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Betting Edge Calculator

Put your own probability against the book's price and see the gap — in percentage points, and in what those points are worth.

%

Your own estimate. It has to come from somewhere other than this price.

$

Leave blank to work per dollar staked.

Everything here rests on your probability being better than the market’s. If your estimate came from looking at this price, the edge is circular and the number above is meaningless.

Probability edge

+5.00%

You make it 55.00% where the price implies 50.00%. Those 5.00 points are the bet — and they are worth 10.00% per dollar staked, which is a different number for a reason.

Your probability
55.00%
Price implies
50.00%

Margin included, so it overstates what the book really thinks.

Relative edge
+10.0%

The same edge as a proportion of the implied probability. On longshots this is large where the point edge is small.

Expected ROI
+10.00%

Per dollar staked, on average, if your probability is right.

Fair price
1.818 · -122

What your probability says this bet is worth. Anything longer is value.

Runs entirely in your browser · nothing is sent or saved

How it works

Edge is the difference between what you think will happen and what the price says will happen. Enter both and this shows the gap three ways, because “edge” means three different things in practice and people routinely confuse them.

Probability edge is the raw difference in percentage points. You say 55%, the price says 50%, the edge is five points. It is the most intuitive figure and the least useful for comparing bets, because five points means something completely different on a favourite than on a longshot.

Expected ROI is what those points are worth per dollar staked. This is the number that compares. Five points of edge at even money is +10% ROI; five points on a 10% shot is +50% ROI, because you are collecting a much longer price on the occasions you are right. Same edge, five times the return.

Relative edge sits between them — your probability as a proportion of the implied one. It is the honest way to describe confidence on longshots, where a one-point edge can be a 20% improvement on the price.

All three depend entirely on the probability being yours and being better than the market’s. That is the hard part, and no calculator does it for you. If your estimate is anchored to the price you are testing it against, the edge is an artefact of the anchoring rather than a finding. The most reliable check is whether your number came from a process you had before you saw the line.

The formula

book implied  = 1 / decimal

point edge    = p − book implied         (percentage points)
relative edge = p / book implied − 1     (proportional)
expected ROI  = p × decimal − 1          (per $1 staked)
fair price    = 1 / p

  +100, p = 0.55  →  +5.00 pp,  +10% relative,  +10% ROI
  +900, p = 0.15  →  +5.00 pp,  +50% relative,  +50% ROI

Point edge and ROI answer different questions. Comparing bets on point edge alone systematically undervalues longshots.

A worked example

A coin-flip market at +100 where you make the side 55%. The price implies 50%, so the point edge is +5.00 pointsand the expected ROI is 0.55 × 2.00 − 1 = +10%.

Now a longshot at +900 where you make it 15% against an implied 10%. The point edge is identical — five points — but the ROI is +50%, five times larger. Every dollar staked is worth five times as much.

That gap is why point edge is a poor way to rank bets. It is also why longshot edges deserve more scepticism: getting a 10% market to 15% requires knowing something quite specific, and small errors in small probabilities are proportionally enormous.

Common questions

What is a realistic edge?
For a serious bettor beating closing lines, one to three percentage points against a sharp market is a genuine, sustainable edge. Anything above about five points on a liquid market usually means the model is wrong, not that the market is.
Why does the same edge produce different ROI?
Because ROI depends on the price you collect when you are right. Five points of edge at even money returns 10%; the same five points on a 10% shot returns 50%, since the winning payout is nine times larger.
Should I rank bets by edge or by ROI?
By ROI when you are comparing which bet is worth more per dollar. By Kelly fraction when you are deciding how much to stake, since that also accounts for the risk of the price. Point edge is the least useful of the three for either decision.
The implied probability includes the vig — is my edge overstated or understated?
Understated, if you are comparing against a single price. The book’s implied probability is inflated by its margin, so a bet showing zero edge against the raw price actually has a small edge against the fair price. The no-vig calculator gives you that fair number.
Where should my probability come from?
Anywhere except the price you are testing. A model, a power rating, a sharp book’s no-vig line, or a documented process — but not a number you formed after looking at the line, which produces edges that exist only in the anchoring.

The guide behind this calculator

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For informational and analytical purposes only. These tools do not predict outcomes and do not recommend wagers.