What they don't do, however, is tell you how to calculate poker equity. They tell you the value, the odds, and the optimal play based on your cards.
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With so many poker equity calculators out there, you might ask: " why should I learn how to calculate the equity in poker?"Ī quick tap on your mobile phone or tools like this poker odds calculator can do the math for you.
#Online poker equity calculator free#
Register a free account at 888poker to access outstanding poker strategy articles! Play Now How to Calculate Equity in Poker Unless you understand what equity is in poker (and how to use it to your advantage), your results will hardly get your name featured on our articles here on PokerNews. If you are one of them, I have bad news for you: After all, that's not what they expected when they first entered the world of poker. Not many love to think they should base their decisions on numbers or rely on a math-based approach when they play cards. The concept of ' poker equity' is one beginners don't like and often struggle to understand. There's also a list of the best poker equity calculators, so you can sit back and let someone else do the math for you.Ĭontinue reading to understand why you need to master the concept of equity in poker and how you can use the best poker equity calculators to your advantage when you play online. what is equity in poker and why it matters.In this beginner's guide to poker equity, we cover: If you are looking for an article to finally understand the concept of poker equity, this is the right one for you. Preflop + Poker GTO Nash Charts (Free / $74.99).Poker equity calculator Holdem Lab 2 (Free).PokerNews poker equity calculator (Free).Thus the probability at least one of them holds a K is 0.36.Ī more accurate result would require using the initial ranges and running a Monte Carlo simulation which assigns CO and BTN a specific hand drawn randomly from that range for 10,000 iterations or so. To find out if at least one of them holds a K, we calculate the probability that neither of them holds a K We have to ignore a second order effect here which is that the specific combo that CO holds impacts the combos BTN can hold, but to a first order approximation it’s reasonable to also assign BTN a 0.20 probability of holding a K. So the probability the CO holds a K is 32/159 = 0.20. Easier is to use JJ-22,AQs-A2s,KTs+,QTs+,JTs,AQo-AJo,KJo+,QJo and let Equilab handle the card removal.
If you plug that into Equilab, you’ll get the correct range with removal. JJ-22, KJs-KTs, JTs, AdQd, AsQs, AcQc, KdQd, KsQs, KcQc, AdJd, AsJs, AcJc, QdJd, QsJs, QcJc, AdTd, AsTs, AcTc, QdTd, QsTs, QcTc, Ad9d, As9s, Ac9c, Ad8d, As8s, Ac8c, Ad7d, As7s, Ac7c, Ad6d, As6s, Ac6c, Ad5d, As5s, Ac5c, Ad4d, As4s, Ac4c, Ad3d, As3s, Ac3c, Ad2d, As2s, Ac2c, KJo, AdQs, AdQc, AsQd, AsQc, AcQd, AcQs, AdJh, AdJs, AdJc, AsJd, AsJh, AsJc, AcJd, AcJh, AcJs, KdQs, KdQc, KhQd, KhQs, KhQc, KsQd, KsQc, KcQd, KcQs, QdJh, QdJs, QdJc, QsJd, QsJh, QsJc, QcJd, QcJh, QcJs
So I played around in Equilab and got the following: Those ranges are a bit of a mess because of your blockers and the fact the ranges are beheaded (premiums chopped off since your opponents called rather than 3-bet). For simplicity we’ll give them identical calling ranges. Let’s suppose you open from EP with AhQh and both CO and BTN call. You also need to assign yourself a specific hand to properly account for card removal effects. However, you can arrive at an estimate once you’ve assigned such ranges for this specific case. There’s no general solution since it depends, even in the restricted case of a single preflop raise and two calls, on the ranges played by your opponents. If you find any inaccuracies or find any cool results, let me know in the comments below! We also have another tool called the Fold Equity Calculator which is useful when trying to figure out how often villain needs to fold for your shoves to be +EV. You can use this calculator to solve the EV of calls, shoves, and more. Notice your call is expected to earn you $350 in the long run. Sounds like a great call to me!
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