What a welcome pack actually promises

£500 in the headline, £100 in the wallet: the gap between those two numbers is where a welcome pack tells the truth about itself. A matched offer advertises a percent and a ceiling, and the balance that actually lands in the bonus wallet is the smaller of the two. On a £50 deposit, a 200% match capped at £500 pays £100, not £500, and the ceiling only comes into reach at a £250 deposit. The advert promises the ceiling. The deposit decides how much of the promise exists, and neither fact is visible until the terms are open.

That distinction does the pricing work for everything on this page: the cap is the promise, and the multiple is the price. The cap says how large the bonus can become. The multiple, printed in the terms rather than the advert, says how much play stands between the bonus and a withdrawal. A pack is a small contract with two scales on it, and a reader who prices the cap while skipping the multiple has read half the contract. The sections here read both scales line by line, in pounds, before any deposit is made, because pricing after depositing is not pricing at all.

The multiple deserves the chart treatment because it is the one number that moves the bill without changing the advert’s shape. Take a 100% match on a £50 deposit, so the bonus is £50, and vary only the wagering: at thirty-five times the pack asks for £1,750 of play before anything becomes withdrawable, at forty times £2,000, at fifty times £2,500, at sixty times £3,000. Nothing in the headline moved between those four packs. The bill moved by close to a factor of two, and the chart below draws it plainly.

Read the chart as a price list rather than an illustration: each extra ten times on the label adds £500 of required play to the same £50 bonus, and at a three percent game edge each extra ten times adds £15 of expected cost. The advert never prints that line. It prints the match and the ceiling, both of which are caps, and leaves the multiple, which is the price, on a terms page most readers never open. Pricing the pack before the deposit means opening that page first, and the arithmetic takes less time than the deposit does.

The spins bolt-on reads as garnish and prices as a second product. A headline promising a match plus 50 spins is selling two things with two sets of terms: the match carries its multiple, the spins carry theirs, usually applied to the winnings the spins produce, and the two rarely share a cap or a clock. Lumping them into one figure is how a modest offer dresses as a large one. This page prices the two halves separately, and the spins section runs that model in full with its own worked table.

The promise itself decays on a clock. Bonus funds are not cash: they sit in a separate balance, they usually expire within a week to a month, and anything uncleared at the deadline disappears with the winnings attached to it. A maximum bet while clearing, commonly around £5, caps how fast the turnover can be run. Game weighting decides whether the games a reader actually wants count toward the total at full value. Each of those terms narrows the promise a little further, and none of them appears anywhere in the headline.

So the honest summary of a matched pack is two lines: the cap states the most the operator will put at stake, and the multiple states what moving that stake into cash is expected to cost. Everything that follows makes those two lines precise. The next section isolates the numbers that do the pricing, the one after runs the full chain on a worked pack, and the comparison table near the end of the page sets the market’s usual ranges beside the British baseline so the licence gap sits in the same frame as the arithmetic.

The four numbers that price a pack

Only one of the numbers that price a welcome pack is printed in the advert, which is why the pricing has to be done by hand. The match percent sits in the headline. The cap, the wagering multiple and the game weighting sit in the terms, and of those the weighting is the one most often skipped. Priced together they turn an advert like 200% up to £500 into a definite figure: what the pack pays on a given deposit, and what clearing it is expected to cost in cash.

The match percent answers one question: how large a deposit reaches the cap. At 100%, a £200 cap needs a £200 deposit. At 200%, the same cap needs £100. At 400%, £50. Past that point the percent stops adding anything, because the cap truncates the match: a 400% pack capped at £200 pays exactly what a 100% pack capped at £200 pays, it simply reaches the ceiling on a quarter of the deposit. A bigger percent is a faster escalator to the same ceiling, and the ceiling is what the terms actually price.

The cap is the load-bearing number. The bonus paid is the smaller of the match and the cap, and every downstream figure scales off that paid bonus rather than the headline: turnover is the multiple times the bonus, and the expected edge is the game edge times the turnover. Fill a £200 cap at 100% and the bonus is £200; at thirty-five times the turnover is £7,000 and the expected cost at a 3% game is £210 before a pound of it is withdrawable. The cap sets the size of everything, which makes it the first term to read.

