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#1
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Market Simplification Theory
Favorites are favored because they have been designated as having a higher probability of success. Therefore, assuming all the market vig is proportional to the outcome, finding a better number on a favorite than what the market has at fair value odds (or just getting a better number than pinny), should this not equate to long term profit?
Just a thought
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"Nobody goes there anymore, its too crowded." --Yogi Berra "Always tell the truth, that way you won't have to remember what you said." --Mark Twain *=$50,000 |
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#2
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I guess I should provide some examples
Let's say Pinnacle has a line on an MLB game set at -130 for the favorite, and +122 for the dog Adjusting the implied probability to fair value probability (discussed here), the probability is roughly 55.6% of success. The expected value of this wager is EV(X) = .556(1) + .444(-1.3) EV(X) = -2.01% expected loss Some other sportsbook that has gotten lazy with market awareness is offering the same team at -120. Therefore we have a team with probability of success marked at 55.6% with -120 odds. EV(X) = .556(1) + .444(-1.2) EV(X) = +2.4% expected return Stating teh obvious, yes, but when laid out in presentable form the concept is much more enlightening
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"Nobody goes there anymore, its too crowded." --Yogi Berra "Always tell the truth, that way you won't have to remember what you said." --Mark Twain *=$50,000 Last edited by uva3021; 06-16-2010 at 12:35 AM. |
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#3
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I agree that if you can get a number scalpable with Matchbook or Pinny (or even just a number better than their no-vig line), playing the off-market number would be blindly profitable. One thing to be careful of is what time you are doing this. About 10 minutes before the game is the most efficient period in a line's life, so that's when you can reliably do it without getting burned by having the line move against you and getting stuck with a position you had no opinion on in the first place.
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#4
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Quote:
__________________
"Nobody goes there anymore, its too crowded." --Yogi Berra "Always tell the truth, that way you won't have to remember what you said." --Mark Twain *=$50,000 |
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