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 Originally Posted by grumpy64
will do but this is what had me thinking you were saying it was a little over 1 percent
You want to set EV = 0 and solve for x
10 - 10x - 6.075x + 2.66x + 3.8x = 0
10 + (-10 - 6.075 + 2.66 + 3.8)x = 0
10 + (-9.615)x = 0
x = -10/-9.615 = 1.004
on the bottom line does the 1.004 not rep how often they need to fold?
Ahh. I see the confusion.
1.004 = 100.4%
Which is why I said the following line, "So x is greater than 100%, which is a problem. Either I made a mistake somewhere, or there is no possible way for Villain's folding frequency to yield 0 EV."
But then, we are actually interested in the inequality, not the equation. This gives us
x <= 100.4%
which is always true. There is no possible range Villain can fold which prevents him from being pwned by this line. His terrible practice of calling river shoves when they're way over a PSB at such an alarming rate is screwing him over entirely.
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