The triple match and the strings that come with it

A 300% deposit bonus triples whatever you put in: £50 becomes £150 of bonus funds, £100 becomes £300. The percentage is the headline and, on its own, it is the least informative thing about the offer. What multiplies alongside the percentage is the part that sets the price.

The first string is the wagering multiplier. Bonus funds in this part of the market carry a playthrough requirement, and the model this page uses takes 35x, which sits inside the 30–45x band the offshore rows in the comparison table below publish. A bigger bonus does not change the multiplier; it enlarges the base the multiplier acts on. Double the bonus and the owed turnover doubles, without the headline moving a point.

The second string is the cap. A cap fixes the largest bonus the cashier will pay, whatever the percentage implies. A triple with a £300 cap stops growing at a £100 deposit; everything deposited above that buys no extra bonus, only the same bonus attached to more of your own money. A later section works through the deposits where that cut lands.

The third string is the maximum bet rule. Terms in this part of the market tend to print a per-round ceiling while wagering runs, often near £5. The ceiling leaves the owed amount untouched, but it fixes how many rounds the clearing takes, and a round that breaches it can forfeit the bonus and the winnings built on it.

The fourth string is game weighting. Slots usually count in full; table games, live dealers and some instant games count at a fraction or not at all. A turnover figure quoted without the weighting table cannot be planned around, because the games that count fully may not be the games you want to play.

The fifth string is the clock. Expiry windows on the bonus and on wagering progress run in days at this end of the market, and a requirement left unfinished usually forfeits the bonus and anything won with it.

Read together, the strings reprice the headline. A triple is a large bonus carrying a large obligation, and every term above decides how heavy the carrying gets. The rest of this page prices each string in turn, starting with the obligation itself.

Wagering owed per hundred deposited, by match tier

The cleanest way to see what a match rate does is to hold the deposit fixed and move the rate. Take £100 deposited, apply a 35x multiplier to the bonus alone, and the owed turnover climbs in equal steps.

At a 100% match, £100 deposited builds £100 of bonus, and £100 at 35x owes £3,500 of qualifying play. At 200%, the bonus doubles to £200 and the obligation doubles with it, to £7,000. At 300%, the bonus is £300 and the obligation is £10,500. Each extra hundred points of match adds the same £3,500 to the bill, which is the arithmetic of the triple in a single line: the rate multiplies the base, and the base is the bonus.

The chart plots the model by tier, and the shape is the point. The bars climb in equal steps because the model is linear in the rate: nothing about a triple compounds, it simply scales. What bends the line is never the rate but the assumptions around it. If a terms sheet applies the multiplier to deposit plus bonus rather than the bonus alone, every figure above doubles, to £7,000, £14,000 and £21,000 on the same £100. If a cap binds, the top tier flattens, which is the subject two sections on.

Two assumptions carry the model and both deserve stating plainly. The multiplier is 35x, taken as a workable reading of the 30–45x band the offshore rows in the comparison table publish. The multiplier acts on the bonus only, because that is the more common drafting at this end of the market; where the drafting runs the other way, the doubling in the previous paragraph applies.

The per-£100 view also makes the British baseline immediate. The UK rows in the table below print straight matches, and a straight match at 35x already asks £3,500 per £100 deposited. The triple asks three times that before a penny is won, which is the size of the gap a headline percentage hides.

A worked calculation at the model’s settings

The calculator below runs the page’s model at its fixed settings: a £50 deposit, a 300% match, a 35x multiplier and a £300 bonus cap. All four are assumptions, stated so the arithmetic can be checked line by line, and the walk-through underneath shows where each number comes from.

Step one is the gross bonus. Three hundred percent of £50 is £150. That is the headline doing precisely what the headline says, no more.

Step two is the cap check. The model’s cap is £300 and the bonus is £150, so nothing is trimmed. This is the case where the triple runs at full width: the rate and the payment agree, and the percentage is honest to the penny. At a £50 deposit the cap is not a constraint at all, which matters because the cap is the string most likely to bite somewhere else.

Step three is the wagering bill. £150 of bonus at 35x owes £5,250 of qualifying play. That number, not the £150, is the true size of the offer: it is the amount that must pass through qualifying games before the bonus and its winnings release.

Step four is the shape of the clearing. With a £5 ceiling on single rounds, the sort of figure this market tends to print, clearing £5,250 takes at least 1,050 maximum-bet rounds, and more rounds at any smaller stake. The ceiling never changes what is owed; it changes how long the owed takes and how much of your evening it occupies.

Step five is what the bill might cost. The model prices the obligation, not the outcome. What £5,250 of play costs in expectation depends on the house edge of the games that clear it, and no terms sheet fixes that edge for you or promises the games will run cold. A turnover requirement is a volume commitment; the result of the volume is variance.

Read as a whole, the model says this: a £50 deposit at a triple match, at 35x on bonus only and under a £300 cap, is a £150 bonus carrying £5,250 of play. Weighed against a straight 100% match on the same deposit, the same arithmetic gives £1,750 of play on a £50 bonus. That comparison, not the percentage, is the decision a reader is actually making.

Where the cap starts to cut the triple

A cap is where the headline and the cashier disagree, and the disagreement has a precise start point rather than a vague one.

The model’s cap is £300 on the bonus. At a 300% rate, the bonus reaches £300 when the deposit reaches £100, because £100 multiplied by three is exactly the cap. Below £100 the percentage is honest: every extra pound deposited adds £3 of bonus. Above £100 the percentage goes quiet: the bonus holds at £300 while the deposit keeps climbing.

