Vig Calculator

Calculate the sportsbook's margin (juice) on any line. Lower vig = better value for you.

e.g., favorite, over, home team
e.g., underdog, under, away team
Sportsbook Vig (Juice)
4.76%
Standard vig — typical for US sportsbooks
Side 1 Implied
52.38%
Side 2 Implied
52.38%
Total (should be 100%)
104.76%

⚖️ Fair Odds (No Vig)

Side 1 Fair Odds
-100
50.00% true probability
Side 2 Fair Odds
-100
50.00% true probability

Where This Line Falls

0% (No Vig) 5% 10%+ (High Vig)

What is Vig?

Vig (short for vigorish, also called juice or margin) is the commission sportsbooks charge on bets. It's built into the odds themselves, which is why both sides of a bet never add up to exactly 100% probability.

The classic example: -110 / -110 on a spread bet. Each side implies 52.4% probability, totaling 104.8%. That extra 4.8% is the vig — the sportsbook's edge.

Vig = (1/Decimal₁ + 1/Decimal₂) - 1
Or: Total Implied Probability - 100%

Vig Comparison by Sportsbook Type

Market Type Typical Vig Rating
Pinnacle (main markets) 2-3% Excellent
Betfair Exchange 2-5% (commission) Excellent
Circa / sharp books 3-4% Very Good
DraftKings, FanDuel (spreads) 4-5% Standard
BetMGM, Caesars 4.5-6% Standard
Player props 5-10% High
Parlays (per leg) 10-20%+ Very High

Why Vig Matters

The vig is the cost of betting. Over time, it's the #1 factor in whether you're profitable (after having an edge on selections).

Professional bettors are obsessive about finding the best lines because small vig differences compound dramatically over thousands of bets.

How to Find Lower Vig

Frequently Asked Questions

Why don't sportsbooks just charge a fee instead of vig?

Some do (betting exchanges). But built-in vig is simpler for casual bettors and allows books to adjust their margin market by market. Popular events might have 3% vig; obscure props might have 15%.

Can you beat the vig?

Yes, with edge. If you're right 54% on -110 bets (52.4% implied), you're profitable despite the vig. But without edge, the vig guarantees long-term losses. That's why it exists.

What about 3-way markets (moneyline with draw)?

Same formula, just three outcomes: Vig = (1/Dec₁ + 1/Dec₂ + 1/Dec₃) - 1. Soccer moneylines often have 5-8% vig across the three outcomes.

Are "boosted odds" actually good value?

Sometimes. Calculate the fair odds from the original line, then compare to the boost. Many boosts are still -EV after the boost — the original line just had huge vig. Do the math.