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![]() Quote:
Two horses in a race. They race ten times. The public odds of the two horses suggest that Horse A will win 7 out of 10 times, Horse B will win 3 out of 10. However, Horse B's actual chance of winning is 4 out of ten, not 3 out of ten. A bet on Horse B has "value". By betting Horse B in each race, your risk is exceeded by your return. If the return is high enough (i.e., the bet has "value"), you win more money than you lose, even though you'll still lose most of the time (6 out of 10) by betting on Horse B.
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