The wagering multiple is the price dial, and it works linearly: at a 3% edge each ten times costs 30p per bonus pound, so 25× costs 75p, 35× costs £1.05 and 50× costs £1.50. Doubling the multiple doubles the price of the same bonus. The wrap is the hidden multiplier here: terms that put the wagering on deposit and bonus together, rather than on the bonus by itself, roughly double the base on a 100% match, turning a 35× label into the equivalent of seventy times on the bonus. A pack that wraps is a different product wearing the same advert.

Game weighting converts the printed multiple into the one a reader actually runs. Slots usually count at 100%, table games at 10% or nothing, and live dealer tables often at zero. A £5 bet on a game weighted at 20% adds £1 to the turnover meter, so clearing a 35× requirement on that game behaves like 175× on the label. The practical effect is blunt: a pack cleared on weighted games costs multiples of the same pack cleared on slots, and the weighting table is usually one line in the terms. It is also the term that decides whether a low-edge game is even available to the clearing.

A fifth number hides behind these: the maximum bet while clearing, which caps the pace and, on breach, forfeits the balance. It does not change the arithmetic but it changes the calendar, because a £5 ceiling on a £7,000 turnover is a minimum of 1,400 bets. Priced together, the numbers read like this: the percent and the cap decide how much bonus exists, the multiple and the weighting decide what converting it costs, and the calculator in the next section runs the whole chain on any inputs a reader cares to try. None of them needs estimating; all of them are printed, once the terms page is open.

Ranked by leverage, the weighting and the wrap move the bill further than the percent ever will. Shifting a match from 100% to 200% changes which deposit reaches the cap and nothing else; shifting the weighting from 100% to 10% multiplies the effective multiple by ten on the excluded games. The percent is the advert’s number precisely because it is the least expensive number for an operator to raise. That asymmetry, loud where the cost is low and quiet where the cost is high, is the pattern to carry into the worked arithmetic that follows.

The arithmetic of a matched pack

Run the chain on a worked pack and the cost becomes a figure a reader can hold: a £50 deposit with a 100% match, capped at £200, at a thirty-five times multiple, puts £1,750 of play through the account and prices out at about £102.50 in cash terms at a three percent edge. Every number in that sentence is an assumption, stated here rather than sourced to any operator, and the calculator below reruns the chain on whatever inputs replace them. The steps, taken in order, are the point of this section.

Step one sizes the bonus. The match pays 100% of the deposit, so £50, and the cap at £200 truncates nothing: the bonus is £50. Had the deposit been £300, the cap would have held the bonus to £200, and had the match been 50%, the bonus would have been £25. The bonus is the base every later step multiplies, which is why the cap and the percent get read before anything else. Assumption one: a 100% match on a £50 deposit, sitting under a £200 cap.

Step two converts the bonus into turnover. The required play is the multiple times the bonus: 35 × £50 = £1,750. This is the figure the chart in the opening section plotted across the multiples, and it is the number that sets the calendar as well as the bill: at a £0.50 average bet, £1,750 is 3,500 spins, which at ten a minute is just under six hours of clearing. Assumption two: the multiple is 35×, the level this part of the market commonly prints.

Step three prices the turnover. The house edge on the games used, taken at 3% as a fair mid-point for the online slots mix, does the costing: 3% of £1,750 is £52.50 of expected loss spread across the clearing. Assumption three: a 3% edge. Step four adds the deposit, because the deposit is cash out regardless of how the clearing goes: £50 + £52.50 = £102.50, the expected cash cost of the whole exercise. Assumption four: the entire deposit is committed, which is the honest way to price a pack that forfeits on withdrawal.

The fifth figure is an exit rather than an entry: the walkaway line, the balance at which banking what is left beats playing on. With roughly half the turnover still to run, the edge still to come is about £26, and the line sits at the deposit back plus that sum, about £76. Above it there is a balance worth banking; below it, continuing means paying the remaining edge to chase a bonus the arithmetic already prices as a cost. Assumption five: about half the turnover remains at the point of decision.