The effective rate tells the story in one column. Deposit £120 and the nominal triple implies £360, but the cap holds the payment at £300, an effective 250%. Deposit £150 and the capped £300 is an effective 200%. At £200 deposited the effective rate is 150%, and at £300 the capped bonus is a straight 100% match wearing a triple’s headline. The further past £100 the deposit travels, the more the advertised rate overstates the deal.

The wagering bill does not follow the deposit past the cap, and that is the trap worth naming. If the multiplier acts on the bonus alone, a £300 bonus owes £10,500 whether it came from a £100 deposit or a £250 one. The extra £150 deposited at the higher figure adds nothing to the bonus and nothing to the obligation, and it sits as your own money inside a requirement it had no part in sizing. Under the usual drafting, deposited cash and bonus funds move together until wagering clears, so the oversized deposit also lengthens the period your own balance is locked to the terms.

Two caveats keep the model honest. Caps are drafted differently across the market: some limit the bonus itself, some limit what converts from it, and a few do both; the model uses a bonus cap because that is the version a triple usually carries. The £300 figure is also a modelled assumption, chosen because it sets a clean £100 threshold. Where a real terms sheet sets the cap elsewhere, the threshold moves with it, and the method never changes: divide the cap by the rate, and that deposit is where the string starts to pull.

The practical read is short. At a capped triple, the deposit that exactly reaches the cap is the deposit that uses the whole offer. Anything above it buys the same bonus for more money locked in, and the effective rate falls with every extra pound.

The three tiers on a £50 deposit, side by side

Scaling the worked example across the tiers puts the model’s three rates on one grid. The rows mirror the chart’s tiers: the same £50 deposit, the bonus each rate builds on it, the turnover the bonus owes at 35x, and the state of the model’s £300 cap.

Nothing in the grid reaches the cap, because £50 of deposit builds at most £150 of bonus and the cap sits £150 higher. That is the finding the cap section reached from the other direction: at deposits this size the triple is exactly what its headline says, and the strings that bind are the multiplier and the clock, never the ceiling. The turnover column is the one to read twice. Moving from 100% to 300% does not triple the cash deposited; it triples the qualifying play, from £1,750 to £5,250, and the qualifying play is where the hours, the game restrictions and the house edge all live. Reading across a row gives the full price of one tier; reading down the column gives the price of the headline itself.

How the market prices the triple against the British baseline

The table below sets twelve offers side by side, six from the offshore end of the market and six from the British baseline, with the columns kept to the terms that do the work: licence, welcome band, wagering, minimum deposit, payout window and payment rails.

Figures are category-typical ranges compiled from operator-published terms at the time of writing, not quotes of any single promotion. UKGC-licensed rows are the British baseline shown for comparison; none of them are claimable at the offshore offers modelled on this page. Verify every term on the operator’s own page before you take it.

Read the welcome band column first. The offshore rows publish ranges rather than single figures, and the top of several ranges is the subject of this page: a 300% match sits inside the bands this end of the market advertises. The British rows print straight matches or fixed bonus amounts, and none of their bands reaches a triple. The gap is structural rather than temporary, because matches past 200% cluster offshore, where the licensing, the dispute routes and the payment rails differ in the ways the licence note on this page describes.

Read the wagering column second. The offshore band and the British band overlap heavily, which is the quiet fact of this market: the triple does not cost more in multiplier terms, it costs more because the multiplier acts on a larger bonus. A 30x requirement on a triple-sized bonus outbills a 45x requirement on a straight match, and both appear in the table.

Read the rails column last. Crypto and MuchBetter appear on the offshore rows, PayPal and Apple Pay on the British ones, and the split tracks the licensing gap: PayPal requires gambling merchants to hold the relevant licence for the markets they serve, so its UK acceptance follows UK licensing. Payout windows run slower on the offshore rows as well, stretching to five banking days against one to three.

The note beneath the table carries the standing caveat and earns its place: these are category-typical ranges compiled from operator-published terms, not quotes of any single promotion, and the British rows are a baseline for comparison rather than alternatives claimable at the offshore offers.

The rules that govern how a triple gets advertised

Advertising rules sit around every offer this page describes, and two of them bear directly on how a triple gets presented.

The first is the CAP Code, the non-broadcast advertising code the Advertising Standards Authority administers. It carries rules on protecting minors and on presenting bonuses honestly, and honest presentation has a specific meaning here: the percentage is one term among several, and an advertisement that shouts the 300% while burying the multiplier, the cap and the expiry presents the offer dishonestly by omission. This page’s method applies the same discipline from the other side: the model states the 35x assumption, the £300 cap and the deposit they act on before it states anything a reader might do.

The second is the disclosure expectation. Under ASA and CMA expectations for online reviews and comparisons, comparisons and affiliate relationships must be disclosed clearly. A page that earns from the offers it lists is an affiliate publisher, and the reader is entitled to know that before weighing a single figure. The slot at the top of this page and the payment disclosure on this site exist to meet that expectation, and the prose keeps to modelled figures so that no entry can be talked up for commercial reasons.

The two rules combine into a test worth applying to any triple you see advertised. Ask what the percentage multiplies, where the cap starts, how long the clock runs and how the publisher is paid if you take the offer. An advertisement, a review or a comparison that answers all four in plain sight is doing its job; one that answers none of them is asking you to price the offer from its headline alone, which is the habit the honesty rules exist to prevent.