Poker Hand Matchup Calculator
Your {{winrateWord}} is
{{ results.winrateResult + ' ± ' + results.resultError + winrateSymbol}}
There is a {{results.percentChance}}% chance you are a losing player
The most advanced Poker Odds Calculator on the web. Know your probability of having a winning hand against one or many opponents in Texas Hold'em. Poker Hand Matchup: Kelly Wong vs. Chris Brewer: Kelly Wong Win Pre-Flop Win Post-Flop Win Post-Turn; Starting Stack: 11,223,575 77.34% 84.65% 93.18%.
Your {{winrateWord}} is probably* between {{results.probably1}} and {{results.probably2 + winrateSymbol}}
And almost definitely† between {{results.definitely1}} and {{results.definitely2 + winrateSymbol}}
*~70%, †~95%
With 30% rakeback:
Your {{winrateWord}} would be {{ rbResults.winrateResult + ' ± ' + rbResults.resultError + winrateSymbol}}
There'd be a {{rbResults.percentChance}}% chance you'd be a losing player
Your {{winrateWord}} would probably* be between {{rbResults.probably1}} and {{rbResults.probably2 + winrateSymbol}}
And almost definitely† between {{rbResults.definitely1}} and {{rbResults.definitely2 + winrateSymbol}}
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Has anyone calculated the chance that any particular 2-card hand willbeat any randomly-dealt 2-card hand for all the possible random boards?I'd like to know for judging the relative value of 2-card hands.
There are 47,008 possible distinct head-to-head matchups. I have calculatedthe exact W/L/T values for all these (and boy are my arms tired).
Poker Hand Matchup Calculator 2019
From this, it isn't hard to calculate the expectation of any two cardhand. The exact ranking of all 169 hands is given below. It isinteresting to compare these values with Justin Cases' table in_Percentage Hold'Em_, which used simulation to estimate the hand values.I think the main difference is that I counted ties as worth 1/2, whileI think Justin's table counted ties as 1.
Poker Hand Matchup Calculator 2020
Note: These numbers do not give necessarily indicate how handsmatch up against each other, but how each hand will do independentlyagainst a random, unknown hand.For example, Q7s (0.5430) ranks just above K6off (0.5422) in thetable. That means, if you all-in preflop against an unknown hand, youwould pick Q7s instead of K6off. However, if you have a propositionbet where you can take either Qd7d or Kh6c against each other,then you should take Kh6c, since it is favored against Qd7d.
Poker Hand Matchup Calculator Cheat
AA | 0.8520371 | A4s | 0.5903364 | K5 | 0.5331397 | 96s | 0.4742829 | 85 | 0.4142753 |
---|---|---|---|---|---|---|---|---|---|
KK | 0.8239568 | A7 | 0.5884120 | J9 | 0.5325120 | J2s | 0.4737815 | 64s | 0.4133332 |
0.7992516 | K8s | 0.5831235 | K2s | 0.5321173 | Q2 | 0.4729544 | 83s | 0.4087350 | |
JJ | 0.7746947 | A3s | 0.5822032 | Q5s | 0.5276941 | T5s | 0.4721626 | 94 | 0.4067105 |
TT | 0.7501178 | QJ | 0.5813469 | T8s | 0.5233437 | J5 | 0.4718089 | 75 | 0.4051197 |
99 | 0.7205725 | K9 | 0.5781192 | K4 | 0.5232747 | T4s | 0.4653049 | 82s | 0.4027163 |
88 | 0.6916304 | A5 | 0.5769653 | J7s | 0.5232478 | 97 | 0.4629781 | 73s | 0.4003594 |
AKs | 0.6704463 | A6 | 0.5768245 | Q4s | 0.5185530 | 86s | 0.4624327 | 93 | 0.4001951 |
77 | 0.6623602 | Q9s | 0.5766432 | Q7 | 0.5176567 | J4 | 0.4618638 | 65 | 0.3994430 |
AQs | 0.6620886 | K7s | 0.5753774 | T9 | 0.5153167 | T6 | 0.4609200 | 53s | 0.3969296 |
AJs | 0.6539268 | JTs | 0.5752786 | J8 | 0.5149016 | 95s | 0.4572187 | 63s | 0.3953356 |
AK | 0.6532007 | A2s | 0.5737890 | K3 | 0.5142569 | T3s | 0.4569251 | 84 | 0.3944679 |
ATs | 0.6460239 | QT | 0.5729078 | Q6 | 0.5102405 | 76s | 0.4537177 | 92 | 0.3909794 |
AQ | 0.6443184 | 44 | 0.5702282 | Q3s | 0.5101925 | J3 | 0.4527554 | 43s | 0.3864195 |
AJ | 0.6356326 | A4 | 0.5672968 | 98s | 0.5080076 | 87 | 0.4505081 | 74 | 0.3854983 |
KQs | 0.6340040 | K6s | 0.5664074 | T7s | 0.5063904 | T2s | 0.4483948 | 72s | 0.3815589 |
66 | 0.6328475 | K8 | 0.5602017 | J6s | 0.5060591 | 85s | 0.4454499 | 54 | 0.3815529 |
A9s | 0.6278121 | Q8s | 0.5601773 | K2 | 0.5050872 | 96 | 0.4449135 | 64 | 0.3801049 |
AT | 0.6272165 | A3 | 0.5584460 | 22 | 0.5033402 | J2 | 0.4434847 | 52s | 0.3784933 |
KJs | 0.6256734 | K5s | 0.5579292 | Q2s | 0.5016904 | T5 | 0.4425095 | 62s | 0.3766896 |
A8s | 0.6194381 | J9s | 0.5566247 | Q5 | 0.5012008 | 94s | 0.4386197 | 83 | 0.3748381 |
KTs | 0.6178856 | Q9 | 0.5536043 | J5s | 0.4998685 | 75s | 0.4367554 | 42s | 0.3682901 |
KQ | 0.6145580 | JT | 0.5524770 | T8 | 0.4972127 | T4 | 0.4350411 | 82 | 0.3682767 |
A7s | 0.6098396 | K7 | 0.5518735 | J7 | 0.4968193 | 93s | 0.4326426 | 73 | 0.3660226 |
A9 | 0.6077281 | A2 | 0.5492856 | Q4 | 0.4912768 | 86 | 0.4324090 | 53 | 0.3626477 |
KJ | 0.6056869 | K4s | 0.5488464 | 97s | 0.4911773 | 65s | 0.4313339 | 63 | 0.3607763 |
55 | 0.6032492 | Q7s | 0.5430226 | J4s | 0.4907045 | 84s | 0.4270163 | 32s | 0.3598443 |
QJs | 0.6025921 | K6 | 0.5422328 | T6s | 0.4894068 | 95 | 0.4266914 | 43 | 0.3514589 |
K9s | 0.5998848 | K3s | 0.5405498 | J3s | 0.4823162 | T3 | 0.4259455 | 72 | 0.3458365 |
A5s | 0.5992293 | T9s | 0.5402753 | Q3 | 0.4821944 | 92s | 0.4241517 | 52 | 0.3428465 |
A6s | 0.5990583 | J8s | 0.5401564 | 98 | 0.4809703 | 76 | 0.4232275 | 62 | 0.3407514 |
A8 | 0.5987261 | 33 | 0.5369308 | 87s | 0.4793634 | 74s | 0.4184931 | 42 | 0.3319975 |
KT | 0.5973892 | Q6s | 0.5361257 | T7 | 0.4790814 | T2 | 0.4166835 | 32 | 0.3230323 |
QTs | 0.5946756 | Q8 | 0.5359979 | J6 | 0.4784427 | 54s | 0.4145342 |