Change any input and the chain moves with it, and the moves are proportional: a 50× label on the same £50 bonus lifts the turnover to £2,500 and the expected cost to £125, while a 25× label cuts them to £1,250 and £37.50. The cap matters only when the deposit grows past it, the percent matters only up to the cap, and the multiple matters at every value it takes. That hierarchy is why the multiple, the quietest number in the advert, is the loudest number in the bill.

Model output at the assumptions printed in the text, not a quote of any single promotion. Every row reruns from the calculator above: change the multiple to 50× and the edge row reads £125.00; change the game mix to a 0.5% table and it reads £8.75.

One variant changes the arithmetic more than any other input: the wrapped pack, where the wagering applies to deposit and bonus together. On the worked shape that turns the base from £50 to £100, the turnover from £1,750 to £3,500 and the expected cost from £52.50 to £105 at the same 3% edge, which is the difference between a pricey offer and a punishing one under an identical headline. The calculator above prices the unwrapped form; a wrapped pack is priced by doubling the base before the chain runs, and the terms page says which form applies.

Spins inside welcome packs

A hundred spins at 10p each carry £10 of face value, and that £10, not the number 100, is what the wagering terms act on. Spins packs look smaller than matched packs because the figures are smaller, but the structure is the same with the stakes in different places: the spins play a fixed game at a fixed value, the winnings land as bonus funds, a wagering multiple attaches to those winnings, and a ceiling caps what can be withdrawn from the whole exercise. The number in the advert is the count; the numbers in the terms are the value and the multiple.

The model runs in four steps. Face value is the count times the per-spin value: 100 × £0.10 = £10. Expected winnings are the face value less the game’s edge: at a 4% edge, assumed for spins because the named game is fixed and slots-priced, £10 of play returns £9.60 in expectation. Turnover is the multiple applied to the winnings: 40 × £9.60 = £384. Expected cost is the edge on that turnover: 4% × £384 = £15.36. All of those figures are assumptions in the open, and the calculator below reruns the chain on any other inputs.

The verdict of the model is uncomfortable and worth stating plainly: at forty times on the winnings, the expected cost of clearing, £15.36, exceeds the expected winnings, £9.60. The break-even sits at twenty-five times, where the two figures meet; below that multiple a spins pack can pay in expectation, above it the clearing costs more than the prize is expected to be. The ceiling complicates the picture only in the lucky direction: a £25 cap sits well above the £9.60 of average winnings, so it trims the tail of a good run rather than the average one.

Per-spin value deserves as much attention as the count, because the two multiply. A hundred spins at 20p carry twice the face value of a hundred at 10p, and 200 spins at 5p carry the same £10 as 100 at 10p: the advert’s number is the count, the terms’ number is the product. Named-game restrictions narrow the choice further, and spins usually carry their own clock, often 24 to 72 hours from credit, separate from the bonus expiry that governs the rest of the pack. A spins offer with a long bonus window and a short spins window is really two deadlines wearing one date.

Compared with a matched pack, spins price in a smaller and sharper range: the face values are single-digit pounds where matched bonuses run to hundreds, and the wagering lands on winnings rather than on the bonus itself, which compresses the turnover. A spins pack is therefore a cheap test of a cashier rather than a source of expected profit, and the honest way to price one is the same as any other: expected winnings against expected clearing cost, with the ceiling read against both. The spins model table runs the worked example line by line, and the note beneath it shows how fast the verdict flips with the multiple.

Spins arithmetic at the assumptions stated beside it, not a quote of any promotion. Cut the edge assumption to 3% and expected winnings rise to £9.70 while the clearing cost falls to £11.64; lower the multiple to 20× and the modelled cost falls to £7.68, under the winnings for the first time.

One habit closes the spins question: read the wagering line before the spin count, because the count sets the entertainment and the multiple sets the economics. Where the winnings carry no wagering at all, the pack prices at face value and the ceiling is the only term left to check; where the multiple sits at forty or above, the model says the exercise costs more than it returns on average, and the spins are worth taking, if at all, as priced play rather than as a windfall. A cap on winnings belongs in the same read, since a ceiling below the plausible win truncates exactly the outcome that would have paid for the clearing.

