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Originally Posted by JJSCOTT2
I don't know if this had been asked here before so forgive me. Is there a way to figure the odds of picking a perfect bracket in each of 3 scenarios:
1.) you pick every game randoml
p = 1/2^63
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2.) you pick the highest seed in every game
Sounds like a statistical research project (how often does a 6 seed beat an 11 seed, etc).
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3.) you pick based on your feelings about each game
p = 1 if you're God.