Rule 4 Deductions & Dead Heats: How They Change Your Place Payout
Two situations change the payout on your each-way bet after you have placed it, and neither of them is within your control. The first is a Rule 4 deduction — triggered when a horse is withdrawn from a race after the betting market has formed. The second is a dead heat — when two or more horses cannot be separated at the finish. Both apply to the place part of an each-way bet, and both are governed by the Tattersalls Rules on Betting, yet most guides either skim over them or ignore the place-specific implications entirely.
If you have ever checked your each-way settlement and found the numbers do not match what you expected, Rule 4 deductions or dead-heat adjustments are the most likely explanation. A Rule 4 deduction on an each way bet reduces the returns on both the win and place legs — a double hit that many punters only discover when they see the payout. Dead heats for the last qualifying place split the stake rather than the odds, which produces a settlement that looks nothing like a standard place return. Together, these are the deductions nobody explains until it is too late.
This guide covers both mechanisms in full: when they trigger, how the maths works, what happens when they combine, and what each scenario means for the money in your account. The examples use realistic stakes and odds, and the calculations are shown step by step so you can verify them against your own settlements. If you have ever stared at a payout and wondered where the missing money went, the answer is almost certainly in one of the sections below.
When Rule 4 Fires and How Much It Takes
Rule 4 — formally Rule 4(c) of the Tattersalls Rules on Betting — applies when a horse is withdrawn from a race after the betting market has opened but before the race starts. The logic behind the rule is fair enough: if a short-priced contender is taken out, the remaining horses all have a higher chance of winning than their quoted odds suggest. To compensate for this shift, a deduction is applied to the winnings on all other runners. The deduction scales according to the odds of the withdrawn horse: the shorter the price, the larger the deduction.
The full scale, as published by William Hill’s Help Centre, runs from 90p in the pound for withdrawals at 1/9 or shorter, down to no deduction at all for horses priced at 14/1 or longer. The key reference points that punters encounter most often are these:
| Odds of Withdrawn Horse | Deduction per £1 of Winnings |
|---|---|
| 1/9 or shorter | 90p |
| 2/11 to 2/17 | 85p |
| 1/4 to 2/9 | 80p |
| 3/10 to 2/7 | 75p |
| 1/3 to 4/11 | 70p |
| 4/9 to 8/15 | 65p |
| 8/13 to 4/7 | 60p |
| 4/5 to 4/6 | 55p |
| 20/21 to 5/6 | 50p |
| Evens to 6/5 | 45p |
| 5/4 to 6/4 | 40p |
| 8/5 to 7/4 | 35p |
| 9/5 to 9/4 | 30p |
| 5/2 to 3/1 | 25p |
| 16/5 to 4/1 | 20p |
| 9/2 to 11/2 | 15p |
| 6/1 to 9/1 | 10p |
| 10/1 to 14/1 | 5p |
| Over 14/1 | No deduction |
When multiple horses are withdrawn, the deductions are cumulative — but the Tattersalls Rules cap the total at a maximum of 90p in the pound. If three horses are pulled out and the combined deductions come to 95p, the cap reduces it to 90p. In practice, cumulative deductions above 50 or 60p are rare; they would require several short-priced runners to be withdrawn from the same race, which is an unusual scenario.
The deduction applies only to the winnings — the profit portion of the payout — not to the returned stake. If you have £10 on a horse at 4/1 and there is a 20p Rule 4, the calculation is: winnings = £40; deduction = £40 x 0.20 = £8; adjusted winnings = £32; total return = £32 + £10 stake = £42, compared to £50 without the deduction.
One critical limitation: Rule 4 does not apply to ante-post bets. If you place an each-way bet weeks before the race at ante-post prices and a horse is subsequently withdrawn, no deduction is applied to your bet. The trade-off is that ante-post bets carry the risk of losing your entire stake if your own horse is withdrawn — there is no void or refund. Rule 4 exists specifically for the day-of-race market, where prices have been set with all declared runners in the frame.
Rule 4 on Each-Way Bets: The Double Deduction
The detail that trips up most each-way punters is this: the Rule 4 deduction applies to both parts of the bet independently. The win part has its winnings reduced by the deduction percentage. The place part has its winnings reduced by the same percentage. The combined effect takes a bigger chunk out of your return than punters who only think about win bets would expect.
A worked example makes this concrete. Suppose you place a £10 each-way bet (total outlay £20) on a horse at 6/1 in a ten-runner non-handicap race. The place terms are three places at one-fifth. Before the race, the 2/1 second favourite is withdrawn. The Rule 4 deduction is 30p in the pound — the standard deduction for a horse priced between 9/5 and 9/4. Your horse finishes second — the win part loses, but the place part is live.
Without Rule 4, the place settlement would be: place odds = 6/1 x 1/5 = 6/5; winnings = £10 x 1.2 = £12; return = £12 + £10 stake = £22. Your profit on the bet overall would be £22 return minus £20 outlay = +£2.