What a UK licence buys a player

Free to check and free to use, the British licence is the cheapest item a deposit can buy, and it is exactly what an offshore welcome pack leaves out. The offers covered by this site hold offshore licences and hold no UK Gambling Commission licence. That single sentence removes four protections at once: a register entry that can be verified, coverage by the national self-exclusion scheme, an adjudicator for disputes, and rules guarding the money a reader deposits. The rest of this section prices each one, because the licence comparison earns a section of its own and does not need to leak into the arithmetic around it.

Start with the register, because that check costs nothing. Serving British consumers with an online casino takes a Commission licence, and the Commission’s public register shows who holds one, so a British-licensed cashier can be verified in minutes before money moves. An offshore label, of the kind the comparison table prints, asks the reader to verify a claim on a foreign register, and sometimes there is no British entry to find at all. An unverifiable licence is a cost with a simple shape: it moves the burden of proof from the operator to the player at exactly the moment money is changing hands.

The second gap is the self-exclusion scheme. GAMSTOP covers businesses licensed by the Commission, and its minimum terms run to six months, a year or five years, none of them cancellable early. Offshore-only licences sit outside the scheme entirely: a registration that blocks all British-licensed brands stops none of them. Readers who use the scheme deserve to know that before a deposit rather than after, and the honest handling is to plan around it openly, starting from the routes collected on this site’s responsible gambling page.

Third, disputes. A customer of a licensed operator who cannot settle a complaint takes it to an adjudicator approved by the Commission at no charge, IBAS being one of the approved schemes, and the operator funds the process. An offshore pack offers nothing comparable: whatever procedure the offshore regulator runs, none of it hands a British player free, binding adjudication written for this market. Price the gap at the balance you would least like to lose to a stalled withdrawal, because that is the exposure the dispute route exists to cover.

Fourth, the money and the checks around it. Licensees follow Commission rules on how customer funds are held and must say so; they must verify identity and age before a customer plays, and most British gambling starts at 18. Offshore cashiers tend to run their checks at withdrawal instead, when the money is already inside and the leverage has moved, and no funds rule applies beyond what the operator volunteers. Deposit limits, time-outs and reality checks are conditions of a British licence; at this end of the market they are voluntary, and voluntary safeguards are the first casualty of a busy operation.

Priced as a bundle, the licence is worth more than any welcome headline on this page: a register that answers in minutes, a scheme that cannot be undone on a whim, an adjudicator who works for nothing, and funds rules that do not depend on goodwill. The UKGC-licensed brands in the comparison table carry all of that, and they run welcome offers too, usually smaller, always under the same rulebook. The trade is therefore visible rather than hidden: a larger number at this end of the market, bought by giving up register, scheme, adjudicator and funds rules at once.

Caps, boosts and the expiry clock

£2.50 per entry is what a £50,000 prize pool pays a field of 20,000, and that figure, not the fifty thousand, is the number to price. Everything in this section is a cap or a boost: prize pools, code wheels, weekly reloads, and the expiry clock that hangs over all of them. None of it is a matched welcome pack, but all of it is priced by the same arithmetic, and the boosts are usually the first thing a cashier offers once the welcome week has run its course.

A prize-pool festival is a tournament wearing a lottery’s clothes. The pool is fixed, the field is not, and the expected value of one entry is the pool divided by the field: £50,000 across 20,000 entries is £2.50 before any qualifying turnover is counted. If reaching the leaderboard takes £150 of play at a 3% edge, qualifying costs £4.50 in expectation, which already exceeds the average prize. The distribution does the rest of the damage: the top prizes take a large share, the middle of the field recovers little, and the free entry is the only kind that prices as advertised.

