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Poker Math That Matters

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Hero: 6♠7♠<br />

Villain: A♣K♦<br />

Board: K♥5♠6♣<br />

39<br />

Now you have both the backdoor flush draw and the backdoor<br />

straight draw. Now your percentage would change to 26%. This<br />

is about an 8% increase from when you have no backdoor draws.<br />

This is a significant increase and can really impact how you play<br />

a hand. Now, in terms of counting outs, if you’re going to see<br />

both the turn and river, you can add an extra out for a backdoor<br />

draw. So again, looking at your board here, you have the five<br />

outs for the 4s and 5s in the deck, but you also have the backdoor<br />

flush draw and backdoor straight draw. Since you’re all-in and<br />

will be seeing both the turn and the river, you can add one out<br />

for each backdoor draw. So, we can say you have seven outs in<br />

this hand. This is easy enough, but sometimes things are not so<br />

obvious. Sometimes the outs get a little sneaky.<br />

Let’s talk about those hidden outs. Sometimes we have more<br />

outs than we first think. Future cards can often take our<br />

opponent’s cards out of play and vice versa.<br />

Hero: A♠Q♣<br />

Villain: 3♣3♦<br />

Board: T♥T♦8♠5♣<br />

Of course, your opponent has a pair of 3s, and you only have A<br />

high. How many outs do you have? Many times people only<br />

think about an A or Q to give them a pair. There are three As<br />

left, and three Qs left. <strong>That</strong> would be six outs. However, your<br />

hand is much stronger than that verses 33. If the river came an 8,<br />

you now would win the hand. Your best five cards would be

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