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Practical Poker Math

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From a Game Theory Perspective<br />

While it is important to know the money odds and the odds<br />

of improvement, to see the total picture a player must also<br />

consider certain aspects of opposing players’ hands, as well<br />

as their likely actions and reactions.<br />

To have a true idea of expectation in any given hand, a player<br />

needs to know only 3 pieces of information:<br />

1. The likely size of the pot at the end<br />

2. The cost to continue to the end<br />

3. A player’s Total Odds of winning the pot.<br />

Sometimes calculating a player’s Total Odds of winning the<br />

pot can be one of the most complex calculations in all of<br />

poker. This is because it involves far more than knowing the<br />

odds of whether or not a certain hand will improve. In addition,<br />

a player must also consider:<br />

1. The possibility that he is drawing dead<br />

2. The possibility that his hand is already the Nuts<br />

3. The possibility that any of his opponents might<br />

either have him beat or out-draw him<br />

4. The possibility that his opponents might be manipulated<br />

out of the hand by well placed bets or raises.<br />

For example, assume you’re in a game where you have good<br />

knowledge of your opponents, you are on the button before<br />

the last card and have a 25% or 1 in 4 chance of completing<br />

a draw to what will surely be the best hand.<br />

A 25% probability of drawing the winning hand is equal to<br />

odds of 3 : 1 against. With odds of 3 to 1 against, a player<br />

95<br />

After the Flop

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