UFC on Versus 6
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I am guessing Watson is gonna sub Sandoval and make my no sub of night bet look silly -
BTW, anyone else notice that Byron Bloodworth is pretty much the coolest name ever?Leave a comment:
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I don't even think that boat came to port. Even at -165 his line was just too high.Leave a comment:
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As of right now, 5u on Cruz to win 1.25u, 2u on Barry to win 1.15ish u, .5u on Brenneman to win .8u.
I'd like to do Wiman, but his line is just gay.
I haven't looked at the props yet so I might add something later.Leave a comment:
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X what are you playing tonight/thinking about? I know you stopped posting your plays in the bets threads so I figured I'd askLeave a comment:
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That's interesting. I would like to see it by weightclass though. It is a fact that the heavier the fighters, the less likely a decision. I wonder what effect it has on distance though, assuming they get through the first round, I wonder if there is noticeable difference between HW and MW for example.
For example, a HW fight might be: 37% / 23% / 15% to end in the 1st / 2nd / 3rd rounds.
A MW fight might be more like: 20% / 16% / 13%.
The question of how to update fight length estimates after a fight has finished a round is a very interesting one; it's something I've been thing about a lot because of live betting. Suppose we stick with the "one-parameter" exponential decay model, and ignore specific details of how the round played out. And suppose you estimated that the fight was 50% likely to end in any given round it was active. One can think of two reasons the fight survived the round.
1) Your guess about the odds was right, and the fight just happened to land in the non-ending half of probability-space.
2) Your guess was off: the fight is actually less likely than 50% to end in a given round.
The reality is that it is likely a combination of both, and taking both into account properly is necessary to make a good revised guess for what the new distance lines should be. Making this adjustment correctly is the essence of Bayesian statistics, but applying it isn't that simple, because it requires you to have a good feel not only for what your initial guess was, but how much confidence you had in it. (Your "prior distribution".)Leave a comment:
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