What do u think about these 3 bet ranges:
Polarized:
Value Range: JJ+,AKs,AKo 3.0%
Bluff range: A9s-A2s,KTs-K6s,Q9s-Q6s,J8s-J6s,KJo 6.9%
Flat Range: TT-22,AQs-ATs,KJs+,QTs+,J9s+,T9s,98s,87s,AQo-ATo,KQo,QJo 13.00%
Total~ 23%
Merged:
88+,ATs+,KQs,AQo+ 6.7%
maybe to decrease the bluf range? I think it is too big. 9.9% 3 bet is too much. Is it a good idea to remove KJo and KTs and not play them at all? To leave them,but remove J6s,Q6s and K6s?
I am talking about a unknown villain. Is that range ok to start making money and when villain adjust we will change our ranges. If he stars to flat to tighter our bottom range. If he starts to 4 bet to increase our top range?
And one last question.
We 3 bet OOP flats. c/c flo c/c turn check river hero?
Lets assume that we have 50% air / 50% nuts and villain now that.Hero's range has 10 combos, 5 hands that beat villain and 5 hands that lose to villain. He has a top pair which is pretty much bluff catcher. Should we shove in this situation? I think it is +EV:
We bet all our nut hands. We want to bet as many bluff hands as we can. So we want to bet as big as we can.
Suppose the pot is $1
Let s = bet size
Let b = prob(bluff | we bet)
Let B = number of bluff hands
We want to make opponent indifferent to calling/folding so...
EV(call) = b(1+s) - (1-b)s = 0
Solving for b we get
b = s / (2s + 1)
b = s / (2s + 1) = B / (B + 5)
Solving for B we get
B = 5s / (1 + s)
Our EV is equal to the percent of hands we bet since the hands we don't bet have 0 EV and the hands we do bet, villain is indifferent to folding.
EV = (1+2s)/(2+2s)
Hence, overbet the river all in with number of bluff hands = B and number of value hands = (B+1).
What do u think guys?
Thanks in advance!