Quote:
Originally Posted by MikeStarr
That's fine, but every time this happens to you (you have TP or an overpair and get raised), add up the extra money you lost when you called the flop raise only to fold the turn. I folded the flop and you folded the turn so you lost $35 more than me.
Of course you get to collect whatever money you win when you win the hand. Do this for 1000 hours and get back to me. Unless you play some crazy wild aggro games, you're going to lose money long term calling the flop raise just to fold the turn.
IMO there are a reasonable number of hands that much of the population raise on the flop and check on the turn once called: AT, JJ (which obviously won't usually outdraw us), QQ. There are also several semibluffs that might behave like this: 98, 97, 86, 76, even the much discussed QJ. I find it easy to imagine hands like this raising because "Obviously he's just cbetting AK" since every raiser always has AK if you want to call with a pair. Then when that raise gets called, it seems scarier because maybe OP doesn't have AK. So taking a free card suddenly seems prudent.
Apparently you disagree that some or all of those are in the population's range here. Most importantly, we should each watch our own game's/games' player pool carefully to assess.
In addition, we outdraw a set 4.5% of the time on the turn, outdraw two pair 11% of the time, and pick up decent equity against a straight 4.5% of the time. That's not enough to call a substantial bet if know we're behind, of course, but it could swing a close flop decision if you're unsure whether my view or your view of flop raising ranges is correct.
Quote:
Originally Posted by MikeStarr
There's probably 5% of players who will raise flops like that without being able to beat TP. The tough ones are when the flop is something like 632 and you have KK and the guy could easily have TT-QQ and raise the flop.
"the guy could easily have TT-QQ" suggests that you think TT-QQ are often flatting preflop. It's unclear to me why you think JJ or QQ would raise 632 but not T96. (JJ outdrew us but that's not relevant because the context is now "every time this happens to you" meaning on the flop.)
There's a case that you're correct and I'm wrong, involving more specific ranges for the population (or subsets of the population), aside from the fact that we disagree about whether AT raises here (you think 5% or less, I think it's a bit more although certainly not always) you haven't made that case clearly yet. Anyway, this disagreement goes beyond the simplicity implied by the "add up the extra money you lost" game.
Last edited by AKQJ10; 07-16-2018 at 07:01 PM.