Each-Way Round Robin in Horse Racing: Cost, Returns, and When It Pays

An each-way round robin takes the ten-bet structure of a standard round robin and doubles it. Every line — each of the three doubles, the treble, and all six SSA singles — is placed twice: once for the win and once for the place. That produces twenty bets from three selections, and the total cost is twenty times the unit stake. Double the outlay, broader the safety net — or so the theory goes.

The appeal is obvious. Horse racing is a sport where second and third-place finishes carry value, and each-way betting captures that value. A horse that finishes in the places at 10/1 still returns a meaningful sum through the place part, even though the win part is lost. Multiply that mechanism across ten round robin components and the number of profitable outcomes expands considerably compared to a win-only version. The problem is that the cost expands too, and not every punter who ticks the each-way box has done the arithmetic to know whether the additional coverage justifies the additional outlay.

This article works through the mechanics piece by piece. It explains how each-way betting interacts with doubles, trebles, and SSA singles inside a round robin. It lays out place terms by field size, calculates the real cost, and builds a full worked example using odds from a Cheltenham-style card. The aim is to leave you with a precise understanding of when an each-way round robin adds value — and when it simply adds expense.

How Each-Way Betting Works Inside a Round Robin

Each-way is two bets in one: a win bet and a place bet, each at the same stake. If you back a horse each-way at £1, you pay £2 — £1 on the win, £1 on the place. The win part pays at full odds if the horse finishes first. The place part pays at a fraction of the odds (the place terms) if the horse finishes in the qualifying positions — typically first, second, or third, though this varies by race type and field size.

Inside a round robin, this doubling applies to every one of the ten components. Each double becomes two doubles: a win double and a place double. The treble becomes a win treble and a place treble. Each of the six SSA singles splits into a win SSA and a place SSA. The result is twenty bets: ten win lines and ten place lines, all settled independently.

The win lines work identically to a standard round robin. The place lines follow the same structure but settle at place odds instead of full odds. For a horse priced at 8/1 with quarter-odds place terms, the place part settles at 2/1 (one quarter of 8/1). That distinction matters enormously. A win double on two 8/1 shots returns £81 (9.00 × 9.00 = 81.00 in decimal). The equivalent place double, at effective odds of 2/1 each, returns £9 (3.00 × 3.00 = 9.00). The place component generates far smaller returns, but it activates in far more scenarios — specifically, whenever a horse places without winning.

The UK operates 61 racecourses, and the each-way terms applied at each meeting depend on the race conditions. Handicap races with large fields often carry more generous place terms than non-handicap races with smaller fields. Understanding these terms before placing an each-way round robin is essential, because the place odds directly determine the value of half your bet.

The SSA legs deserve particular attention in an each-way context. In a win-only round robin, the SSA conditional logic triggers when a selection wins and pushes the profit onto the next selection. In an each-way round robin, the place SSA operates similarly but with reduced trigger amounts. If selection A places at effective odds of 2/1, the profit is £2 on a £1 stake. That £2 then runs as a place single on the next selection. If that selection also places, the return is modest — £2 × 3.00 = £6 for another 2/1 place shot. These are not life-changing sums, but they represent returns in scenarios where a win-only round robin would pay nothing.

The mental model to carry forward is this: the win half of your each-way round robin behaves exactly like a standard round robin. The place half is a parallel round robin running at much shorter effective odds, producing smaller returns but triggering more frequently. Whether the combined output of both halves exceeds the doubled cost depends entirely on the odds profile of your selections and the applicable place terms — a relationship that the following sections quantify.

Place Terms by Field Size

Place terms are not universal. They shift depending on how many runners go to post, what type of race it is, and whether the bookmaker is offering enhanced terms as a promotion. The standard framework in British racing operates on a tiered system, and knowing which tier applies to your race is the difference between an informed each-way round robin and a blind one.

For non-handicap races with five to seven runners, bookmakers typically pay two places (first and second) at one-quarter the win odds. With eight or more runners, the standard extends to three places at one-quarter odds. Handicap races with sixteen or more runners often pay four places, still at one-quarter odds — though some firms offer one-fifth odds for four or five places on large-field handicaps. Festival races at Cheltenham or Aintree sometimes carry enhanced each-way terms: five or six places at one-fifth odds for fields of twenty or more.

