De-Vigging Explained: How to Strip the Vig and Find a Fair Price

Why de-vigging matters

Every price a sportsbook posts has the vig (also called juice, hold, or margin) baked in. The vig is the book's built-in commission, and it's why a market's implied probabilities add up to more than 100%. If you want to know whether a bet is actually good, you first have to strip that commission out to estimate the fair, no-vig price — the price that reflects the market's real opinion of the outcome. De-vigging is how you do that. It's the single most important calculation behind finding positive expected value (+EV) and measuring closing-line value (CLV).

This is a how-to guide. If you want the plain-English concept of what the vig is, that's a separate piece. Here we're doing the math.

Step 1: Convert odds to implied probability

Fair pricing lives in probability space, not odds space, so convert first. For American odds:

A standard -110 becomes 110 / 210 = 52.38%. A +150 dog becomes 100 / 250 = 40.0%.

Step 2: Measure the overround

Add the implied probabilities of every outcome in the market. On a two-way moneyline of -200 / +170:

That extra 3.70% is the overround — the vig expressed as probability. Your job is to redistribute those probabilities back down to a total of 100%. There are three common ways to do it, and they disagree, which is the whole point of this article.

Method 1: Multiplicative (normalization)

Divide each implied probability by the total. This removes the vig proportionally to each side's implied probability.

This is the most widely used method because it's simple and always sums cleanly to 100%. Its assumption is that the book applies vig in proportion to each outcome's probability — so more absolute juice is stripped from the favorite. That's a reasonable default and what most tools use by convention.

Method 2: Additive (equal margin)

Subtract an equal share of the overround from each side. With two outcomes, that's 3.70% / 2 = 1.85% each:

Notice the favorite's fair probability is higher here than under the multiplicative method. Additive assumes the book charges the same flat margin on every outcome. It's intuitive, but it can misbehave on lopsided or three-way markets and even produce negative probabilities on heavy longshots, so use it with care.

Method 3: Power method

The power method finds an exponent k such that raising each raw implied probability to the power k makes them sum to exactly 1 (fair% = pk). For our market, k works out to roughly 1.06, giving about 65.0% / 35.0%.

Why bother? Books don't spread vig evenly. Sharp research on the favorite-longshot bias suggests underdogs carry disproportionately more margin. The power method captures that curvature, pulling more juice off the longshot and typically producing the most accurate fair price on the tails (big favorites, big dogs, and multi-runner futures). The tradeoff is that it has no closed-form solution — you solve for k iteratively — so it's harder to do by hand.

Comparing the three

On this one market, the fair favorite probability lands at 64.29% (multiplicative), 64.82% (additive), or ~65.0% (power). Small differences — but on the tails they widen, and small edges are exactly what separate a +EV bet from a coin flip. Convert 64.3% back to odds and the fair line is about -180 / +180, versus the posted -200 / +170.

Turning fair prices into +EV and CLV

Say a different book prices that same underdog at +200 while your fair estimate is 35.7%. Expected value per $1:

EV = 0.357 × (3.00 − 1) − (1 − 0.357) = 0.714 − 0.643 = +$0.071, or +7.1% EV.

That gap only appears if you (a) de-vig to a fair number and (b) line-shop across books to find the outlier. If that +200 later shortens to the fair +180 at the close, you captured positive CLV — you beat the closing price, the most reliable signal that your bet was priced correctly. None of this is a guarantee; fair prices are estimates, and any single bet can lose.

Where EdgeFinder fits

Doing this by hand for one game is instructive. Doing it across 40+ books and thousands of MLB, NBA, NFL, NHL, college, and 3-way soccer markets in real time is not realistic manually. EdgeFinder automates the full loop: it pulls live odds, de-vigs each market to a fair price, line-shops for the best available number, and surfaces the +EV gaps — plus a self-training model with a public, verifiable track record you can check yourself. See today's edges to watch the math in action, then sign up to unlock every market. Education only, 21+, and bet responsibly.

FAQ

What is the best de-vig method?

There is no single 'best' method for all cases. The multiplicative (normalization) method is the standard default because it's simple and robust. The power method tends to be more accurate on the tails — big favorites, big underdogs, and multi-outcome futures — because it accounts for the favorite-longshot bias, but it must be solved iteratively. The additive method is intuitive but can misbehave on lopsided or three-way markets.

Why do implied probabilities add up to more than 100%?

That extra amount is the overround, which is the vig expressed in probability terms. It's the sportsbook's built-in margin. On a -110/-110 market the two sides imply 52.38% each, summing to 104.76% — the 4.76% overround is the book's edge. De-vigging redistributes those probabilities back to a fair 100% total.

Which market should I de-vig to find the fair price?

Generally the sharpest, most liquid market gives the most reliable fair estimate — often a high-limit book or the market consensus near game time. The closing line is considered especially informative because it reflects all the money and information that came in before the event started, which is why beating it (positive CLV) is a strong signal.

Does a de-vigged fair price guarantee a bet will win?

No. A fair price is a probability estimate, not a certainty. Even a genuinely +EV bet at a fair 35% implied probability will lose most of the time on any single try — the edge only shows up over a large sample, and estimates can be wrong. De-vigging improves your decisions on average; it never removes risk from an individual bet.

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