Quote:
Originally Posted by Redskins 47
Maybe. Maybe not. Maybe idgaf and maybe scrutinizing over a $40 Bet or a $50 Bet is ******ed.
I was going to ask you to do the homework yourself but your obstinate attitude indicates you have zero concern with regards to bet sizing so I'll do the legwork for you. For the purposes of this exercise I will use my previous bet sizing suggestions as well as your assumption that villain has AK here and raises your flop bet at 4x sizing.
1. @ $30 pre -> 50/60 flop bet size
(your actual sizing), you need to make back ...
- (60 + 50 + 200) / 150 = 2.07
- (7/47) = 0.1489; 1/(0.1489) = 6.7
- 1 in 6.7 = 5.7:1; [(5.7 - 2.07) * 150] =
$545 implied odds for $0EV
2. @ $20 pre -> 25/40 flop bet size you need to make back...
- ([40 + 25 + 100]) / 75 = 2.2
- (7/47) = 0.1489; 1/(0.1489) = 6.7
- 1 in 6.7 = 5.7:1; [(5.7 - 2.2) * 75] =
$262 implied odds for $0EV
3. @ $20 pre -> 30/40 flop bet size you need to make back...
- ([40 + 30 + 120]) / 90 = 2.1
- (7/47) = 0.1489; 1/(0.1489) = 6.7
- 1 in 6.7 = 5.7:1; [(5.7 - 2.1) * 90] =
$324 implied odds for $0EV
4. @ $25 pre -> 30/50 flop bet size you need to make back...
- ([50 + 30 + 120]) / 90 = 2.2
- (7/47) = 0.1489; 1/(0.1489) = 6.7
- 1 in 6.7 = 5.7:1; [(5.7 - 2.2) * 90] =
$315 implied odds for $0EV
5. @ $25 pre -> 35/50 flop bet size you need to make back...
- ([50 + 30 + 140]) / 105 = 2.1
- (7/47) = 0.1489; 1/(0.1489) = 6.7
- 1 in 6.7 = 5.7:1; [(5.7 - 2.1) * 105] =
$378 implied odds for $0EV
Math is math. It's fairly obvious that your poor bet sizing makes it nearly impossible to turn this hand into a +EV expectation vs. AK. This is ignoring the numerous RIO situations that will come up when we attempt to get stacks in on the river. The absolute best case scenario here is you x/c $300 on the turn and b/f $250+ on the river and villain feels obligated to call you with AK which nets you near 0EV (or the same expectation as bet/folding flop).
Last edited by johnnyBuz; 05-13-2017 at 05:00 AM.