SharpEddie47
Market Sharp
- Joined
- Mar 4, 2024
- Messages
- 813
- Reaction score
- 18
- Points
- 18
The overround is the most important number in sports betting and most recreational bettors have never calculated it for a single market they've bet on.
The calculation is simple. Take the implied probability of each outcome from the available odds. Add them together. The total exceeds 100%. The excess is the overround. The overround divided by the total is approximately the bookmaker's margin.
A Premier League match. Home win at 2.10, draw at 3.40, away win at 3.60.
Implied probabilities: 47.6% plus 29.4% plus 27.8% equals 104.8%.
The overround is 4.8%. The margin is approximately 4.6%.
That's a reasonable market. It means for every dollar you bet on that market, across a large enough sample at random, you'd expect to return approximately 95.4 cents.
Now do the same calculation on a correct score market. Add up the implied probabilities across all possible scorelines including a catch-all for other results.
The total will often be between 115% and 130%. The margin is between 13% and 23%.
Now do it on a same-game parlay. The margins on each leg compound multiplicatively.
A five-leg same-game parlay at an average of 6% margin per leg: the compound margin is approximately 26.5%. You're returning approximately 73.5 cents per dollar in expected value.
These are not the same product priced at the same rate with different payouts. They're fundamentally different economic propositions.
Most bettors don't know which product they're buying at what effective price.
The calculation is simple. Take the implied probability of each outcome from the available odds. Add them together. The total exceeds 100%. The excess is the overround. The overround divided by the total is approximately the bookmaker's margin.
A Premier League match. Home win at 2.10, draw at 3.40, away win at 3.60.
Implied probabilities: 47.6% plus 29.4% plus 27.8% equals 104.8%.
The overround is 4.8%. The margin is approximately 4.6%.
That's a reasonable market. It means for every dollar you bet on that market, across a large enough sample at random, you'd expect to return approximately 95.4 cents.
Now do the same calculation on a correct score market. Add up the implied probabilities across all possible scorelines including a catch-all for other results.
The total will often be between 115% and 130%. The margin is between 13% and 23%.
Now do it on a same-game parlay. The margins on each leg compound multiplicatively.
A five-leg same-game parlay at an average of 6% margin per leg: the compound margin is approximately 26.5%. You're returning approximately 73.5 cents per dollar in expected value.
These are not the same product priced at the same rate with different payouts. They're fundamentally different economic propositions.
Most bettors don't know which product they're buying at what effective price.