#POKER HAND EQUITY CALCULATOR FULL#

We can probably assume that Villain won’t always have the nut flush draw, so let's subtract a couple percent for the times that he doesn’t have an additional 3 outs to an ace. This means there are 12 total outs for Villain. There are 9 remaining flush cards that will give him a flush, and three remaining aces that will give him a better two pair. We can use the same simple formula that we just used to calculate how much equity his flush draw + overcard has. Now for the combos of bluffs, let’s say that Villain has the nut flush draw. This gives us approximately 10% equity against Villain’s trips. We could still hit running kings of course, so we’ll throw in an extra 2% or so to make things simple. (Outs) x (2) x (Streets remaining) = Approx. We can quickly calculate our approximate equity by multiplying our outs by 2 for each street, then adding them together.

#POKER HAND EQUITY CALCULATOR FULL#

If Villain has trip sixes we basically have just two outs to improve, since a queen on the turn or river would give us the better full house. Our hand is K ♠ Q ♠ which gives us two pair, kings and sixes on a board of Q ♥ 6 ♥ 6 ♦. Now that we’ve decided Villain can have 10 combos of trip sixes and 10 combos of flush draws, we need to find our hand’s equity versus each of these possibilities. Calculate Equity Versus Value and Bluffs.Now that we have made our approximation, we have to figure out our equity versus both Villain’s trips combos and his flush draws. Let’s say for the sake of simplicity that Villain can have 10 combos of trips and 10 combos of flush draws here. In order to have any hope of calculating this problem in real time you’ll have to make some broad assumptions. Obviously it’s going to be near impossible to figure out exactly how often our exact Villain can be bluffing or value betting. This leaves us with basically two possibilities, either Villain has a 6 for trips or he has a flush draw. If you think that Villain can make this play with a worse hand like QJ this becomes a pretty obvious call, but in this example let's assume that Villain either has a hand that beats us or a bluff. Given the preflop action in this hand we can basically assume that Villain can’t have AA, KK or AQ, because he probably would have 3-bet with them preflop. First, we have to assign a range of hands for Villain before we can calculate our hand’s equity against it and compare it to the pot odds offered. There are a few steps we’ll have to take to break down this situation. Hero bets $25, Villain jams all in for $150. Hero has K ♠ Q ♠ in the Small Blind, is the preflop raiser, and is heads up versus the Big Blind. In today’s article we’ll break down a simple math equation that will tell you roughly how much equity you have against your opponent’s range, and we’ll look at some practical ways to simplify calculation in game.įirst let’s look at a hand example, then we’ll break down the math: Being able to calculate simple odds and equity in game will give you a massive edge over your opponents. Poker math is almost never fun for most players, but it can be extremely helpful in close situations where the default play isn’t obvious.

Poker hand equity calculator