Parlay Calculator

Calculate combined odds and potential payout for your parlay bets. Add each selection with its odds to see the total combined result.

Parlay selections

1.48 %
2.56 %
3.29 %

13,23

Combined odds

+122,30 €

Profit if all win

132,30 €

Total payout

7,56 %

Impl. probability

Selection 1: 2,10(48 %)
Selection 2: 1,80(56 %)
Selection 3: 3,50(29 %)

Payouts at different stakes (odds 13,23)

StakeProfitTotal
5+61,15 €66,15 €
10+122,30 €132,30 €
25+305,75 €330,75 €
50+611,50 €661,50 €
100+1 223,00 €1 323,00 €
200+2 446,00 €2 646,00 €

⚠️ Parlay math

In a parlay, all selections must win. Each additional selection multiplies the odds but also the probability of losing. This 3 -selection parlay has only 7,6 % — you lose 92,4 % of the time.

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The Parlay Calculator works out the combined odds and potential winnings of a parlay. Add the odds for each selection and your stake, and it shows how much the whole ticket pays if every leg wins.

How the calculator works and what it’s for

How a parlay is calculated

In a parlay the odds of each selection are multiplied together to form one large combined figure. That figure is then multiplied by your stake to give the potential total return.

For example, three selections at 1.5, 2.0 and 1.8 give combined odds of 5.4. These numbers are an illustrative example only.

What you enter and what you get

You enter the odds for each leg of the parlay along with your stake. The calculator returns the combined odds, the potential profit, and the total payout.

This lets you see at once how the value of the ticket grows as you add more selections.

Who it is for

The calculator suits bettors who play parlays and want to see the potential winnings before placing the ticket.

It is also handy for comparison when deciding whether to add one more leg to a slip.

Tips for interpreting results

The odds rise quickly as you add legs, but the chance of hitting them all falls. A big payout therefore also means greater risk.

Keep in mind that a single loss sinks the whole ticket. Consider whether a smaller but safer combination is worth more.

🔄 Reviewed June 2026

Frequently asked questions

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