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#1
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[ QUOTE ]
i have no idea wtf is going on, id put him on aces and give up, but shove cant be too bad, if hes just calling QQ/JJ pre hes prob folding this flop. him calling a $172 4bet when $400 deep is pretty retarded with all hands imo [/ QUOTE ] it's pretty damn retarded with aces, cos nextgen is never folding ATC, but i can't imagine this guy doing it with QQ/JJ either...weird line, be interesting to see what he had, one thing is for sure AQ is never in his range. i check turn again. |
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#2
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fwiw i have this guy a lot nittier than 24/19, over 2k hands
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#3
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[ QUOTE ]
fwiw i have this guy a lot nittier than 24/19, over 2k hands [/ QUOTE ] what have you got him at? |
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#4
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im cf this hand on every street unless i hit the nuts
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#5
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Someone double check the math for me.
Villain folds:+358 Assuming you have 2 outs to win once he calls 1-[(47-2)/47 x (46-2)/46]=8.4% to win if he calls Villain calls:EV=[(8.4%)x(814)]+[(91.6%)x(-814)] EV= 68.37+ -745.62 EV= -677.25 Fold equity to make it neutral EV where fold equity =x 0=x(358)+(-677.25)(1-x) 0=358x-677.25+677.25x 0=1035x-677.25 677.25=1035x x=65% |
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#6
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[ QUOTE ]
Someone double check the math for me. Villain folds:+358 Assuming you have 2 outs to win once he calls 1-[(47-2)/47 x (46-2)/46]=8.4% to win if he calls Villain calls:EV=[(8.4%)x(814)]+[(91.6%)x(-814)] EV= 68.37+ -745.62 EV= -677.25 Fold equity to make it neutral EV where fold equity =x 0=x(358)+(-677.25)(1-x) 0=358x-677.25+677.25x 0=1035x-677.25 677.25=1035x x=65% [/ QUOTE ] looks good conceptually and i assume you can work a calculator... |
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#7
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i agree its reallll fishy to just call pre. maybe he's floating the 4bet to bet the turn if the flop checks through...i've done that once and seen it from a couple other tag/lag villain's, though it's def FPS.
anyway, i doubt he even folds JJ to a push here. so I either c/f all the way, or maybe check flop and call on a turn card under T. |
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#8
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[ QUOTE ]
Someone double check the math for me. Villain folds:+358 Assuming you have 2 outs to win once he calls 1-[(47-2)/47 x (46-2)/46]=8.4% to win if he calls Villain calls:EV=[(8.4%)x(814)]+[(91.6%)x(-814)] [/ QUOTE ] This part is off - hero wins 8.4% of 814 when called, but when he calls and loses it is (91.6%)x(-228) which is the cost of hero's bluff. This changes the ultimate answer pretty drastically: EV= 68.37+ -208.85 EV= -140.478 Fold equity to make it neutral EV where fold equity =x 0=x(358)+(-140.478)(1-x) 0=358x-140.478+140.478x 0=498.478x - 140.478 140.478 = 498.478x x = 28.18% I would venture that there is a >28% chance that villain has called a hand that is not AA/KK that will fold, either a poorly played QQ/JJ or some shenanigans that shouldn't have seen a flop, so I would shove. It doesn't necessarily matter if the hand that folds is AQ-esque, since we cannot call a bet so we are just taking the right of first bluff. Surf |
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#9
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Thanks for clearing that up for me. Was wondering why the FE was so high.
So isn't it clear that we should shove here? It's such good bluffing odds especially even on this board. |
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#10
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[ QUOTE ]
[ QUOTE ] fwiw i have this guy a lot nittier than 24/19, over 2k hands [/ QUOTE ] what have you got him at? [/ QUOTE ] 18/14 |
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