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Poker Math That Matters

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182<br />

2. Hero: J♠A♠<br />

Villain: QQ, KK, 55, 44<br />

Board: 5♦4♠T♠<br />

What is hero's equity assuming we're all-in?<br />

Answer: These hands fit well into two groups. We have<br />

a lot of outs against his big pairs, but we're crushed by<br />

his sets. Against the big pairs, we have about 45%<br />

equity (remember against half of the pair hands, you'll<br />

only have 8 flush outs instead of 9). Against the sets, we<br />

have about 25% equity. There are 12 combinations of<br />

big pairs, and 6 combinations of the sets. So, the big<br />

pairs are two times more likely than the sets. We have<br />

to find 2/3 of the way from 25 up to 45. <strong>That</strong> middle of<br />

25 and 45 is 35. But, we have to slide it more towards<br />

45. I'd estimate the equity to be in the upper 30s. If you<br />

<strong>Poker</strong>stove it, you'll find our equity to be 39%.<br />

3. Hero: 3♠3♥<br />

Villain: KT, TT, 55, A♦K♦<br />

Board: 5♦3♦T♠<br />

What is hero's equity assuming we're all-in?<br />

Answer: Villain’s range divides into three categories.<br />

KT is in terrible shape with 6% equity. TT and 55 have<br />

us in terrible shape by having 96% equity. Then A♦K♦<br />

has about 25% equity. There are 12 combinations of

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