I don't understand why everyone is so gung-ho to jam all the chips in with TPTK and a flush draw. Yeah we have a great hand, and I might jam it in there if we were in position and villain leads out for $50 on the turn.
But villain has bet the whole way and just re-raised us on the turn. Am I the only one giving him credit for better than one pair?
Sure, he may be bluffing/semi-bluffing because he read our $25 bet as weak. Or maybe he thinks his AJ or KJ is good. But otherwise we are putting an extra $200 at risk and drawing to 7-12 outs.
If I'm the villain....
Hero limps OOP pre - so we can rule out super premium hands like AK and TT through AA.
Hero check-calls flop on a board with 2 suits - so we can rule out hero having two pair or a set and trying to protect against a flush draw via giving villain improper odds to call
Hero bets weak on turn, which screams "I have a flush draw or a good jack" when the turn brings the Jc
Villain probably has us on one of two things - either exactly the hand we have (XJdd) or a total bluff with a busted straight draw. We have the Jd so logically the villain cannot. I assume villain has at least as much experience playing with hero as I do in reading his strat posts, and I'm just not putting him on a big pocket pair (flop limp), 2 pair or a set (no flop bet, weak turn raise), and slowplaying to trap us.
So now we're at the river. The question is "can we get max value?". We need to look at villain's range and the pot.
Villain's range - There is a chance that he was bluffing on the turn with the raise, in which case this exercise is moot because villain isn't even calling a $1 bet on the river. So let's assume he has a legitimate hand.Villain's likely holdings (and we can absolutely argue about this) are any flush, AJ, KJ, QJ, 99, TT, JJ (unlikely), QQ, or KK. Villain is LAG, but not sticky.
Pot - we have $150ish left and the pot is $300ish. If we rule out bluff raises on the turn from villain, we can assume he's going to call a $75 bet on the river 100% of the time (thanks Bart for the aggressive action theorem, because your other advice was rubbish). Let's assume villain calls a $150 jam 50% of the time with AJ and QQ, 100% of the time with any flush, KJ or JJ or KK, and 10% of the time with any other hand hoping Hero is bluffing.
Without sitting down and doing the math (which I couldn't do at the table, either), I think that's more than enough odds to justify jamming. If we were deeper, it's a much different conversation, but with these stack sizes, go for gold and don't leave $75 of value out there.