Code wheels price like small prize pools with a deposit as the ticket. A code entered at the cashier above a stated floor turns a wheel that pays its segments in bonus funds, and the average segment is the number that matters: take £3.00 as an assumed average, and at forty times the prize carries £120 of turnover and £3.60 of expected cost at a 3% game. The average segment costs more to clear than it pays, so the wheel’s product is variance rather than value, and the honest framing is entertainment with a printed price, not a boost with an edge.

Weekly reloads are the nearest relative of the welcome pack: a percent on a deposit, usually 25% to 50%, with a ceiling in the low hundreds, the same wagering structure and a shorter clock. A 50% boost on a £30 deposit pays £15 of bonus funds; at forty times that is £600 of turnover and £18 of expected cost at 3%, more than the bonus itself, or £3 at a 0.5% table game. The game mix decides whether a reload is cheap money or expensive entertainment, which is the same decision the welcome pack turns on.

The expiry clock is the term that turns the arithmetic into a schedule, and it is the one most often skipped. Welcome packs typically expire within a week to a month of credit, spins often inside 24 to 72 hours, and anything uncleared at the deadline is forfeited with the winnings attached. The clock converts turnover into a daily rate: £1,750 spread over thirty days is under £60 of play a day, comfortable; the same figure in twenty-four hours is a chase, and chasing is where both the maximum bet and the bankroll break.

Two lines of terms close the section. The maximum bet while clearing, commonly around £5, caps the pace and forfeits the balance on breach, which matters most when the clock is short. And payment-method exclusions can disqualify a deposit from a boost entirely, so the qualifying rail is worth confirming before the money moves rather than after. A boost priced with the same five numbers as a welcome pack, percent, cap, multiple, weighting and clock, is a boost that can be accepted or declined on arithmetic rather than on the size of the number in the email.

The comparison table

£67.50 of expected edge separates a £150 cap at thirty-five times from the same cap at fifty times, and that spread is why the wagering column of the comparison table matters more than the welcome column beside it. The table sets out category-typical ranges: a licence label, a welcome offer range, a wagering band, a minimum deposit, a payout window and the payment rails, one row per brand, with the offshore rows and the British baseline sharing the same frame.

Read the welcome column as kinds rather than figures: a percent to a cap, a spins range, a cashback percent. Each kind prices differently, and the cap plus the minimum deposit together set the biggest claim available: a 100% pack to £150 with a £20 minimum is a £20 test at the floor and a £150 claim at the ceiling, and everything between scales linearly. Cashback rows price on the percent alone where the wagering column shows little or none attached, which makes them the cheapest kind to evaluate and the hardest to compare against a match.

The wagering column carries the bill. The band this end of the market usually prints runs from the low thirties to around fifty times on bonus funds, spin winnings often carry their own multiple, and cashback kinds sit at or near zero. A £150 cap at fifty times is £7,500 of turnover and £225 of expected cost at the 3% mid-point; the same cap at thirty-five times is £5,250 and £157.50. Whether a pack wraps the deposit into the wagering base is the next term to check, because it moves the turnover further than ten points of multiple do.

Minimum deposits run £5 to £20 across the rows, and the floor prices the smallest experiment a balance can fund. Payout windows split along the licence line: the quickest British cashiers pay inside two hours, a day is the norm at both ends of the market, and cards and transfers stretch the tail to three days. The window to price is the pending queue in front of the published figure, which is where a withdrawal can be slowed or, at some cashiers, reversed back into playable balance before it clears.

The payment rails column is a quick read on which rulebook a row was built for. The British rows carry debit cards and PayPal, and no credit cards, since credit has been barred by licence condition since 2020. The offshore rows lean on crypto kinds and on e-wallets that serve the segment, with Bitcoin and Litecoin the common coins and MuchBetter or NETELLER the common wallets. A rail says little about generosity and a lot about friction, fees and the speed a withdrawal can realistically reach, which is why it sits next to the payout window rather than the welcome column.

Ranges age, and the table is a snapshot of shapes rather than a quote of any promotion. The licence label is the column that does not age: a British licence can be confirmed on the public register in minutes, and an offshore label is a claim until the register it names confirms it. When a row and the public register tell different stories, trust the register; when a row and the model sums differ, rerun the arithmetic using the row’s own figures. The note printed with the comparison table states its compilation basis, and it applies to every cell.

