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Sharp Concepts

Fair Value

No-vig true price to measure against.

Definition

Fair value is the no-vig true price of a bet, used as a baseline for comparison. It removes the sportsbook’s margin from the listed odds.

For a two-sided market:

no-vig probability = side implied probability / total implied probability

American odds implied probability:

-110 = 110 / (110 + 100) = 52.38%

Worked Example

A point spread is listed at:

  • Team A -110
  • Team B -110

Each side implies 52.38%. Together, they total 104.76%, which includes the book’s margin.

Team A no-vig probability:

52.38 / 104.76 = 50.00%

So the fair value price for Team A is 50%, or +100.

If your projection gives Team A a 53% chance to cover, its fair odds are:

-100 × 0.53 / (1 - 0.53) = -112.77

At a market price of -110, the bet is priced better than your fair value.

Expected value on a $110 risk to win $100:

(0.53 × 100) - (0.47 × 110) = $1.30

Why It Matters

Fair value helps a bettor separate the sportsbook’s price from the cleaner no-vig baseline. It is useful when comparing lines, checking projections, and deciding whether a posted number is worth betting.

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