Dutching is a betting strategy that involves backing multiple selections to make sure the outcome is the same, no matter who wins.

When gambling using dutching, a punter shares the risk across several selections to make sure that, no matter the outcome, a profit is made.

An example would be backing four horses in a race, ensuring that, whichever won, the profit would be enough to outweigh the total stake.

Dutching often mentioned in tandem with arbitrage betting, **hedging** and **lay betting**.

**Profit Accumulator** members are shown how to make use of betting strategies like these to produce guaranteed profit on a constant basis.

**Dutching calculator**

Because the different selections will no doubt have different odds of winning, the bettor must work out how much to place on each one.

If this is done correctly, the return can be a profit, regardless of the result.

Like hedging and laying, dutching can also be used to minimise risk – to limit or losses.

Calculations when dutching can be tricky, with varying odds and commissions to consider.

The major downside of dutching, of course, is that your profits take a hit because of the various stakes bet.

Another problem is that it takes time to place a series of bets, during which the odds can fluctuate, potentially ruining your calculations.

**Types of dutching**

There are three main types of dutching:

**Simple dutching**– where each stake remains the same regardless of the odds of other runners.**Set-amount dutching or stakes-limit dutching**– this is where the stake for each selection decreases are more runners are added, so the total staked remains the same.**Dutching for a profit target**– The stake on each runner and the total staked increases as more runners are added so that the desired profit remains the same.

**How to use dutching when betting**

You can only use dutching to turn a profit when the total odds do not exceed 100 per cent.

So first, you need to convert the odds to a percentage.

To do this, divide 100 by the decimal odds.

So 2.0 is 50%, 3.7 is 27.02%, 10.0 is 10%, etc. If the percentages is greater than 100, the book is said to be over-round.

Less than 100%, it is under-round.

Most bookies will ensure their books are over-round so that they make a profit.

There are, however, occasions when mistakes are made or offers are available that change this.

**Examples **

**Simple**

With simple dutching, the stakes reduce as runners are added, to protect the profit.

Odds |
Stake |
Winnings minus Losing stakes |
Net profit |

4.0 | 25 | 75 - 30 | 45 |

5.0 | 20 | 80 - 35 | 45 |

10.0 | 10 | 90 - 45 | 45 |

The problem here is that, as more selections are added, the total stake increases.

You can see that the net profit is winnings – the other losing stakes.

**Stakes-limit **

Stakes-limit or set-amount dutching is a method of keeping the total stake to a given limit.

This means the stake for each bet is decreased as the amount of selections increases.

Odds |
Stake x Odds |
Winnings |
Minus Losing stakes |
Net profit |

4.0 | 45.45 x 3 | 136.35 | 36.36 + 18.18 (54.54) | 81.81 |

5.0 | 36.36 x 4 | 145.44 | 45.45 + 18.18 (63.63) | 81.81 |

10.0 | 18.18 x 9 | 163.62 | 45.45 + 36.36 (81.81) | 81.81 |

The amount bet on each selection depends on the odds of that out come.

**Dutching system for profit**

If you are aiming for a specific profit target, the amount staked on each selection increases as more are added, as does the total amount staked.

Therefore the net profit remains about the same.

Odds |
Stake |
Stake x odds |
Minus losing stakes |
Net Profit |

10.0 | 2.5 | 2.5 x 9 | 22.5 - 2.5 = 20 | 20 |

10.0 | 2.5 | 2.5 x 9 | 22.5 - 2.5 = 20 | 20 |

... and with three runners ...

Odds |
Stake |
Stake x odds |
Minus losing stakes |
Net Profit |

10.0 | 2.86 | 2.86 x 9 | 25.74 - 2.86 = 20.02 | 20.02 |

10.0 | 2.86 | 2.86 x 9 | 25.74 - 2.86 = 20.02 | 20.02 |

10.0 | 2.86 | 2.86 x 9 | 25.74 - 2.86 = 20.02 | 20.02 |

*Examples courtesy of Betformulas *

**What's in a name?**

The name dutching is thought to relate to American mobster **Dutch Schultz**.

Schultz, whose real name was Arthur Simon Flegenheimer, lived in New York in the early 20^{th} century.

One of Schultz’s rackets was a racetrack and he is credited with conceiving the idea and using the dutching strategy.