Free calculator ยท 2 to 8 selections

Dutching Calculator

Enter your total stake and the odds of every selection you want to back in a single event. The calculator splits the stake proportionally so every winning runner returns the same amount.

Calculate dutching stakes

Enter your total stake and the odds of each selection.

Total margin-
Return per winner-
Profit per winner-

What dutching does for you

Dutching is the technique of staking on multiple selections within the same event so that every winning selection returns the same amount. It is most associated with horse racing but works for any market with more than two outcomes: tennis tournaments, golf majors, football top-scorer markets, and any race or event where you have narrowed the field to a small group of contenders.

The point of dutching is variance reduction. If you have identified two or three strong contenders for an outcome but cannot confidently single out one, dutching lets you back all of them at the same effective return. Whichever contender wins, you receive the same amount. The trade-off is that the return is smaller than a single winning bet would have been, because you spread the stake across multiple selections.

The math

Example: Three live contenders in a tournament outright market.

Player A at 3.00, Player B at 4.50, Player C at 6.00.

Inverse odds: 1/3.00 = 0.333; 1/4.50 = 0.222; 1/6.00 = 0.167

Sum of inverses: 0.722

If you stake 100 euro total, each selection gets: (inverse / sum) x 100

Player A stake: (0.333 / 0.722) x 100 = 46.15 euro

Player B stake: (0.222 / 0.722) x 100 = 30.77 euro

Player C stake: (0.167 / 0.722) x 100 = 23.08 euro

Return per winner: 100 / 0.722 = 138.46 euro (profit 38.46)

The return is the same whether Player A, B or C wins. That is the dutching guarantee. If none of the three wins, the entire 100 euro is lost.

When dutching makes sense

Dutching works when three conditions hold. You have identified a small group of selections (typically 2 to 5) that you believe collectively have a higher real probability than the implied probability of all of them combined. You cannot single out which of the group will win. And you are willing to accept a smaller return in exchange for higher hit-rate.

The first condition is the strict one. If the sum of inverse odds of your selected group is below 100 percent (margin below 0), you have an arb situation, not a dutching situation. If the sum is well above 100 percent (margin large), dutching is at best break-even and at worst a slow drain on your bankroll.

The practical sweet spot is when the sum of inverse odds is 110 to 130 percent, meaning the bookmaker is taking a 10 to 30 percent margin on your selected group. If you genuinely believe one of those selections will win at least 80 percent of the time (the inverse of the 1.25 implied probability), dutching has positive expected value.

Dutching vs single-bet betting

The classic alternative to dutching is staking the full amount on the single selection you think is most likely to win. The trade-off is straightforward: dutching reduces variance and increases hit-rate, single-betting maximises return per win.

Mathematically, if you have a clear edge on the strongest individual selection, single-betting is higher expected value. If your edge is spread across the field (you know the winner is one of 2 to 5 contenders but cannot pick which), dutching is higher expected value. Most professional bettors use both strategies depending on the situation.

One common mistake is to dutch too many selections. Adding a fifth or sixth selection to a dutching ticket dilutes the return per winner so much that it usually becomes negative expected value. The math punishes over-dutching brutally.

Common dutching markets

The markets where dutching is most useful share a common feature: many possible outcomes with no single dominant favourite. Horse racing is the classic example because a typical race has 8 to 16 runners and 2 to 5 of them may be live contenders.

Tennis outright tournament markets work similarly. A grand slam draw has 128 players but typically 5 to 8 realistic contenders to win the title. Dutching the top contenders gives broad coverage.

Golf majors are another natural fit. A field of 156 with no single dominant favourite means even the best players are priced at 8.00 to 15.00, and dutching the top 5 to 10 candidates can lock in reasonable returns.

Football top-scorer markets work for the same reason. Premier League golden boot or World Cup golden boot races usually have 4 to 8 plausible candidates at long odds. Dutching the leaders rather than backing a single player smooths out the variance.

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