According to the BHA’s 2025 Racing Report, the average field size in Flat racing dropped to 8.90 runners in 2025, down from 9.14 the previous year. For Jumps racing, the average fell to 7.84, from 8.49. These shrinking fields have a direct effect on each-way round robin bettors: smaller fields mean fewer qualifying place positions and, in some races, reduced place terms. A race with only five runners might pay just two places, which makes the place part of your each-way bet considerably harder to land than it would be in a twelve-runner handicap.

The place terms also determine the effective odds for the place component of each double, treble, and SSA single within the round robin. Consider a horse at 10/1 in a twelve-runner handicap with quarter-odds place terms. The effective place odds are 10/4 = 5/2 (decimal 3.50). In a six-runner novice hurdle with the same quarter-odds terms, the horse might still be priced at 10/1, but only two places are paid — meaning the place must be first or second, not first, second, or third. The odds are the same; the probability of collecting is materially lower.

For each-way round robin purposes, the ideal configuration is a field of twelve to twenty runners paying three or four places at quarter odds, with selections priced between 4/1 and 10/1. In that range, the place doubles and place treble generate returns that meaningfully offset the doubled cost of the bet. Below 4/1, the place odds are too short to produce worthwhile returns through multiples. Above 10/1, the win probability drops to a level where even the expanded each-way coverage struggles to compensate.

One practical step before placing any each-way round robin: check the place terms for every race on your slip. If one of your three races is a five-runner affair paying two places at quarter odds while the other two are sixteen-runner handicaps paying four places, the place component of your round robin is only as strong as the weakest link. The bets involving the five-runner race will settle under tighter conditions, and the place doubles or SSA legs connecting that race to the others carry lower expected returns than the numbers might suggest at first glance.

Cost: Why Your Bill Doubles and Then Some

A win-only round robin on three selections costs ten units. An each-way round robin on the same three selections costs twenty units. The doubling is mechanical: every line has a win part and a place part, each carrying the full unit stake. At £1 per unit, the outlay is £20. At £2, it is £40. At £5, it climbs to £100 — for three horses.

That number catches people out more often than the betting industry might care to admit. Data from Entain, which operates Ladbrokes and Coral, shows that roughly half of all Grand National bettors stake £5 or less. A £5 each-way round robin costs £100 — well beyond what most casual punters budget for a single afternoon’s betting. The each-way round robin is not a casual bet; it is a structured wager designed for punters who have calculated the cost, assessed the place terms, and decided that the coverage justifies the outlay.

The cost also creates an asymmetry in the return profile. The win half of the bet can produce substantial returns — three doubles at combined odds, a treble at multiplied odds, and six SSA singles with conditional triggers. The place half, running at a fraction of those odds, produces returns that are often a third or a quarter of the win returns, despite costing exactly the same. In a scenario where all three horses place but only one wins, the place component keeps the bet alive, returning money through place doubles and place SSA legs. But those returns may not cover the full £20 outlay. The place half acts as a cushion, not a profit centre.

There is a mental trap here. Punters sometimes reason that because each-way bets “pay if the horse places,” the each-way round robin is inherently safer. In absolute terms, it does pay out in more scenarios. But in percentage terms — return relative to stake — the each-way version often delivers a lower rate of return than the win-only version, because the place returns are small relative to the doubled cost. A win-only round robin that pays £62 from a £10 stake when two of three selections win delivers a 520 per cent return. An each-way round robin in the same scenario might pay £75 from a £20 stake — a 275 per cent return. The absolute payout is higher; the efficiency is lower.

Budget accordingly. If your total allocation for an afternoon is £30, an each-way round robin at £1 per unit (£20) consumes two-thirds of your budget on a single bet. A win-only round robin at the same unit stake (£10) leaves room for additional wagers. The decision between win-only and each-way is a budgeting decision as much as a strategic one, and it should be made before the race card is opened — not at the betting slip stage, where the excitement of the selections can override the arithmetic of the stake.

Worked Example: Each-Way RR at Cheltenham

Cheltenham Festival is the setting where each-way round robins see the heaviest use. Large fields, competitive handicaps, and place terms of four or five places at quarter or fifth odds create the conditions that suit this bet type. According to William Hill, an estimated £450 million is expected to be wagered across the four days of Cheltenham Festival 2026. “We’re expecting around £450 million to be wagered over the four days, which makes it the most bet-on racing festival of the year, and it’s a hugely important week for us,” said Lee Phelps, a William Hill spokesperson.

