Hero's EV (based on villains range）= 65.92
EV of Hero Shoving (Breakeven = Villain Folds more than 8.09%)

I don't understand what this means, how do you understand 8.09% here, please explain

Well, I don't know what the SPR is or what your equity is if called, so I can't answer directly, but it would have to be a tiny bet size if you had no equity when called.

This is an EV equation best used as a formula on the river when you have air, but can be adapted to breakeven bets when we have equity: EV (in pot sized bets) = a- ((1-a) *b) , where a is the fold % and b is the bet size.

I can modify this to find breakeven point when I have equity as follows: EV(psb) = .0809 ($POT) + .9191(%W*$W) – .9191(%L*$L). $W and $L. If you lose when called, this is = .0809 * pot - .9191 * bet. Setting pot =1, you get a bet size of 8.8% pot. I am guessing you have equity when called, otherwise the pot size would be 65.92/.088 = 749 bb.

The only way I could know breakeven point is if you could tell the size of the bet compared to the pot size and your equity vs villain range when he calls. Let me know if you have trouble plugging in the numbers.

current pot size 82 villain fold%=38.9
How are the two rows of data in the figure below calculated?

Assuming you mean : how do you get 20.44% equity when villain folds 18.56% of the time. This is a breakeven point. Because you are bluffing, you need him to fold 18.56% to make it profitable. This looks like a 3/4 pot bet graph for your range (skip the calc. and get a breakeven bet chart, available at DWarrior's pokering on wordpress).

This equation covers all outcomes and both sides should be equal to show the breakeven point.
.2044* 1.75 (pot +bet when called) * .8144 + .1856* 1 (pot won when bluffing) = .8144 * 0.75 (you are called and lose the 3/4 pot bluff bet) . This gives me .486 = .48. I bet the money left behind on flop is just under 3/4 pot (~60 bb). If you put in the exact bet size 1.7(?), this equation will balance.

However, in practice you don't know the villain calling range. So, you LET the call range = x AND fold range 1-x. Solve for x. This should be no problem if you remember your rules of algebra :-)

Try some examples to make sense of it. What program are you using for this equity calc?

n the process of playing cards, the opponent's fold rate must be obtained through pt4, etc. If you can't use the website, you can't use these data, it is difficult to know these data, omaha does not have gto?
In the helpless game, I don't know there is omaha math, online information, let yourself improve

What data are you looking for? Omaha does have GTO solver. It is called MonkerSolver, but requires a huge amount of RAM and CPU power. PLO Vision or PLO Trainer can also be used to set up scenarios to learn GTO for a monthly fee. I also know that opponent's fold % data for flop CATEGORIES was made available in the PLO Mastermind course as a .pdf.

I'm not sure what you are looking for, as it appears that English is not your primary language.

I was in far-away Kazakhstan, and I said that there are documents for translation. Poker is very enthusiastic. For the PDF you mentioned, I don’t know what text it is, what is the breakeven% formula, and how to calculate it.

If you have a question about PT4, you should ask in the PT4 Support Thread.

What is the formula for calculating breakeven %? please write

I posted it here: .2044* 1.75 (pot +bet when called) * .8144 + .1856* 1 (pot won when bluffing) = .8144 * 0.75 (you are called and lose the 3/4 pot bluff bet) . Then I wrote: in practice you don't know the villain calling range. So, you LET the call range = x AND fold range 1-x. Solve for x.

so you make it .2044 (equity) * 1.75 (pot size when called at river) * x (call range) + (1-x) * 1 = x * .75 and solve for x. If you don't get close to x=.8144 in THIS example, you made a mistake.

https://dwarrior.wordpress.com/tag/fold-equity/ That is easier than doing this on the table. But if you are in a live game, you can do the following:



equation is : win% when called * (pot + bet) (1.75 if 3/4 pot bet) * call % (.8156 in example) + fold% (.1844) * 1(pot) - lose% when called * bet * call % = 0

this is used for river bluffing or when all in on previous street. If you don't know call and fold%, make that call% = x and fold% = 1-x


BY THE WAY: There was a minor error and an X (call%) missing on the lose side of the equation last time I did this.

In the above figure, it should be a two player game simulation. The villain river card fold%=38.9. I don't know how to calculate it, but what card was discarded

Fold, turn, river, fold% on every street, little guy maybe the flush, three, Shunza, here we can, online we can use HUD software, look at every street villain data, here's the statistics. If Omaha has more than 270,000 hands that match the public hand, the numbers are huge, and the simulator is an AI player, and The Fold% gets bigger as you go on, do not know how to divide a range, how to give the villain to construct his fold rate range?

It means that if he is folding 8% of the time you should shove your hand. If he folds over 8% of the time, you are printing money in that spot basically.

This flod equity, flod% in the picture=38.9, how to calculate 38.9 here