With the 30p Rule 4 deduction: winnings = £12; deduction = £12 x 0.30 = £3.60; adjusted winnings = £8.40; return = £8.40 + £10 stake = £18.40. Your loss on the bet overall is £20 outlay minus £18.40 return = -£1.60. The Rule 4 has turned a small profit into a small loss.
Now consider the same bet where the horse wins. Without Rule 4: win return = £10 x 6 = £60 winnings + £10 stake = £70; place return = £12 + £10 = £22; total = £92; profit = £72. With the 30p Rule 4: win winnings = £60 x 0.70 = £42; win return = £42 + £10 = £52. Place winnings = £12 x 0.70 = £8.40; place return = £8.40 + £10 = £18.40. Total return = £70.40; profit = £50.40. The deduction has cost you £21.60 across both parts of the bet.
The double impact is significant at higher deduction levels. A 45p deduction — triggered by the withdrawal of an even-money shot — strips nearly half the profit from both legs. On a large each-way bet at short odds, the monetary impact can run into hundreds of pounds. This is why professional each-way punters monitor non-runner announcements obsessively in the minutes before a race: the difference between no deduction and a heavy one can be the difference between a profitable day and a losing one.
There is a secondary effect that compounds the damage. If the withdrawal reduces the number of runners below a key threshold under the Tattersalls place terms framework, the number of paying places may also decrease. Eight runners dropping to seven moves the terms from three places to two. Sixteen runners dropping to fifteen moves from four places to three. The punter faces a double jeopardy: fewer places available and a percentage deducted from the returns on the places that remain. Both adjustments work against the bettor, and both stem from the same withdrawal event.
Dead Heat Settlement: The Stake-Splitting Formula
A dead heat occurs when two or more horses cross the finish line simultaneously and the judge cannot separate them. Unlike Rule 4, which reduces your winnings after the fact, a dead heat divides your stake before the odds are applied. The distinction matters because the mechanics produce a fundamentally different type of adjustment.
The formula for a dead-heat settlement, as described by Betfair’s settlement rules, is: Return = (Stake / N) x Odds + (Stake / N), where N is the number of horses involved in the dead heat. Your stake is divided equally among the dead-heating horses, and each portion settles at the full odds.
Take a straightforward example. You have £10 on a horse at 5/1 to win. It dead-heats with one other horse for first place. N = 2. The calculation: effective stake = £10 / 2 = £5; winnings = £5 x 5 = £25; return = £25 + £5 = £30. Without the dead heat, the full return would have been £60. The dead heat halves both the risk capital and the reward, producing exactly half the payout of an outright win.
For a three-way dead heat — rare, but it happens — N = 3. The same £10 at 5/1 becomes: effective stake = £10 / 3 = £3.33; winnings = £3.33 x 5 = £16.67; return = £16.67 + £3.33 = £20. One-third of the outright payout.
The logic behind the formula is that a dead heat represents a partial outcome. Your horse won — but so did another horse, simultaneously. The settlement reflects that shared result by treating you as if you had placed a proportionally smaller bet that won outright. The odds do not change. The stake allocation does.
This creates a crucial difference from Rule 4 adjustments. Rule 4 reduces winnings by a percentage after the odds have been applied. Dead heat reduces the stake before the odds are applied. On a 5/1 winner with a two-way dead heat, you receive £30. On a 5/1 winner with a 50 per cent Rule 4 deduction (which would occur if multiple short-priced horses were withdrawn), you would receive £25 plus your £10 stake = £35. The outcomes are different because the deduction and division happen at different stages of the calculation. Dead heat splits the input; Rule 4 reduces the output.
Dead Heats for Place Positions: Two Scenarios That Matter
Dead heats for place positions in each-way betting fall into two distinct categories, and getting them confused leads to entirely wrong expectations about the settlement. The key question is whether the dead heat occurs within the paying places or at the boundary of the last paying place.
Scenario One: Dead Heat Within the Paying Places
Suppose a race pays three places and two horses dead-heat for second. Both horses have finished in the places — second and third are both within the paying positions. In this scenario, no dead-heat reduction is applied to the place part of your each-way bet. Both horses receive the full place payout as if they had finished in the places outright, because they have. The dead heat does not reduce the number of available places; it simply means two horses share a position within the already-paid range.
If you had backed one of the dead-heating horses at 8/1 each way in a non-handicap with three places at one-fifth, the place settlement is the standard formula: £5 x 1.6 + £5 = £13. No adjustment. The dead heat is irrelevant to the place payout because your horse finished in the money regardless of whether the tie was for second or for third.
The same principle applies to dead heats for first place. If your horse dead-heats for the win, the win part of the bet is settled at the dead-heat formula (stake divided by N, then multiplied by full win odds), but the place part pays in full because the horse finished in the places. You get a reduced win return and a full place return — which is still better than only the place part landing.
