micromachine
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- #1,126
Cafeman31 said:Just put us straight with this example Scourrgey.
I think we need to plan on getting more on the river than MM does (in order to at least BE on our implied odds turn call), for the reasons stated. Can you explain why this is or is not the case? No copy and pasting formulas, or sections of Wikipedia, just apply yourself to the example in this thread![]()
Oops I wont be quoting Wikipedia again!
Scourrge said:Ok, assuming this is the hand we are talking about???
On the turn, there is $3.96 in the pot, and we are contemplating calling $1.30. We assume zero FE OTT or OTR, and assume villain has us beat unless the board pairs OTR. For the board to pair we need an A, K, Q, or T to come (for simplicity sake I'll ignore when we river a J and split the pot). So that's 10 outs. 10/46 = 21.74% equity.
We have to call $1.30 into $3.96, so we need to be good 1.3/(1.3+3.96) = 24.71% of the time to break even on a call, assuming no more action on the river (and that we fold
So we cannot make the call if don't get any action on a river card. We know that we only have 21.74% equity, so to figure out how much $$ we need to go into the pot on the river when we pair the board, we solve:
0.2174 = 1.3/(1.3+3.96+X)
Where X is the amount we need to get in on the river to breakeven.
(1.3+3.96+X) = 1.3/0.2174
(5.26+X) = 5.98
X = 0.72
So we only need 72 more cents to go into the pot on the river. So if you think SB bets anything or will call a bet of any reasonable size at least a decent % of the time, this is a snap-call OTT.
Yeah I underestimated my equity slightly and i need villain to call even less OTR than I thought to make my turn call profitable. I used the 2 and 4 rule to get to 20% but now I remember than you should adjust by adding 1% for every out over 9 to make it more accurate, which would give 21% in this case. Still not quite 21.74% but I suppose 10 outs must be one of the times when the 2 and 4 rule is not super accurate even with the correction method.