For this example, take three selections from different Cheltenham races, all handicaps with fields of sixteen or more, paying four places at quarter odds. Selection A: 8/1 (decimal 9.00, place odds 2/1, decimal 3.00). Selection B: 6/1 (decimal 7.00, place odds 6/4, decimal 2.50). Selection C: 10/1 (decimal 11.00, place odds 5/2, decimal 3.50). Unit stake: £1. Total cost: £20 (twenty bets).

Win Component — All Three Win

Win Double A+B: 9.00 × 7.00 = £63.00. Win Double A+C: 9.00 × 11.00 = £99.00. Win Double B+C: 7.00 × 11.00 = £77.00. Win Treble: 9.00 × 7.00 × 11.00 = £693.00.

Win SSA A→B: profit £8, runs on B at 7.00 = £56.00. Win SSA B→A: profit £6, runs on A at 9.00 = £54.00. Win SSA A→C: profit £8, runs on C at 11.00 = £88.00. Win SSA C→A: profit £10, runs on A at 9.00 = £90.00. Win SSA B→C: profit £6, runs on C at 11.00 = £66.00. Win SSA C→B: profit £10, runs on B at 7.00 = £70.00.

Win total: £63 + £99 + £77 + £693 + £56 + £54 + £88 + £90 + £66 + £70 = £1,356.00.

Place Component — All Three Place

Place Double A+B: 3.00 × 2.50 = £7.50. Place Double A+C: 3.00 × 3.50 = £10.50. Place Double B+C: 2.50 × 3.50 = £8.75. Place Treble: 3.00 × 2.50 × 3.50 = £26.25.

Place SSA A→B: profit £2, runs on B at 2.50 = £5.00. Place SSA B→A: profit £1.50, runs on A at 3.00 = £4.50. Place SSA A→C: profit £2, runs on C at 3.50 = £7.00. Place SSA C→A: profit £2.50, runs on A at 3.00 = £7.50. Place SSA B→C: profit £1.50, runs on C at 3.50 = £5.25. Place SSA C→B: profit £2.50, runs on B at 2.50 = £6.25.

Place total: £7.50 + £10.50 + £8.75 + £26.25 + £5 + £4.50 + £7 + £7.50 + £5.25 + £6.25 = £88.50.

Combined return when all three win: £1,356 + £88.50 = £1,444.50. Profit: £1,424.50. The place component adds roughly 6.5 per cent to the total return — a meaningful but not dominant contribution when every horse wins.

Mixed Result — A Wins, B Places Third, C Loses

This is the scenario where the each-way structure earns its keep. The win component delivers: Win Double A+B: void (B did not win). Win Double A+C: void. Win Double B+C: void. Win Treble: void. Win SSA A→B: A wins, profit £8 runs on B. B did not win, return = £0. All other win SSAs involving B or C as triggers: void. Win total: £0.

The place component delivers: A placed (first counts as a place), B placed (third). C did not place. Place Double A+B: 3.00 × 2.50 = £7.50. Place Double A+C: void (C out of places). Place Double B+C: void. Place Treble: void.

Place SSA A→B: A placed, profit £2 runs on B place. B placed, return = £2 × 2.50 = £5.00. Place SSA B→A: B placed, profit £1.50 runs on A place. A placed, return = £1.50 × 3.00 = £4.50. Place SSA A→C: A placed, profit £2 runs on C. C did not place, return = £0. Other place SSAs involving C: void or zero.

Place total: £7.50 + £5.00 + £4.50 = £17.00. Combined return: £0 (win) + £17.00 (place) = £17.00. Loss from £20 stake: £3.00.

That is the each-way mechanism in action. A win-only round robin in this scenario returns nothing. The each-way version loses £3 instead of £10 — a smaller loss, funded by the place doubles and place SSA legs connecting the two horses that made the frame. It is not a profit, but it is damage limitation that might matter across a full day of betting.

Worst Case — No Winner, No Place

All twenty bets void. Loss: £20. This is twice the loss of a win-only round robin, and it is the outcome that makes budgeting critical. Three horses that finish out of the places in large Cheltenham fields is not a rare event. It is arguably the most likely single outcome in any given three-race combination at a competitive festival. The each-way round robin offers broader coverage, but it offers no protection against a complete miss.

