Re: Odds of OESD
LetYouDown
Your answer is slightly off. By doing it the way you did you are double counting certain flops. These things are tricky.
For example if the flop comes 4-5-X you should originally say x cannot be a 8,3,4,5. This leaves 34 cases for X, you then go back in and add the times that x are a second 4 or 5. This eliminates the double count of the fours and fives. So the answer should be:
= 4*4*34 = 544 + 2*(4c2)*4 = 544 + 48 = 592 flops. The second term is either flopping two fours and a five or two fives and a four.
So for the three subcases that give you an OESD you have a total of 592*3 = 1776 flops / 19600 = 9.1% or 1 in 11.04.
To the original poster remember there are an additional 128 flops that give you a double gut buster(still an eight out draw). This brings the total flops that give you eight outs from a max stretch connector to 1176+128=1904 flops or 9.7% or 1 in 10.29.
Cobra
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