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Practical Poker Math

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We now have all the numbers needed to calculate the odds of<br />

flopping a Set and Set only:<br />

Total Possibilities = 19,600<br />

– WILLs = 2,112<br />

WILLNOTs = 17,488<br />

Odds of Flopping a Set Only with a Pocket Pair<br />

WILLNOTs : WILLs<br />

17,488 : 2,112<br />

Reduce<br />

17,488 / 2,112 : 2,112 / 2,112<br />

8.28 : 1<br />

Pocket Pair >>> Set or Full House<br />

This calculation is much the same as the one above except<br />

you don’t subtract the possible Pairs from the possible 2card<br />

combinations.<br />

First find the number of 2-card combinations possible from<br />

the remaining unseen 50 cards minus the 2 cards that will<br />

make the Set — Comb(48, 2):<br />

(48 * 47) = 1,128<br />

(1 * 2)<br />

Multiply the result (1,128) by the number of remaining cards<br />

that WILL make the Set (2) and you will have the number of<br />

possible 3-card Flops that will make the Set or a Full House:<br />

1,128 * 2 = 2,256<br />

Also there is the possibility that a Set could come on the<br />

Flop, which would also make a Full House with the Pair in<br />

73<br />

Before the Flop

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