
| 127 | 86 | 12 | 851.699.386 | 108.678.865 | 1.137.194.149 | 40,6% | 5,2% | 54,2% |
| 128 | 65s | 4 | 843.853.539 | 119.322.154 | 1.134.396.707 | 40,2% | 5,7% | 54,1% |
| 129 | T3 | 12 | 842.284.099 | 102.529.860 | 1.152.758.441 | 40,2% | 4,9% | 55,0% |
| 130 | 95 | 12 | 841.896.769 | 106.433.761 | 1.149.241.870 | 40,1% | 5,1% | 54,8% |
| 131 | 84s | 4 | 841.184.813 | 109.209.668 | 1.147.177.919 | 40,1% | 5,2% | 54,7% |
| 132 | 92s | 4 | 838.461.663 | 102.638.748 | 1.156.471.989 | 40,0% | 4,9% | 55,1% |
| 133 | 76 | 12 | 831.764.487 | 111.968.745 | 1.153.839.168 | 39,7% | 5,3% | 55,0% |
| 134 | T2 | 12 | 823.068.840 | 102.104.936 | 1.172.398.624 | 39,2% | 4,9% | 55,9% |
| 135 | 74s | 4 | 820.337.671 | 115.153.162 | 1.162.081.567 | 39,1% | 5,5% | 55,4% |
| 136 | 85 | 12 | 812.626.207 | 112.887.261 | 1.172.058.932 | 38,7% | 5,4% | 55,9% |
| 137 | 54s | 4 | 808.247.748 | 122.740.851 | 1.166.583.801 | 38,5% | 5,9% | 55,6% |
| 138 | 64s | 4 | 804.687.454 | 122.138.899 | 1.170.746.047 | 38,4% | 5,8% | 55,8% |
| 139 | 83s | 4 | 803.004.465 | 108.877.949 | 1.185.689.986 | 38,3% | 5,2% | 56,5% |
| 140 | 94 | 12 | 798.877.137 | 108.650.286 | 1.190.044.977 | 38,1% | 5,2% | 56,7% |
| 141 | 82s | 4 | 790.348.964 | 108.939.647 | 1.198.283.789 | 37,7% | 5,2% | 57,1% |
| 142 | 75 | 12 | 790.253.778 | 119.228.873 | 1.188.089.749 | 37,7% | 5,7% | 56,6% |
| 143 | 93 | 12 | 785.077.590 | 108.916.368 | 1.203.578.442 | 37,4% | 5,2% | 57,4% |
| 144 | 73s | 4 | 782.469.104 | 114.816.547 | 1.200.286.749 | 37,3% | 5,5% | 57,2% |
| 145 | 65 | 12 | 773.741.286 | 125.610.783 | 1.198.220.331 | 36,9% | 6,0% | 57,1% |
| 146 | 53s | 4 | 771.039.857 | 123.302.872 | 1.203.229.671 | 36,8% | 5,9% | 57,4% |
| 147 | 84 | 12 | 770.001.459 | 115.042.076 | 1.212.528.865 | 36,7% | 5,5% | 57,8% |
| 148 | 63s | 4 | 767.024.543 | 121.962.221 | 1.208.585.636 | 36,6% | 5,8% | 57,6% |
| 149 | 92 | 12 | 765.970.787 | 108.468.440 | 1.223.133.173 | 36,5% | 5,2% | 58,3% |
| 150 | 43s | 4 | 749.407.203 | 122.476.620 | 1.225.688.577 | 35,7% | 5,8% | 58,4% |
| 151 | 74 | 12 | 748.030.580 | 121.360.612 | 1.228.181.208 | 35,7% | 5,8% | 58,6% |
| 152 | 72s | 4 | 743.376.257 | 114.131.740 | 1.240.064.403 | 35,4% | 5,4% | 59,1% |
| 153 | 54 | 12 | 735.719.749 | 129.442.230 | 1.232.410.421 | 35,1% | 6,2% | 58,8% |
| 154 | 52s | 4 | 732.672.291 | 122.694.871 | 1.242.205.238 | 34,9% | 5,8% | 59,2% |
| 155 | 64 | 12 | 731.584.979 | 128.797.097 | 1.237.190.324 | 34,9% | 6,1% | 59,0% |
| 156 | 83 | 12 | 728.903.246 | 114.888.696 | 1.253.780.458 | 34,7% | 5,5% | 59,8% |
| 157 | 62s | 4 | 728.263.880 | 121.261.052 | 1.248.047.468 | 34,7% | 5,8% | 59,5% |
| 158 | 82 | 12 | 714.995.931 | 115.177.366 | 1.267.399.103 | 34,1% | 5,5% | 60,4% |
| 159 | 42s | 4 | 711.453.440 | 122.328.954 | 1.263.790.006 | 33,9% | 5,8% | 60,3% |
| 160 | 73 | 12 | 707.257.588 | 121.203.179 | 1.269.111.633 | 33,7% | 5,8% | 60,5% |
| 161 | 53 | 12 | 695.659.494 | 130.252.858 | 1.271.660.048 | 33,2% | 6,2% | 60,6% |
| 162 | 32s | 4 | 694.128.063 | 121.548.181 | 1.281.896.156 | 33,1% | 5,8% | 61,1% |
| 163 | 63 | 12 | 691.034.721 | 128.811.451 | 1.277.726.228 | 32,9% | 6,1% | 60,9% |
| 164 | 43 | 12 | 672.613.963 | 129.405.379 | 1.295.553.058 | 32,1% | 6,2% | 61,8% |
| 165 | 72 | 12 | 665.146.081 | 120.742.594 | 1.311.683.725 | 31,7% | 5,8% | 62,5% |
| 166 | 52 | 12 | 654.312.693 | 129.877.323 | 1.313.382.384 | 31,2% | 6,2% | 62,6% |
| 167 | 62 | 12 | 649.269.252 | 128.334.924 | 1.319.968.224 | 31,0% | 6,1% | 62,9% |
| 168 | 42 | 12 | 631.734.409 | 129.520.959 | 1.336.317.032 | 30,1% | 6,2% | 63,7% |
| 169 | 32 | 12 | 613.318.625 | 128.742.131 | 1.355.511.644 | 29,2% | 6,1% | 64,6% |
Illustation
The following illustration shows the Ranking of Hole
Cards graphically. Above the diagonal you find Hole Card Combinations, where
both cards are of the same suit (Suited) and below the diagonal the Hole Card
Combinations, where each card are of different suites
(Offsuit).
The color shows you the Winning Probability of each Hole Card
Combination. Red Combinations have a low Probability to win, Yellow Combinations
are moderate and Green Combinations have a high Winning Probability.
Click on the illustration to refer to the detailed Hole Card Information of
the selected Hole Card Combination.
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