Why not? He was clutch for that game? Maybe there is no such thing as a clutch player just clutch plays. I made this point way back on the first page and here it comes again, just because you cant prove something exists doesn't prove it doesn't exist, yet your stance seems to be since I can't prove to you if someone is clutch or randomly lucky they must be randomly lucky. I get that randomness exists as a property of the universe as much as gravity does, but randomness applies to random things, and if you can control the outcome something coin flips do not apply. If there is a fair coin but I have the "skill" of flipping mostly heads, then I am not getting lucky and Bernoulli p(heads) = 0.5 does not apply because the coin really has a p(heads) > 0.5. And if I outperform the expected number of heads it is not because I got lucky, it is because I am really good at flipping heads. The model used to calculate my expected number of heads was flawed, so it cannot be relied upon. If it was redone using the exact p(heads) I really possessed and I outperformed that then I got lucky, but since there is no way to know my p(heads), or Braun's p(playoff clinching 8th inning 3-run HR) then I think you cannot know how much luck is in there.