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ABCD Theorem - manipulating C
First off I want to say this is not a strategy thread. I've just been thinking about this stuff alot recently, and would appreciate any comments on my thought process. Most of the value people will get from this IMO will come from people who haven't ever read Renton's original thread.
If you aren't familiar with the ABCD theorem go to the following link:
http://www.flopturnriver.com/pokerfo...35.html#688308
What I have been thinking about mostly deals with how we should manipulate our C range, and how that should relate to the flow of the game.
Example 1. 100 bb effective, villain raises CO to 4xBB. We have only played a few orbits with villain, and potential spots for us to 3bet him haven't come up yet, but from data mining we know he is a thinking LAG who is opening 25% of hands from CO. We are on the Button. Assuming our villain's continuing to 3b range is JJ+, AK (3% of hands) he is going to be folding to our 3 bet 88% of the time (1-3/25)*100%. Lets assume that the blinds will fold 95% of the time so our 3b takes down the pot roughly 84% of the time.
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If we 3bet him to 12bb makes the expected value of our 3b bluffs ( C range):
.84*5.5bb-(1-.84)*12bb=2.7bb
Ie. 3betting any hand will immediately give us 2.7bb (more if we block some of his continuing range) on average just from FE. The problem, is 3 betting against a thinking opponent will cause adjustments. Every time we 3bet, thinking opponents at our table will increase their continue to 3b% against us. This means our 3bets for value gain equity, and our 3bets as a bluff lose equity.
Because we want to keep our C range profitable, we fold a wide range of hands, even though 3betting them would be profitable.
The thing is, this C range can vary dramatically. As Renton put it this range should be "as wide as we can get away with". In my mind, this doesn't mean there is an exact % of hands we can put into our C range and get away with it against this villain. In fact, I feel our C range should be adjusted based on how much we feel this particular 3bet will make our villain adjust.
So lets assume in this hand we had AA and 3bet for value. The next orbit comes around and he raises his CO again to 4bb. My point here is that our C range from the second hand should be a much tighter range our C range in the first hand.
So our C range gets bigger or smaller based on both how profitable a bluff raise is, and how much we feel 3betting will make our opponents adjust. If we haven't 3bet a reg on our right after 10 orbits, our C range should be quite large, whereas if we 3bet a reg on our right who we know is capable of adjusting the last 2 rounds, our C range should be extremely small, or even 0.
From this reasoning I feel it is highly profitable to be a very positionally oriented 3bettor at the micros. Although perhaps at higher limits opponents will be able to pick up on your 3betting range being very high/low at certain positions, microlimit regs are just looking at a 3b% stat. Clearly 3betting buttons is more profitable than other positions so we should already be doing it more here, but what I am saying is that our 3bets from any position cause virtually the same amount of adjustment. For this reason, our bluff:value ratio in less profitable situations can be very low, or even 0 whereas the same ratio should be much bigger from the button. What I'm getting at here, is if this reg on our right has a tight opening range from UTG, we can actually 3bet bluff him 0% of the time here because he's never going to pick up on it. Our 3bets from more profitable positions will cause him to adjust to our 3 bets in general, so there is no reason to balance our range in these spots.
There is probably more I wanted to say here, but I'm tired and need to sleep soon.
Thanks
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