Sheet R07 Revision 1 Counted 16 October 2026
New online slots: 260 presses, and a figure no amount of play will reveal
260 presses at 10p is £26.00 of stake and somewhere between £23.92 and £25.22 back. A new title has no published figure and no track record, and the arithmetic of the second of those is the useful part: pinning a high-variance reel’s return to within a point takes about 9.18 million presses, which is £918,444 of stake and 266 days of pressing.
The count 260 presses One press 10p Comes to £23.92 to £25.22
What a count of this size comes to
Every destination on this board is bought advertising. The site takes a fee if a reader goes on to register, and no figure printed below moves because of it.
The Spin Count
Gauge No 01
Betportal
Lowest multiple here
Priced at this site's own 10p a spin
What is counted
What is asked
No Great Britain licence
Licensed in Anjouan, Comoros, run by BetPortal Gaming Ltd, with Excite Ultra Media Ltd, reference ALSI-202601040-FI2.
Terms read 16 October 2026
Open the offer at Betportal, opens in a new tabThe Spin Count
Gauge No 02
WinBeast
Largest count here
Priced at this site's own 10p a spin
What is counted
What is asked
No Great Britain licence
Licensed in Curaçao, operator not named on the site.
Terms read 16 October 2026
Open the offer at WinBeast, opens in a new tabThe Spin Count
Gauge No 03
EliteSpin
Longest spin window
Priced at this site's own 10p a spin
What is counted
What is asked
No Great Britain licence
Licensed in Costa Rica, run by PrimeTier Limited.
Terms read 16 October 2026
Open the offer at EliteSpin, opens in a new tabThe Spin Count
Gauge No 04
Crown Jewelz
Multiple unpublished
No foot figure struck
What is counted
What is asked
No Great Britain licence
Licensed in Curaçao, number not verified, operator not named on the site.
Terms read 16 October 2026
Open the offer at Crown Jewelz, opens in a new tabThe figure in the third register is this site's own arithmetic and nothing an operator has published: the count at face, less the share a spin gives back at 96 per cent return to player, less what playing the wagering through costs at the same return. It describes the offer, not one reader's afternoon. Where the conditions price above the count the counter prints nothing rather than a negative sum, and where a figure the sum needs is unpublished it prints the condition in the operator's words instead.
A count has no unit of its own, so one is supplied. Where an operator publishes what a spin of its own is worth, that figure stands in the second register and is labelled as theirs. Where it does not, the second register carries this site's own 10p a spin and says so, and the foot figure moves in proportion: at half the price, half the money. The figure after it, what the count comes to for each spin, is the one that compares a large count against a small one.
Three words stand in the amount column where no figure can. Noted is a published condition that takes value away without leaving the sum a figure to take. Unpriced is a condition whose figure nobody has published, or a credit that is not a sum until a deposit of your own sets it. Own money is money of yours, which is never part of a foot figure.
Not one of the operators printed above holds a Great Britain licence, so the duties that licence carries do not reach them. Every online gambling company licensed in Great Britain has to be part of Gamstop Online, and a reader who has shut themselves out through the scheme is therefore not shut out here. The ceiling of ten times the bonus funds on a wagering requirement, in force since 19 January 2026, is a condition of that licence and binds the companies that hold one. Where a dispute goes instead is a matter for the authority named on the counter, and the Gambling Commission describes what a reader faces without a British licence as a lack of recourse if things go wrong. Nobody under 18 may hold an account at any of them.
Every term printed on a counter is the operator's own, and each counter carries the day it was read. The oldest of those readings is 16 October 2026. What binds a reader is the operator's own full terms, and not a line printed here.
1
New means no history, and history was never the answer
A title released last week has no record behind it. Readers take that for the problem, and it is the lesser half of one, since a record would not have settled the question anyway. This page does both halves with figures.
The certain part first. 260 presses funded at 10p apiece is £26.00 of stake. That is a count times a price and it holds whatever the title is, how old it is, and which room installed it.
Uncertainty attaches to the return. Every primary source within reach leaves three things unpublished: a floor beneath any title’s figure, a spread of such figures across titles, and a configured figure for one title on its own. So the method on this page is a band from 92 to 97 pence returned per pound, with the crossing value given instead of an estimate.
At 92 pence the tray averages £23.92. At 94 pence, £24.44. At 96 pence, £24.96. At 97 pence, £25.22. The band is £1.30 wide, which is thirteen presses, and it is the entire prize for guessing right about a new title.
