Quote:
Originally Posted by EndoBird
What are we planning if Villian 3! I think taking this line gives Villian a chance to outplay us.
With no low draw, we have to give up on the turn, correct?
Let's say Villain plays the top third of the hands dealt him.
Quote:
from ProPokerTools:
Omaha Hi/Lo Hand Count ?
dead cards: KcKh8dAsAh3d4s
Hand Optimized Count Base Count
33% 35044 (12.94%) 89321 (32.99%)
Omaha Hi/Lo Hand Count ?
dead cards: KcKh8dAsAh3d4s
Hand Optimized Count Base Count
33%!K 30151 (11.14%) 67137 (24.80%)
If I'm doing this correctly, he possibly can have any one of 35044 hands, 30151 of which have no king and therefore 35044-30151=4893 of which do.
Thus he's 30151/4893= about 6 to 1 to not have a king, assuming he plays the top third of hands dealt him.
I don't know how Villain plays his KK** hands after this KK8 flop. Does he slow play them all? Does he usually slow play them? I think it might depend on the situation. He's only about 1% to have the missing two kings.
Quote:
(ProPokerTools:
Omaha Hi/Lo Hand Count ?
dead cards: KcKh8dAsAh3d4s
Hand Optimized Count Base Count
33%!KK 34578 (12.77%) 85493 (31.58%)
(~1% is from 35044-34578=466. 466/35044=0.013).
I think Villain probably raises the turn bet with a single king, to charge Hero for a possible low draw.
Thus about one hand in six Villain is more or less expected to have a hand expected to three-bet after Hero's turn check/raise.
Otherwise, without a king, what does Villain do when Hero check/raises him on the turn?
Well... what about a pair of eights? Could Villain be holding 88**? How often is a pair of eights included in a top third starting hand? Back to ProPokerTools:
Quote:
Omaha Hi/Lo Hand Count ?
dead cards: KcKh8dAsAh3d4s
Hand Optimized Count Base Count
33%!88 34822 (12.86%) 88481 (32.68%)
35044-34822=222
222/35044=0.006348=~1/158... (about one in a hundred fifty eight). And he probably doesn't slow play the flop with 88** anyhow. Thus Hero can ignore the trivial possibility Villain has 88**.
What about the possibility of Villain bluff three betting after Hero's raise? Does he dare? (I don't think that is likely, but just my opinion).
So I think if Villain does have a king, he does re-raise, and if he doesn't, he folds to Hero's turn raise. Thus if Hero raises here, intending to fold if Villain three bets, I think Hero figures to collect seven small bets six times out of seven and lose four small bets one time out of seven.
I think a turn raise by Hero is a brilliant play (assuming I'm using ProPokerTools data correctly).
Buzz
Last edited by Buzz; 07-30-2014 at 12:12 AM.
Reason: correct dumb mistake