# Do reduced place terms make each-way bets a losing bet?

> Fact check: smaller place fractions raise the place chance a horse needs to break even, but no figure we hold shows that each-way bets lose over time.

Source: https://eachwayatlas.uk/each-way/are-each-way-bets-good-value/
Updated: 2026-11-07

Unproven: smaller place fractions raise the place chance a horse needs before the place part breaks even, yet we hold no figure showing that each-way bets lose over time. The claim, made in a reader's question, is that reduced place terms make each way a losing bet. It holds only when the horse's true place chance is below the break-even figure.

## The claim we checked

A reader asked whether reduced place terms make each-way bets a losing bet. We take it as one claim: with smaller fractions or fewer places than before, each way loses money over time.

**The short version:** the claim concerns long-run results, which place terms alone cannot settle.

## Facts: what we compared

**Sources for the claim · checked 7 November 2026**

| Source | What it says | Date |
|---|---|---|
| Published place terms of at least three operators | Not verified | Not verified |
| Regulator or race-body definition of margin | Not verified | Not verified |
| Tattersalls Rules, current edition | Not verified | Not verified |
| Our break-even arithmetic (derived) | See the table below | 7 November 2026 |

**The short version:** the primary sources are still to be recorded, so the verdict rests on arithmetic and is provisional.

## What does the arithmetic show?

Take a horse priced 11/1, which is 12.0 in decimals. The place part returns 1 + (11 × fraction) per £1, and the break-even place probability is 1 divided by that return.

**Break-even place probability at 11/1 · invented price, derived by formula · checked 7 November 2026**

| Place fraction | Place profit per £1 | Place return per £1 | Break-even place chance |
|---|---|---|---|
| 1/4 | £2.75 | £3.75 | 26.7% |
| 1/5 | £2.20 | £3.20 | 31.25% |

Moving from 1/4 to 1/5 raises the chance a horse needs by 4.6 percentage points. The win part breaks even at 1 ÷ 12 = 8.3%. See [implied probability](https://eachwayatlas.uk/glossary/implied-probability/) for the idea behind the last column.

**The short version:** a smaller fraction means the horse must have a higher place chance to break even.

## When is the claim wrong, and when is it right?

- It is wrong if the horse's true place chance is above the break-even figure, because the place part then pays on average.
- It is wrong if a bookmaker pays more places, which makes a place more likely.
- It is right if the true chance is below break-even, but we hold no data on true chances.
- The bookmaker's margin matters for both parts, as worked on [the margin fact check](https://eachwayatlas.uk/each-way/bookmaker-margin-claim/).

**The short version:** the verdict depends on a probability that nobody can read off a race card.

## How can you check it yourself?

Find the places and fraction on the race card, as explained on [places and fractions](https://eachwayatlas.uk/each-way/places-and-fractions/). Convert the win price with [how to read odds](https://eachwayatlas.uk/each-way/how-to-read-odds/), and divide 1 by the place return per £1.

Then ask whether you believe the horse places more frequently than that figure. If you cannot say, the bet is a guess, and we do not offer tips.

**The short version:** divide 1 by the place return and compare it with your own estimate.

## How we checked

On 7 November 2026 we worked the arithmetic and listed the primary sources still to be recorded: operator terms, a margin definition and the Tattersalls Rules. We do not hold data on real place frequencies. See [how we check](https://eachwayatlas.uk/about/how-we-check/).

18+ only. Gambling can be harmful. National Gambling Helpline 0808 8020 133. More on [responsible gambling](https://eachwayatlas.uk/responsible-gambling/).

**The short version:** the verdict stays provisional until the sources are recorded.

## What changed

7 November 2026: first version. Return to the [each-way hub](https://eachwayatlas.uk/each-way/).