Then the second half, which part three works out in full. Suppose a reader could see every press a new reel had ever taken. Settle its return to within one percentage point, where the top win on the paytable pays 250 times the stake, and the sample needed runs to about 9.18 million presses. A launch week does not produce that. A launch year does not produce that.
Offers like this come from outside the British licence, and the newness is part of the pitch. Part eight runs the duties that lapse with a figure against each, because a new title in a room with nothing filed is two unknowns stacked rather than one.
Two models run on this page and both are declared. The band from 92 to 97 pence is a demonstration device for the return. The variance figures in part three come from the simplest possible paytable, in which the only win pays a fixed multiple of the stake and its probability is set so the mean lands at 96 pence. Real paytables have many prizes, and a real game’s variance differs; the figures here establish an order of magnitude and are labelled as this site’s own working.
2
260 presses across the band
Two multiplications give the tray and a third gives what survives a requirement. Set out side by side they show where the missing figure actually costs money.
| Returns per pound | Tray averages | Room keeps | After tenfold | After fortyfold |
|---|---|---|---|---|
| 92 pence | £23.92 | £2.08 | £4.78 | short by £52.62 |
| 94 pence | £24.44 | £1.56 | £9.78 | short by £34.22 |
| 96 pence | £24.96 | £1.04 | £14.98 | short by £14.98 |
| 97 pence | £25.22 | £0.78 | £17.65 | short by £5.04 |
The second column spans £1.30 and the fourth spans £12.87. So a reader who knows nothing about a new reel’s return is out by about a pound on bare presses and by nearly thirteen behind a tenfold requirement. The ratio is 9.9, which is the multiple itself: a requirement multiplies the edge before subtracting it, so it multiplies the reader’s ignorance of that edge by the same factor.
The fifth column is negative in every row, which puts a boundary on the whole page. A fortyfold requirement needs a return of 97.5 pence per pound to break even, and that is above the band. So on a new title under a fortyfold condition the arithmetic does not need the missing figure at all: the answer is negative whatever it turns out to be.
One more division, because it reframes the third column. The room keeps between £0.78 and £2.08 of the £26.00. Across the band the worse build is 2.67 times more expensive to use than the better one, and that ratio is stable regardless of the count.
£1.30 of uncertainty on the presses, £12.87 of uncertainty behind a tenfold requirement
3
How many presses would settle it
Here is the half of the problem nobody prices. Even with a complete record of every press a new reel has taken, the return is an estimate, and the size of the sample needed to make that estimate useful is enormous.
Build the simplest paytable there is. One prize only, at some fixed multiple of the stake, its probability tuned until the mean arrives at 96 pence per pound. The spread around that mean grows with the size of the prize. Where the top win pays 10 times the stake the standard deviation per press is 2.95 times the stake. At 50 times it is 6.86. At 100 times, 9.75. At 250 times, 15.46. At 1,000 times, 30.97.
Now ask how many presses it takes for a 95 per cent interval around the estimated return to be one percentage point wide either side. The answer is 38,416 times the square of the standard deviation, and the figures that drops out are the point of this page.
| Top win pays | Spread per press | Presses to reach a point either side | Stake at 10p | Days at 2.5 seconds |
|---|---|---|---|---|
| 10 times the stake | 2.95 | 333,389 | £33,339 | 9.6 |
| 50 times | 6.86 | 1,808,564 | £180,856 | 52.3 |
| 100 times | 9.75 | 3,652,532 | £365,253 | 105.7 |
| 250 times | 15.46 | 9,184,436 | £918,444 | 265.8 |
| 1,000 times | 30.97 | 36,843,956 | £3,684,396 | 1,066.1 |
Read the fourth row against this page’s tray. 260 presses is 0.0028 per cent of the 9.18 million needed to resolve a single percentage point on a game of that shape. A reader’s own experience of a new reel is not weak evidence about its return. It is no evidence at all, by a factor of about 35,000.
Two consequences follow and both are practical. The first is that a reader should treat any claim about a new title’s return as either a published figure from the room or nothing, because no amount of watching produces one. The second is that the band in part two is not a failure of research. It is the honest width of the answer, and narrowing it would need the sort of sample nobody holding a tray of 260 will ever accumulate.
And the fifth column puts a boundary on patience. Even at the lowest-variance row, nine and a half days of continuous pressing at the lawful floor speed buys a single percentage point of confidence on a game paying only ten times the stake, which is a game almost nobody builds.
