Quote:
Originally Posted by robert_utk
Applications of Rochambeau "Rock Paper Scissors" come to mind.
GTO would be all three decisions are weighted equally, and betting on one or another is break even.
Exploit would be where Rock pays more than Paper which pays more than Scissors. So the logic ensues as to what level your opponent is on, starting from "Rock pays most so I should choose Rock."
Personally I like to imagine poker in general as the centroid of a triangle. All triangles have a central point of balance, even weird ones.
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Another way to look at it is this
With rock scissors paper, a GTO strategy is to play all three options with equal frequency and no discernible pattern. This strategy should not be exploitable, however neither is it exploitive. It is indifferent to your competitors strategy.
Let's say that your opponent plays rock 3 times as much as scissors or paper. He now has an unbalanced strategy that exploits scissors heavy players, and is exploited by paper heavy players.
GTO in this case again remains indifferent, not being exploitable nor exploitive. The exploitive strategy, though, would be to increase your frequency of paper. This unbalances your strategy, though, and leaves you vulnerable to a shift to a scissors heavy strategy.
Exploitive strategies are exploitable. GTO minimizes your ability to be exploited, but is also therefore not the best for exploiting unbalanced opponents.
One of the key questions that I have always asked here is this-in 99.9% of the games, is GTO even the desired strategy? When playing unbalanced opponents who are not, themselves, trying to play GTO, is it not better to try and identify opponents imbalances and exploit them