Ranges feed the calculator rather than replace it. Take a row’s cap and multiple, add a deposit and a game edge, and the chain from the earlier sections returns a cost in pounds; the table’s job is the market shape, the calculator’s job is the bill. A reader who does all three, register first, ranges second, arithmetic third, has priced an offer of this kind about as far as published terms allow, and the residual uncertainty sits where it always sits, in the terms the operator writes next month.

Comparison rows are category-typical ranges compiled from operator-published terms at the time of writing. UKGC rows are the British baseline shown for contrast; none of them are claimable at the offshore offers.

Frequently asked questions

Eight questions cover what readers most often ask about pricing a pack, and the answers reuse the working figures from the sections above.

What does wagering actually cost?

In expected pounds: the house edge multiplied by the required turnover. A £50 bonus at 35× demands £1,750 of play, and at a 3% edge that costs £52.50 in expectation, so the pack prices at about £1.05 per bonus pound. Lower the multiple to 25× and the cost falls to 75p per bonus pound; raise it to 50× and it rises to £1.50. The multiple, not the headline, is the number that sets the bill.

Is a bigger match percent better?

Rarely on its own. The percent decides how large a deposit reaches the cap, and the cap decides how much bonus exists: a 200% match capped at £100 pays the same £100 as a 100% match capped at £100, it simply gets there from a £50 deposit. What changes the bill is the wagering multiple and the game weighting, which the percent never touches. A large percent with a small cap is a fast route to the same ceiling.

What is a cap?

The ceiling on the bonus funds a pack will pay. The bonus is the smaller of the match and the cap, so a 100% pack capped at £200 pays £50 on a £50 deposit and £200 on a £300 deposit, and never more. Every downstream figure scales off the paid bonus rather than the headline: turnover, expected edge and clearing time all size themselves from the cap-truncated figure, which is why the cap is the first term to read.

Do spins differ from cash?

In structure and in price. A spins pack plays one named game at a set per-spin value, the winnings usually arrive as bonus funds with wagering attached to the winnings rather than the stake, and a ceiling limits what can be withdrawn. On this page’s model, 100 spins at 10p carry £10 of face value, expect about £9.60 of winnings at a 4% game, and cost £15.36 to clear at 40×, above the break-even of 25×. Price a spins pack on its wagering line, never on the count in the headline.

What happens if I stop mid-wagering?

The deposit stays yours, but a withdrawal attempt or an expired clock usually forfeits the remaining bonus funds and any winnings attached to them. That is why the walkaway line matters: on the worked pack, with about half the turnover left, the line sat at about £76, the deposit back plus whatever edge was left to run. Bank above the line and the exercise cost less than its average; abandon below it and the committed deposit becomes the whole bill.

Are welcome offers licensed in the UK?

Some are, some are not, and the difference is the trade this page prices. The offshore offers covered by this site hold no UK Gambling Commission licence: no register entry to check, no GAMSTOP coverage, no ombudsman route, weaker protection for deposits. The UKGC-licensed brands in the comparison table run welcome offers under the British rulebook, usually with smaller headline figures, always under the same rulebook. The larger numbers at this end of the market are bought by giving up that rulebook, and the licence section on this page lists the price line by line.

How is the cost modelled?

As a chain of five stated assumptions: the bonus as the match times the deposit under the cap; the turnover as the multiple times the bonus; the expected edge as the game edge, taken at 3%, times the turnover; the cash cost as the deposit plus that edge; and the walkaway as the deposit back plus whatever edge remains on the turnover still to run. The calculator reruns the chain on any inputs, the two model tables print their derivations, and nothing in the model is sourced to a named operator.

What should I check on the operator’s own page?

The terms that move the bill: the current wagering multiple and whether it wraps the deposit into the base, the cap, the game weighting table, the maximum bet while clearing, the expiry date and any excluded payment methods. Terms at this end of the market are revised without notice, so the operator’s own terms page is the current record of any offer, and everything else, including this page, is older by definition. The register check belongs in the same two minutes.