4
The threshold a requirement has to clear
Since the return will not be found, the usable output is a threshold. Break-even arrives where the house edge equals one over the multiple, so the return a requirement needs is one less the multiple’s reciprocal.
| The multiple printed | Return that breaks even |
|---|---|
| Sixfold | 83.33 pence |
| Tenfold | 90.00 pence |
| Sixteenfold | 93.75 pence |
| Twenty-five times | 96.00 pence flat |
| Thirty times | 96.67 pence exactly |
| Fortyfold | 97.50 pence |
| Eightyfold | 98.75 pence |
Three rows there fall inside the band and four fall above it. A sixfold condition needs 83.33 pence, which any plausible build clears. A tenfold condition needs 90 pence, which is still beneath the band’s floor. A twenty-fivefold condition needs exactly the house figure this site works to. Everything heavier is outside the band and therefore negative on a new title whatever its real number turns out to be.
Under a British licence the heaviest requirement bonus funds may carry is ten times, and 19 January 2026 is when that became so. Put that against the table and the ceiling turns out to be the figure at which the band stops mattering: at 90 pence needed and 92 pence as the band’s floor, a reader holding a new title inside the British licence is above the threshold on arithmetic alone.
Weighting shifts the threshold and shifts it fast. Divide the multiple by the contribution rate before reading the table. Halve the contribution and a tenfold condition behaves like twentyfold, wanting 95 pence. At a quarter it reads as fortyfold and needs 97.5. Cut it to a twentieth and the condition behaves like two hundredfold, wanting 99.5, which no reel reaches.
So the practical test on a new title is two questions long. What is the multiple, divided by the contribution rate? And is the threshold that produces below 92 pence? If the answer to the second is no, the missing return figure is irrelevant, because the offer is negative across the whole band.
5
What cannot be altered once play begins
Three provisions decide whether a figure found at launch is still the figure a week later, and they are the ones a new title puts under the most pressure.
Three things stay fixed on a game in play: outcome probabilities, payouts and rules. A change in any of the three owes the customer’s attention. Changes should be made with the game offline or suspended. The guidance names one clause as unacceptable, that being the clause keeping a right to alter game rules at will. A bonus round properly described to the customer counts as a permitted legitimate change.
Randomness of an acceptable kind is demanded of results, and compensated games are disallowed. What that prohibits, the guidance explains, is intervention of either kind, manual or automatic, which alters the probabilities, and it wants outcomes distributed in line with the expected or theoretical figures. Nor may random numbers be thrown away for adaptive reasons: they get used in the sequence they arrive.
And the result must be displayed clearly and accurately, together with the customer’s gamble, for long enough that it can reasonably be expected to be read.
Put those three together and a published figure on a licensed new title means something durable: it was fixed before launch, it cannot be adjusted while somebody is playing, and the outcomes have to arrive in the proportions the figure implies. Without them a percentage is a sentence rather than a measurement, and part three has already shown that a reader cannot test it themselves.
One disclosure rule belongs with them because it explains why the figure is so often absent at launch. What the duty wants is information bearing on a customer’s chances, easily available ahead of the commitment, and any single item settles it with an “or” between them. The percentage returned is one. The margin is another. How probable a winning event is comes third. Fourth is a narrative of the workings, taking in winners determined and prizes allocated. A new title can satisfy the duty with the first of those, which is the cheapest to write and the least use to a calculator.
6
A launch tray is a marketing instrument
A tray of presses attached to a new title is doing a job, and naming the job is not cynicism: it is the reason the offer exists and the reason its terms are shaped as they are.
Four kinds of condition fall into the category owed clear and prominent communication, wherever omitting them would mislead. Bet types and odds minimums are one. Limits of time on claiming or on using the offer are another. A requirement of deposit or of wagering is a third. Fourth comes eligibility, which covers a restriction to new customers, a bar by age and a bar by location. A launch tray typically carries the first three.
Three published rulings price the cost of burying one. One ruling, under 17 July 2024, concerned a ten pound free bet needing a text reply by an hour the advertisement never mentioned. Another carries 31 July 2024 and turned on an excluded payment method, set out in small print inside the full terms, with prominence held to be insufficient. A race meeting on 14 March made a five pound voucher unusable that day; silence in the voucher about it produced the third ruling, under 27 August 2025. Of the three, the language of a breach appears only on the last.
Two further advertising rules bear on a launch specifically. Nor should a promotion push participation that is frequent or repetitive, or push anybody towards spending beyond what losing it would cost them. Proportionality enters as well. What a player has already spent, in time and in money, is what an inducement should answer to. Promotions should not climb at a faster rate than the spending does. And regular gambling of substantial amounts at a fixed frequency should not be encouraged.
