Parlay calculator
Combined odds, payout and implied chance for up to 12 legs. Add a fair win % per leg and see the parlay's true chance and EV.
Inputs
Result
updates as you typeRun this math on every line, automatically
Use the +EV finder to price each leg against the market before you combine them.
How it works
A parlay pays only if every leg wins. Its decimal price is the product of the legs' decimal prices, and if the legs are independent its true chance is the product of their true chances:
D = d1 × d2 × … × dn · payout = stake × D
true chance P = p1 × … × pn · EV = P × D − 1
The implied chance 1/D carries every leg's vig, multiplied together, which is why parlays usually have a bigger house edge than single bets. Enter a fair win % on each leg (from the no-vig calculator or our tools) to see whether the combination is actually +EV.
Worked example
Three legs: −110, −110 and +150, $10 staked.
D = 1.9091 × 1.9091 × 2.5000 = 9.1116 (+811)
Payout = $10 × 9.1116 = $91.12; implied chance 1/9.1116 = 10.98%
If the fair chances are 50%, 50% and 42%: true chance = 10.50%, EV = 0.1050 × 9.1116 − 1 = −4.33%
Each −110 leg at a 50% fair chance is −EV on its own, and multiplying them keeps the parlay −EV even though the payout looks large.
Things to watch
- Vig compounds. Three −110 legs carry roughly three times the margin of one.
- Correlation. Legs from the same game are not independent; this calculator multiplies chances and does not model correlation.
- Book rules. A push or void usually drops that leg and reprices the parlay; rules differ by book.