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#21
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Well I clearly must be wrong, because just about everyone disagrees with me. But stoxtrader agreed with me and I respect his opinion quite a bit.
So from now on I'll try betting flops similar to (a), and see how it works. |
#22
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I would tend to bet all of these hands, but let me give a shot at thinking about this mathematically.
There are 3 bets in the pot, so you are getting 3:1 for your bet. Lets assume you have 4 outs (assuming that the backdoor flush and straight draws are not a factor). Thus you need 11:1 pot odds to justify a "call" in this situation, not taking into account implied odds. Lets assume that the small blind will fold 75% of the time to a bet. Lets assume UTG will fold 40% to a bet. Lets try this 10 times. Assume you "lose" every hand that is not folded unless you hit the gutshot on the turn. 1 time out of 10, you hit your gutshot, gain 3 more small bets on avg: Investment 1 SB, Gain 6 SBs 3 times (.75 * .40) out of 10, they both fold: Investment 1 SB, Gain 3 SBs 6 times out of 10, either or both call, you don't hit your gutshot, you fold to a subsequent bet and lose: Investment 1 SB, Gain 0. So in total, you've invested 10 SBs and you've gained 9 back. Based on these assumptions, you should check/fold, but barely. Change the assumptions slightly and this is a winning bet. I am absolutely positive this math is WRONG (assuming the assumptions are correct) -- please someone tell me why. |
#23
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Against typical opponents, I would bet out on (a) and (c) and expect to win immediately about 50% of the time.
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#24
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[ QUOTE ]
I would not put in a dime on the flop with any of these. [/ QUOTE ] at least bet the rainbow flops. geez... |
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