One example from the regulator needs its condition carried with it. Acceptability is possible for a single free bet given as a reward after fifty pounds of wagering; the condition riding with it is that a free bet given at such a level should not be unusual for gambling of the type in question. Price that against this page: a tray worth £24.96 on the house figure, handed over after fifty pounds of wagering, returns the player about half the sum they put through.
One product rule sits underneath all of it. Four things a gambling product may not actively encourage: chasing a loss; putting the stake up; raising whatever amount had been decided on; and playing on past an indication that the customer wishes to stop. Enticing back somebody who has chosen to leave is added by the guidance, which names a free game as the mechanism. A launch tray sent to a lapsed account is precisely the thing described.
7
260 presses in minutes, and the turnover in hours
Time is the one quantity on this page that comes from a published floor rather than a model, which makes it the most reliable figure here.
From a game’s start to the commencement of the one after it, 2.5 seconds is owed. Which puts 10 minutes 50 seconds under 260 presses as a minimum, with no pause taken anywhere in them.
| Condition attached | Turnover owed at 96 pence | Presses at 10p | At the floor speed | What survives |
|---|---|---|---|---|
| Nothing on the winnings | none | 260 for the tray | 10 m 50 s | £24.96 |
| Sixfold | £149.76 | 1,498 | 1 h 2 m | £18.97 |
| Tenfold | £249.60 | 2,496 | 1 h 44 m | £14.98 |
| Sixteenfold | £399.36 | 3,994 | 2 h 46 m | £8.99 |
| Twenty-fivefold | £624.00 | 6,240 | 4 h 20 m | nothing |
| Fortyfold | £998.40 | 9,984 | 6 h 56 m | short by £14.98 |
Licensed reels compress none of that. Nothing may be put in a customer’s hands for shortening a result’s wait, and three features are impermissible by name: turbo, slam stop, quick spin. Self-running repetition is out as well, the aim being clarity that auto-play is unavailable where gaming happens online and the requirement being a commitment per cycle.
Put the fourth column beside a deadline and the condition either works arithmetically or does not. Six hours and fifty-six minutes inside a seven-day window is 59 minutes a day. The same obligation inside a twenty-four hour window is 29 per cent of the day, and a reader can decide that before claiming rather than afterwards.
One figure from part three belongs here as a closing comparison. The 9,984 presses a fortyfold condition demands are 0.11 per cent of the 9.18 million that would resolve the title’s return to within a point. A reader can be asked for seven hours of pressing and still finish knowing nothing whatever about the game they spent it on.
8
A launch with nothing on the register
New titles are advertised hardest where there is least to check, so the two unknowns arrive together. This is each lapsing duty with a figure from this page beside it.
| Carried by the licence | Reckoned on 260 presses |
|---|---|
| A ten times ceiling on the multiple | £14.98 standing, rather than short by £14.98 at fortyfold |
| Rules and probabilities fixed during play | A figure true at press one holds to press 260 |
| Acceptable randomness, no compensated game | The 90 pence threshold means something |
| Chances disclosed before the commitment | Something narrows the band of £1.30 |
| Results displayed clearly, long enough to read | 260 outcomes are legible as they happen |
| A 2.5 second gap between cycles | 10 m 50 s is the floor under the tray |
| No turbo, no self-running repetition | 9,984 presses at fortyfold stay 6 h 56 m |
| A cash ceiling on one cycle | 50 presses, or 20 below twenty-five, caps a cycle |
| Silence where the stake is not beaten | 7p back on 10p staked stays a 3p loss |
| No losing result dressed as an almost | 1.04p of edge per press reads as what it is |
| Identity verified before any press | £26.00 is not staked from an unchecked account |
| Credit cards refused at the cashier | £998.40 of turnover is not funded on borrowing |
| A financial limit as the default choice | Something stands in front of 9,984 presses |
| No cap on a deposit balance | The £14.98 of residue stays unconditional |
| A clock of eight weeks, then an approved name | Somewhere exists for a disputed £14.98 to go |
Two of those rows carry most of the weight on a launch page. Without the bar on changing rules, payouts and probabilities during play, a figure published at launch need not describe the game at press 260. Without acceptable randomness and the bar on a compensated game, the threshold in part four can be computed and cannot be tested, and part three has shown that a reader’s own presses will never test it either.
A responsible gaming policy out of Curaçao governs much of that market, numbered 1.0 and bearing 21 February 2025. It carries no ceiling on a wagering multiple, no cash limit on a stake, no minimum length for a game cycle and nothing barring repetition that runs itself. Bonuses get two sentences there: transparent communication with clear conditions, and no aggressive promotion that would push excessive gambling.
