Late Sunday at Horseshoe Baltimore.
Villain is a black dude in his 20s. Loose passive for the most part. Only hand of interest that involved him and hero was about an orbit ago when hero raised in EP, he called in MP, an old woman squeezed from BTN for 5x the open, hero folds face down and villain open mucks JJ. He starts with $353.
Hero is a white guy in his 20s. Tight aggressive. Only hands I've shown down so far are KK and AA. Up to a stack of $1000 in 2 hours, so winning image.
On to the hand.
Limp from EP, hero raises to $15 in HJ with A
Q
, CO folds, villain calls on BTN, blinds fold, limper folds. $33 in pot after drop.
Flop A
K
J
. Hero checks, villain quickly checks back.
Turn A
K
J
J
. Hero bets $20, villain thinks for three seconds and calls. $73 in pot.
River A
K
J
J
A
. Hero thinks for four seconds and bets $50. Villain announces all-in for another $268. Hero ???
I see this as a fairly interesting probability question. We lose to one combo of QT and one combo of JJ, and both of those combos would be a bit oddly played. If villain has Ax and puts hero on a hand like JT/QJ, then it would make sense for him to shove the fourth nuts (effectively third nuts since Ax knows the second nuts is unpossible) to try to get value from those hands. If he thinks there's some chance he can get me off a chop when he has A3, then that seems rational as well. Assuming he isn't doing this as a spazz out with some losing combos in his own range, we need to chop this pot over 76% of the time in order for this to be a +EV call. Do we see him having Ax 80% of the time when he does this, or is he going to turn over quads or a royal often enough to make this a bad call?
Last edited by Axel Foley; 12-12-2016 at 02:17 AM.