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Poker Math That Matters

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3. Hero: K♥Q♥<br />

Villain:<br />

Call $20: QT, AJ, QJ, Q7<br />

Bluff raise (you’ll fold): 55<br />

Board: Q♠2♣9♥J♠7♦<br />

The pot is $20. Is a $20 value bet profitable?<br />

193<br />

Answer: Do not be discouraged if you didn’t get this<br />

one. It’s designed to show the impact of villain stealing<br />

from us. Again, QT and AJ give our bet value and total<br />

20 combinations. We lose to QJ and Q7. Those total 12<br />

combinations. We lose to 55 as well, which is 6<br />

combinations. So, the hands that beat us total 18<br />

combinations. We actually have more combinations of<br />

hands we beat, which is more than 50%. So, we may be<br />

thinking we need to bet. However, what we need to<br />

consider is the villain is actually stealing the $20 pot<br />

from us as well as our bet. So, our EV would look like<br />

this.<br />

QT and AJ: 53%<br />

QJ and Q7: 31%<br />

55: 16%<br />

0.53($20) + 0.31(-$20) + 0.16(-$40)<br />

10.6 – 6.2 – 6.40 = (-$2)<br />

So, even though the villain is calling with more than<br />

50% worse hand, we’re still not +EV with our bet<br />

because he’s stealing the pot from us.

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