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Stack Size Analysis
Here is the scenario,
You have 100 bb and are looking for opportunities to apply pressure and use leverage. How can you exploit different stack sizes?
To make it easy, let’s say that we are playing big blind ante which means the blinds and antes add up to 2.5 bb before action begins. The villain opens kind of large to 3.75 bb and you defend from the big blind. The pot size is 10 bb. I like easy math.
Now, on the flop, our opponent c-bets 5 bb into 10 bb to try and take it down. As the big stack, we have 3 options (fold, call, or raise). This brings me to the topic of the day — “STACK SIZES”. Our optimal decision depends on our opponents stack size.
15 bb — If our opponent has 15 bb and they bet 5 bb of it, they would be calling their remaining 10 bb all-in. The pot size of 10 bb is 67% of their stack size. This is a spot where our opponent has invested 33% of their stack and they have 1.0 pot sized bets remaining. <i style=”font-family: inherit; font-size: inherit;”> If we raise all-in, we would be offering reverse pot odds of = (15 bb + 10 bb) to (15 bb – 5 bb) = (25 bb) to (10 bb) or 2.5 to 1 odds. As Yoda would say,<i style=”font-family: inherit; font-size: inherit;”> “fold equity have we don’t”.
20 bb — If our opponent has 20 bb and they bet 5 bb of it, they would be calling their remaining 15 bb all-in. The pot size of 10 bb is 50% of their stack size. They have invested 25% of their stack and they have 1.5 pot sized bets remaining. If we raise all-in, we would be offering reverse pot odds of = (20 bb + 10 bb) to (20 bb – 5 bb) = (30 bb) to (15 bb) or 2.0 to 1 odds.
25 bb — If our opponent has 25 bb and they bet 5 bb of it, they would be calling their remaining 20 bb all-in. The pot size of 10 bb is 40% of their stack size. They have invested 20% of their stack and they have 2.0 pot sized bets remaining. If we raise all-in, we would be offering reverse pot odds of = (25 bb + 10 bb) to (25 bb – 5 bb) = (35 bb) to (20 bb) or 1.75 to 1 odds.
30 bb — If our opponent has 30 bb and they bet 5 bb of it, they would be calling their remaining 25 bb all-in. The pot size of 10 bb is 33% of their stack size. They have invested 16.7% of their stack and they have 2.5 pot sized bets remaining. If we raise all-in, we would be offering reverse pot odds of = (30 bb + 10 bb) to (30 bb – 5 bb) = (40 bb) to (25 bb) or 1.6 to 1 odds.
To conclude, I’ve added an excel sheet where you can identify the:
—- % pot size = size of the pot in relation to the size of the effective stack
—- % bet size = size of the bet in relation to the size of the effective stack
To find the reverse pot odds of you decide to re-raise them all-in.
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