When an Each-Way Round Robin Makes Sense

The each-way round robin is not a universally superior version of the win-only round robin. It is a different bet with a different risk profile, and it makes sense under a specific set of conditions. Ignore those conditions and you are paying double for coverage that adds little value.

The first condition is field size. Each-way round robins work best when all three races have large fields — twelve runners or more. Large fields mean more place positions (typically three or four), which increases the probability that your selections will at least place. In a five-runner race paying two places, the place part of the bet offers thin margins. In a twenty-runner handicap paying four places, the same place part has a considerably wider target. If one or more of your three races has fewer than eight runners, the win-only round robin is almost certainly the better use of your money.

The second condition is the odds range. Each-way round robins reward longer-priced selections. At 2/1, the place odds under quarter terms are 1/2 — meaning the place part of a double on two 2/1 shots returns just £2.25 for a £1 stake. At 8/1, the place odds are 2/1, and the place double returns £9 — a figure that begins to justify the extra cost. The sweet spot for each-way round robin selections is between 5/1 and 12/1, where the place odds are substantial enough to generate meaningful returns through the place doubles and place SSA legs.

The third condition is competitive balance. Races where the market is spread relatively evenly — no dominant favourite at odds-on, several runners trading between 5/1 and 10/1 — produce the best conditions for each-way round robins. In these fields, the form is harder to separate, placings are less predictable, and the each-way safety net captures value that a win-only bet would miss. Conversely, races with a strong favourite and a long tail of outsiders tend to produce results where the favourite wins and your each-way selections finish mid-field — outside the places entirely.

The fourth condition is personal. It is about how you process losing days. If a total loss on a round robin — £10 for win-only, £20 for each-way — would meaningfully dent your session budget, the each-way version doubles the downside risk in the worst scenario. If you can absorb the doubled cost and you value the partial-return scenarios enough to pay for them, the each-way round robin is a legitimate tool. But it should be a deliberate choice, made after checking field sizes and place terms, not a default setting applied because each-way sounds like it covers more.

A useful test: before placing the bet, calculate the minimum possible return from the place component alone — assuming all three horses place but none wins. If that figure exceeds half the total stake, the each-way coverage is pulling its weight. If it falls below half, the place component is a drag on efficiency, and you are likely better served by a win-only round robin at a higher unit stake.

Risks Specific to Each-Way RR

The doubled cost is the primary risk, and it has already been covered. But each-way round robins carry several additional risks that are less obvious and more easily overlooked.

The first is mismatched field sizes across the three races on your slip. The place-terms section above explained the tiered system; the risk here is ignoring it. Punters who check the terms for one race and assume the same conditions apply to the others end up with a lopsided each-way round robin — the bets involving the short-field race settling under tighter conditions than they expected, quietly dragging down the overall place return.

The second risk is the false comfort of small returns. In partial-win scenarios, the place component often returns just enough to reduce the loss — say, £6 back from a £20 outlay. That £6 might feel like a consolation, but it represents a 70 per cent loss. Win-only round robins either lose £10 entirely or return a meaningful sum. The each-way version introduces middle-ground outcomes where you lose less than the total but still lose most of it. Over a long series of bets, these small place returns rarely compensate for the doubled stake. They soften individual losses at the expense of aggregate profitability.

The third risk is non-runner disruption. If one of your three selections is withdrawn, the each-way round robin is restructured. The treble (both win and place) collapses into doubles. Doubles involving the non-runner become singles. SSA pairs are voided or adjusted. Because each component exists in both win and place form, the number of adjustments doubles compared to a win-only round robin. The resulting bet often bears little resemblance to the original, and the place terms may shift if the non-runner’s withdrawal alters the field size enough to change the number of qualifying positions.

The fourth risk is cognitive. Twenty bets are harder to track than ten. In a win-only round robin, the settlement is relatively transparent: you can count winning doubles, check the treble, and estimate SSA outcomes. In an each-way round robin, you also need to track which horses placed, at what terms, and how the place part of each component settled. Most bookmakers show a final return figure without breaking down the win and place contributions, which makes it difficult to evaluate whether the each-way element added value on a bet-by-bet basis.

None of these risks make the each-way round robin a bad bet. They make it a bet that demands more preparation than the win-only version. Check the fields, check the terms, run the numbers on the place component, and confirm that the total outlay fits your budget before you place it. Approached with that discipline, the each-way round robin is a powerful tool for competitive, large-field racing. Approached casually, it is an expensive way to lose slightly less than you expected.