Free tool

No-Vig & Fair Odds Calculator

Strip the margin out of two-sided odds to reveal the fair probability. Enter the two prices (which sum to more than 100¢ because of the vig) to see each side’s true, no-vig price.

No sign-upNothing is storedUpdated June 2026

Tip: have American or decimal odds? Convert them to a price first with the odds converter.

The margin (vig)

7.0%
Combined implied %107.0%
Fair probability, A51.4%
Fair probability, B48.6%
Fair price, A51¢
Fair price, B49¢

If the two prices sum to 100¢ or less there is no margin to remove (and possibly an arbitrage). Educational only; this tool stores nothing.

What “no-vig” means

Traditional sportsbooks build a margin — the vig or overround — into their odds, so the implied probabilities of the two sides add up to more than 100%. That extra is the house’s edge. To find the fair probability of each side, you remove the margin proportionally: divide each side’s price by the combined total. If the two sides are 55¢ and 52¢ (107¢ combined), the fair probabilities are 55÷107 = 51.4% and 52÷107 = 48.6%.

Why it is useful

The no-vig price is the closest thing to an unbiased estimate of the true probability hidden in bookmaker odds — a useful benchmark to compare against a prediction-market price. If a regulated event contract trades below the fair no-vig price, it may be the better value. This is also why no-vig exchanges like Novig and ProphetX can offer better effective pricing: there is no margin baked in to start with. For the wider strategy, see arbitrage and no-vig trading, and to check for a guaranteed edge across venues, the arbitrage calculator.

Pair this tool with the others in the kit:

Frequently asked questions

What is a no-vig calculator?

It removes the bookmaker's margin (the vig) from two-sided odds to reveal the fair probability of each outcome. You enter the two prices, which sum to more than 100% because of the margin, and it returns each side's true, no-vig price.

How do you remove the vig?

You normalise the two implied probabilities so they sum to 100%, by dividing each side's price by the combined total. If the sides are 55 and 52 cents (107 combined), the fair probabilities are 55/107 = 51.4% and 52/107 = 48.6%.

Why is the no-vig price useful?

It is the closest thing to an unbiased estimate of the true probability hidden in bookmaker odds — a useful benchmark to compare against a regulated prediction-market price to spot better value.

Now find the right platform

You've run the numbers — see which regulated exchange fits the markets you want to trade.

Independent · No platform pays for placement · 18+ only