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Originally Posted by Renton555
Your hand will essentially have 95%+ equity or 0% equity on the vast majority of turn-river runouts. It's very difficult to play optimally against a polarized range, even from position, so OOP's best strategy is to build big pots with ranges that will be as polarized as possible, which should therefore include some hands like this. It's basically a value check raise for the runouts that complete your hand (something like 36% of them), and it will be a natural bluff for the boards that brick your hand, where you should still get lots of credit for JJ/TT/JT/66. If you didn't have the bdfd it would be more of a c/c since you have a lower value draw in that case.
You have it backwards, check/call allows him to play more easily vs your specific hand, as he can essentially default to a strategy of betting top pair + and a lot of bluffs on every street, and on many turns (such as this one, but even on a turn like the 5c) he can turn your hand into a 0ev hand with >50% of his range.
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I said river runouts, obviously your hand will be 90% or 20% on turns, but that 20% is dynamic equity that is distributed primarily to nuts or air rivers (aside from when you pair up, but that's air for all intents and purposes).
I think you have some options after check/raising and getting called, but I think barreling off almost no matter what comes is a pretty safe bet with this combo. You're definitely far too deep for the river bet to be all in, it would most likely go something like 210 on flop, 650 on turn, 1750 on river, leaving a lot left. There might be some runouts that favor overbetting with your range, however.
I don't like the check-raise to 210 with any part of our range this deep, nor do I agree with any of the reasoning in these posts. A check-raise to 450 seems more viable at first glance, though there's still much to compute in terms of how that strategy fares over check-calling.
I assume that 'difficult' means 'low EV', since a counterstrategy to a purely polarized strategy that excludes 3-betting has only one range threshold per hand type and should hardly be described as complex. In that case, having a polarized check-raising range of JT+, 98+ (in any high frequency) will be a severe drain on the EV of one's check-calling range; Villain will be able to overbet turn and river at a high frequency on many runouts.
Now, you say, optimal play should preclude profitable deviation with any single part of our range. We all know that the lowest equity tier of bluffs has 0 EV, so no improvements there. As for the runouts for which 98 is 'value', we must weigh the value of a flop check-raise to a value of a future check-raise for which the runout is (partially) known. Well, as you noted, that value comes from folding out Villain's 5% equity on our value runouts, namely chops/K9 and some backdoor flush draws. The former is unlikely to fold to 210 (but might fold or 3-bet vs. 450), while the latter should be a very small part of Villain's continuation betting range to begin with when you think about it. Combined, I don't see these pieces of equity overpowering the value of knowing the runout.
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If you didn't have the bdfd it would be more of a c/c since you have a lower value draw in that case.
I've no idea what this is about - your check-raise vs. check-call threshold should be the top end of your bluffs, not the bottom. Is there something specific to deep-stacked play that I'm missing?
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You have it backwards, check/call allows him to play more easily vs your specific hand, as he can essentially default to a strategy of betting top pair + and a lot of bluffs on every street
I don't believe that this is easy at all. There are numerous sizing considerations, especially at these stack depths.