Independent Chip Modeling (ICM) determines your equity share of the prize pool in a tournament based on the stack sizes of the remaining opponents and the probability of your finish. With these probabilities, a dollar value can be associated with your stack size. marked poker
ICM is usually much more prevalent in SNGs, but can also apply when there are large payout jumps at the final table of a tournament. Most experienced SNG players are very familiar with ICM and it’s use, but may not understand the mechanics behind it, or how to calculate it by hand.
The need for ICM stems from a non-linear value of tournament chips. In all SNGs that are not winner-take-all, or in the heads-up stage, the chips that you risk will be of a lesser value than the chips you stand to gain.
For example, in a 6-man $20 SNG, with prizes of $84 for first place, and $36 for second place, you start with 1500 chips worth $20. If you win you’ll finish with 6 times as many chips as you started with (9000), which are worth 4.2 times as much money as you started with ($84). That may not seem fair, but all of the prize money is distributed at the end, so if you know how to use ICM as a weapon, you will end up with the lion’s share of the prize pool much more often than 1 in 6 times.
The Mechanics behind Calculating ICM.
Poker and Pot Odds
In poker there are good bets and bad bets – the game is simply a way of determining who can
tell the difference. This is where the concept of pot odds comes into play. Put simply, pot
odds means is there enough in the pot to call a bet.
The fundamental principle of playing a drawing hand in poker is that you need a pot big
enough to call. When we have a flush draw or a straight draw we will make our hand on the
next card almost 20% of the time (19% for flush and 17% for the straight draw). That is, 20%
of the time we will make our desired hand and 80% we won’t. The ratio 20 to 80 can be
expressed as odds of 4-to-1. Therefore, if the pot is $80 we can almost call a $20 bet to
break-even. I say almost because we have to make a profit so, a call of $20 is appropriate
when there is more than $80 in the pot. marked cards
Know the Odds
You should already know how to calculate odds based upon the number of “outs”. If you don
’t know the odds of hitting certain common draws then please go back and study our previous
lesson on calculating odds and outs in poker. For the benefit of this lesson we’ll include
the handy chart below:
Table: Odds and outs from the flop and the turn to the river:
Chart of common poker odds and outs
PDF chart for poker drawing oddsWe have created a printable PDF version of the poker drawing
odds chart (opens in a new window). You will need Adobe Acrobat on your computer to view it
on screen. We recommend you print the chart and be sure to memorize these odds, particularly
the common draws – as your time is better spent analyzing your opponents’ play rather than
attempting to perform mathematical calculations in your head.
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