betting concept
Dutching
Also known as: Dutch Bet
Dutching is splitting a stake across multiple outcomes of the same event in proportions that return an equal payoff regardless of which selection wins. It is used when a bettor believes the true probability of any of several outcomes exceeds the combined implied probability.
Dutching means betting on more than one selection in the same market and sizing each stake so the payout is identical no matter which one wins. It originated in horse racing but applies to any market where multiple outcomes can be researched independently.
The stake allocation: for each selection, stake = (target return) / (decimal odds of that selection). Sum the stakes to get total outlay. If the sum is less than the target return, profit is guaranteed across that set of selections; if it equals or exceeds target return, dutching loses money relative to those odds and isn’t worth doing.
Worked example. NFL “first touchdown scorer” market. A bettor has researched four players who collectively, by the model, project to score 65% of first TDs. Their prices are +800, +900, +1000, +1200. Combined implied probability is 12.5% + 10% + 9.09% + 7.69% = 39.28%. The model says the true combined probability is 65%, so each dollar of effective bet at +154 (39.28% implied) is being placed at a position where true is 65%, a big +EV gap. Stake allocation across all four to lock equal $1000 return totals $392.86, yielding profit of $607.14 on a 65% combined hit rate (expected value $607.14 × 0.65 - $392.86 × 0.35 = $257).
Dutching shines in markets with many low-probability outcomes (TD scorers, race winners, first basket props) where the bettor has multi-selection conviction. It is mathematically a portfolio approach. Elite Picks’ multi-leg prop analysis treats dutching as a valid response when the model flags two or three plausible candidates inside the same market, rather than forcing a single-pick decision.
Example
Three horses at +400, +500, +700. A bettor stakes $20, $17, and $13 (total $50) so that any winner returns $100, netting $50 profit at +100 effective odds across the three picks.