Scenario Two: Dead Heat for the Last Qualifying Place
This is where the settlement gets interesting. Suppose the race pays three places and two horses dead-heat for third — the last paying position. Only one “slot” in the places remains, but two horses are claiming it simultaneously. The dead-heat rule applies: the place part of your bet is settled as if only a fraction of your stake were at play.
Using the same 8/1 horse at one-fifth place terms, with a £5 place stake: effective stake = £5 / 2 = £2.50; place winnings = £2.50 x 1.6 = £4; return = £4 + £2.50 = £6.50. Compare that to the full place return of £13 — exactly half. The dead heat for the last place has halved the place payout.
If three horses dead-heat for the last qualifying place, the division is into thirds. The same example produces: effective stake = £5 / 3 = £1.67; winnings = £1.67 x 1.6 = £2.67; return = £2.67 + £1.67 = £4.33. A third of the full payout.
A dead heat for the last place can also interact with the total number of places paid. In a three-place race where two horses dead-heat for third, some punters ask whether a fourth place is now paid. It is not. The three-place structure is fixed; the dead heat determines how the third-place payout is divided among the horses claiming it, not whether a fourth place is created. The rules are rigid on this point.
As a point of context, dead heats — while memorable when they occur — are not common. RaceTech, the technology provider that has served British racing since 1946, uses photo-finish cameras capable of capturing up to 2,000 frames per second. At that resolution, most finishes can be separated even when they appear dead-level to the naked eye. Genuine dead heats occur a handful of times per year across the full British racing calendar, making them unusual enough to surprise punters who have never encountered one in settlement.
The rarity, however, does not reduce the impact. A dead heat for the last qualifying place halves the place return on what might be the punter’s only winning bet of the afternoon. And because dead heats are not announced until the judge’s verdict — which can take several minutes after a close finish — the punter may spend those minutes believing the full place payout is secured, only to see it cut in half when the official result is declared. The emotional swing can be as significant as the financial one, which is why understanding the settlement in advance matters: it turns an unpleasant surprise into an expected possibility.
When Rule 4 and Dead Heat Collide
The scenario that catches even experienced punters off guard is when Rule 4 and a dead heat apply to the same bet. It is rare — requiring both a withdrawal after the market forms and a dead heat in the same race — but it happens, and when it does, the settlement involves two separate adjustments applied in sequence.
The order of operations matters. The dead-heat division is applied first: the stake is split according to the number of horses in the dead heat. Then the Rule 4 deduction is applied to the winnings calculated on the reduced stake. This sequence produces a smaller payout than applying either adjustment alone, because each one compounds the effect of the other.
A worked example: you place £10 each way on a horse at 8/1 in a ten-runner non-handicap (three places, one-fifth). Before the race, the 2/1 favourite is withdrawn — triggering a 30p in the pound Rule 4 deduction. Your horse finishes in a dead heat for third with one other horse. The win part loses (the horse did not win). The place part settles as follows.
Step one — dead heat: the place stake is divided by 2. Effective place stake = £10 / 2 = £5.
Step two — calculate place winnings on the reduced stake: place odds = 8/1 x 1/5 = 8/5. Winnings = £5 x 1.6 = £8.
Step three — apply Rule 4 to the winnings: deduction = £8 x 0.30 = £2.40. Adjusted winnings = £5.60.
Step four — add the reduced stake: return = £5.60 + £5 = £10.60.
Without either adjustment, the full place return would have been £10 x 1.6 + £10 = £26. The combined effect of the dead heat and Rule 4 has reduced the place return from £26 to £10.60 — a reduction of nearly 59 per cent. The total loss on the bet: £20 outlay minus £10.60 return = -£9.40.
The scenario is punishing, but the maths is consistent. Each adjustment serves a distinct purpose — the dead heat reflects a shared finishing position, and the Rule 4 reflects the altered competitive conditions after a withdrawal. When both conditions are present, both adjustments apply. There is no cap, no softening and no discretion. The rules are mechanical.
The broader context gives this scenario additional weight. Anne Lambert, Interim Chair of the Horserace Betting Levy Board, has confirmed that average betting turnover per race fell 8 per cent year on year in 2026/25, with a 19 per cent decline over three years — Anne Lambert, HBLB, via SBC News. Declining turnover is partly a function of smaller fields and fewer competitive races, and smaller fields increase the probability that a single withdrawal drops a race below a key place-terms threshold. In a market that is already contracting, the operational risks around Rule 4 and dead heats become proportionally more relevant to each-way punters, particularly those betting on lower-tier fixtures where seven or eight runners are the norm.
The practical takeaway is that both Rule 4 and dead-heat rules should be part of every each-way punter’s pre-bet awareness — not because they occur on every race, but because when they do, the financial impact is disproportionate to the surprise. Knowing the mechanics in advance is the only defence against a settlement that looks wrong but is, in fact, exactly right.