Omitting the two lines that go the other way would misreport this comparison, so here they are. A deposit limit comes down at once under that policy and goes up after seven days, where the British floor for an increase is 24 hours. And complaints run 26 weeks for the player, four weeks for the operator’s answer and four more on a written extension, with adjudication compulsory and charged to the operator.
One line does not move. Duty on remote gaming, at 40 per cent, lands on the licensed operator and the unlicensed one in identical terms, since the player’s usual country of residence is what it follows. 21 per cent held for the seven years before, and 1 April 2026 is the date of the change.
Questions
- What are 260 free spins at 10p worth on a brand new slot?
- Face value £26.00. The average back is a band, because no reachable source publishes a configured return for any title: £23.92 at 92 pence per pound, £24.96 at 96 pence, £25.22 at 97 pence. That band is £1.30 wide on bare presses and £12.87 wide behind a tenfold requirement.
- Why not wait and see what the new slot pays?
- Because watching does not produce the figure. On a paytable whose top win pays 250 times the stake, pinning the return to within a point either side at 95 per cent confidence needs about 9.18 million presses, which is £918,444 of stake and 265.8 days at the lawful floor speed. A tray of 260 presses is 0.0028 per cent of that sample.
- How does the size of the top prize change the sample needed?
- Enormously, because the spread grows with the prize. Where the top win pays 10 times the stake the standard deviation per press is 2.95 and 333,389 presses are needed. At 100 times it is 9.75 and 3,652,532 presses. At 1,000 times it is 30.97 and 36,843,956 presses, which is 1,066 days of pressing. Those come from the simplest possible paytable and are this site’s own working.
- What return does a wagering requirement need to break even?
- One less the reciprocal of the multiple. Sixfold needs 83.33 pence per pound, tenfold needs 90.00, sixteenfold needs 93.75, twenty-fivefold needs 96.00, fortyfold needs 97.50 and eightyfold needs 98.75. Divide the multiple by the contribution rate first where the room weights the game, since a tenfold condition at a quarter contribution reads as fortyfold.
- Is a fortyfold condition on a new slot ever worth it?
- Not across this page’s band. Fortyfold needs 97.50 pence returned per pound and the band stops at 97, so the answer is negative at every point in it: short by £5.04 at the top, £14.98 at the house figure and £52.62 at the bottom. The missing figure does not need to be found for that conclusion to hold.
- Can a slot’s rules change after I start playing?
- Not on a licensed reel. Not on a licensed reel, where outcome probabilities, payouts and rules all stay put while a game runs. Any change owes the customer’s attention, and ought to happen with the game suspended or offline. Unacceptable, says the guidance of one clause, namely any clause holding on to a right of altering the rules at will. A properly described bonus round counts as a permitted change.
- Must a new title publish its return percentage at launch?
- No. No. No. Easy availability of information bearing on a customer’s chances is owed before they commit, and any single item settles it, an “or” standing between them. The percentage returned. The margin. A winning event’s probability. Or a narrative of the workings, with winners determined and prizes allocated inside it. The first is the cheapest to write and gives a reader no number.
- How long do 260 presses and their wagering take?
- 10 minutes 50 seconds covers the tray, a 2.5 second floor sitting under every gap between one start and the commencement following it. The turnover is longer: 2,496 presses and 1 hour 44 minutes at tenfold, 6,240 presses and 4 hours 20 minutes at twenty-fivefold, 9,984 presses and 6 hours 56 minutes at fortyfold. Quick spin, slam stop and turbo are each impermissible and every cycle needs its own commitment, so none of it compresses.
- Why do launch offers carry so many conditions?
- Because four kinds of condition owe a reader clear and prominent communication wherever leaving them out would mislead. Odds minimums and bet types make one kind. Time limits on claiming the offer, or using it, make another. A wagering or deposit requirement makes a third. The fourth is eligibility, which takes in a new-customers-only restriction, an age bar and a location bar. Burying one has a published price, three times over, on 17 July 2024, on 31 July 2024 and on 27 August 2025, with the language of a breach appearing on the last of the three alone.
- In a room with nothing filed, what does a new title lose?
- Every row of part eight’s table, and two of the fifteen matter most on a launch. No Great Britain licence covers these rooms, so rules, payouts and probabilities may each move mid-game, which leaves a figure published at launch under no obligation to describe press 260. Acceptable randomness is required of nobody either, and compensated games are barred by nothing, which leaves the 90 pence threshold untestable. Alongside those, no multiple halts at ten times, £26.00 may be staked from an unchecked account, and a disputed £14.98 runs to no eight-week clock.