![]() Analyzing heads up or cash scenariosĮarlier I said that formula 1 is correct and formula 2 is wrong. You can then quickly get an idea of your required equity. All you need to know is EV fold and EV of win vs. Last formula is very simple to use and has practical value. It can be rewritten as equity% > ICM EV of fold / ICM EV of win (3) If lose scenario doesn’t grant us any payout and ICM EV of lose is 0% it can be simplified toĮquity% × ICM EV of win > ICM EV of fold (2) Hand equity% × ICM EV of win + (100 - equity%) × ICM EV of lose > ICM EV of fold Incorrect formula is based on this equity% and is It still includes both win% and tie%, and doesn’t include hand equity. Hand win% × ICM EV of win + Hand tie% × ICM EV of tie > ICM EV of fold(1 simplified) If we aren’t in the money yet formula can be simplified to ![]() Hand win% × ICM EV win + Hand tie% × ICM EV tie + Hand lose% × ICM EV lose > ICM EV fold (1) In tournament spot we choose call over fold when our ICM EV of Call is greater than ICM EV of fold. Correct formulas, which answer this question and discussion of mistake in popular but simplified approach to this poker problem in this article. This shortcut is best used when facing shoves while holding a draw.“How much equity do I need to make the call” is a common question asked in various tournament spots. Regardless, it’s a useful tool to keep in your toolbox when playing. It’s possible that more money goes in later if you hit your draw. villain may have an AA in the above example, in which case your 8 ♠ out gives them a boat). It’s possible that not all your outs are clean (e.g. It’s also possible that your opponent is sometimes bluffing, so you’ll have more equity. If the flop bet isn’t a shove, then you may have to contend with facing another bet on the turn. While this method is useful for quickly estimating your equity with draws, it’s not perfect. ![]() You only need to win 33% of the time to break even (you’re risking 1 pot to win 2 pots), and you will win more often than that. Now multiply by 4 since this is on the flop: 9 x 4 = 36Ĭalculate your pot odds. This works because there are approximately 50 cards in a deck, so each out adds about 2% equity for every card drawn.Įxample: Your opponent shoves pot on the flop, and you have a spade draw ![]()
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |