Independent casinos not on Gamstop, and the eight figures ownership does not settle

1

What the word names, and the quantity it would have to reach

Start with what the word is doing. Applied to a place of play it names an absence: not part of a larger concern, not one of several addresses with a single company behind them, not operating somebody else’s lobby under its own paint. Those are facts about a company and they are the kind of fact a reader can sometimes look up. The question this card exists to settle is whether any of them reaches the thing that decides what playing costs, and the honest way to settle it is to name that thing first.

What decides what playing costs is a published return, applied to turnover. That is the whole of it. The machine states a figure, the player commits a quantity of money at a stake of their own choosing, and the product of the two is an expectation. So a fact about ownership reaches the cost of play only if it can be shown to reach one of those three terms: the published figure, the turnover or the stake range the machine will accept. Three terms, and this card takes them one at a time.

Two of the three are plainly out of reach before any arithmetic starts. The turnover is whatever the player commits, and nobody else chooses it. The stake range belongs to the build and has to be read in the data the game is handed, where its ends are 0.10 and 250.00 claim 25, with twenty-eight steps between those ends and a coin value of 0.20 as the figure the game opens on. That leaves the published return, which is where every argument of this kind actually lives, and part seven deals with the one respect in which reading it is not as simple as it looks.

The method of the card follows from that. Part two builds a unit of play in which the arithmetic is easy to check. Parts three and four show which published figures move and with what, and price the movement. Part five draws four facts a place of play might state about itself against the same reel. Part six walks the eight figures the game sheet will quote without caveat. Parts eight and nine take the quantities nobody publishes at all and the single thing the ownership fact does settle.

2

A thousand turns, where the points and the pounds are one number

Arithmetic is easier to audit in a unit chosen for the purpose, so this card works in thousands of turns. At the step this publisher supposes, which is the cheapest the game’s data states and is named again on each occasion it is spent, a thousand turns commit £100.00 of turnover. The convenience is that at £100.00 the edge in points and the cost in pounds come out as the same number: 3.29 points of edge on the original is £3.29 of expected cost, and a title at 96.07 per cent gives 3.93 points and £3.93.

That is not a trick and it is worth saying why. An edge is a proportion, so applying it to a hundred of anything gives the proportion back as a count of that thing. The only reason to set the unit here rather than anywhere else is that a reader can audit the whole card without a calculator: read a published return off the maker’s page, subtract it from a hundred, and the answer is the pounds a thousand turns are expected to cost at the step supposed here. No step of that depends on who is running the reel, and nothing in it could.

A thousand turns has a length as well as a cost. A licensed build may not open a fresh cycle inside the 2.5 seconds following the last one RTS 14D, so a thousand turns occupies at least forty-one minutes and forty seconds. Where no such licence stands behind a build, that interval has no publisher and the length cannot be stated at all: the cost of a thousand turns survives, because it needs only the published return and the stake, and the time they take does not, because it needs a rate nobody prints. This card therefore prices turns and not hours.

One more property of the unit earns its place. Expected cost is linear in the count of turns, so ten thousand turns cost ten times what a thousand do and a hundred thousand cost a hundred times. A reader staking the same money over ten thousand turns commits £1,000.00 of turnover and meets an expected cost of £32.90; over a hundred thousand it is £10,000.00 and £329.00. Neither figure describes anybody’s evening, and both are there to show that the cost of play rises with the count of turns and with nothing else at all. Nothing about that linearity is a property of a company either, which is the first of several places on this card where the answer to the heading’s question is arrived at by exhausting the alternatives rather than by assertion.

3

Which published figures move, and with what

Two published quantities of this family move enough to be worth pricing, and both of them move with the name of the title rather than with anything else. The returns across the maker’s own pages are not one figure: twelve distinct values appear over the whole set, ten printed by the maker and two more showing up only in the data the games are sent claim 75a. The ceilings are wider still, standing at 2,100 stakes on the lowest-capped titles of the family and 25,000 on its highest claim 74.

The table below holds the thousand turns still and lets both of those move. Its first two rows are titles the maker gives the same return to the second decimal place and different ceilings, which is the cleanest demonstration available that the two quantities are independent of each other. Its third row is the title carrying the largest ceiling in the family, and its return is nineteen hundredths of a point below the original’s.

Those three titles are the original, the twelve-line Bigger Bass Bonanza and Big Bass Splash 1000. The closing row runs negative in three of its columns because the original stands on the first line and carries the smaller figure in each of them, and the rows have been left in the order the argument wanted rather than shuffled to keep the signs positive. What the row reports is the whole of what the name on a tile in a lobby is worth across this family’s extremes: nineteen pence on a thousand turns, and £2,290.00 on what a single turn may hand back.

Two notes belong beside the table and both are about where its figures came from. The ceilings and the stake steps are not on the maker’s game pages at all, which carry the return and nothing else, so they are cited to the data the game is handed and never to the page claim 109. And the middle row’s title is one of the two in the family that sell from 0.12 rather than 0.10 claim 75f, so its thousand turns are £120.00 of turnover and £3.95 of expected cost at its own cheapest step. The table holds the step at the original’s so that the return and the ceiling are the only things moving in it, and the figure at the title’s own step is printed here instead of being hidden.

4

Two thousand pounds of ceiling against nineteen pence of cost

The pair of figures in that closing row is the sharpest thing on this card, and it repays a part to itself. A reader who moves between the two extremes of this family changes what a single turn may hand back by £2,290.00 and changes what a thousand turns are expected to cost by nineteen pence. Both are consequences of the name on the tile. Neither is a consequence of anything about who owns the lobby the tile is in.

The asymmetry between the two figures is the useful part. A ceiling is the largest thing a single turn can produce, and the game states it as a multiple of one stake, so at the step supposed here it is £210.00 on the original and £2,500.00 on the widest in the family. The maker publishes a frequency for a turn of that size on the original and it is 1 in 3,880,481 claims 29 and 123, which means the published distance to one such turn is 3,880 times a thousand turns. So the £2,290.00 is real, published and almost never met, and the nineteen pence is real, published and met on every thousand turns.

Set that against the only other quantity in the comparison and the ordering comes out plainly. Over a thousand turns the expected cost is £3.29 on the original. The title moves that by nineteen pence, which is a seventeenth of it. Over the same thousand turns the ceiling has not been reached at all in any likely case, so its £2,290.00 contributes nothing to an expectation and everything to the shape of the outcome. A reader who wants the cheapest thousand turns and a reader who wants the largest possible single turn are choosing different titles, and both are choosing titles rather than owners.

Being exact about what a ceiling is not matters here. It is not a figure about how much anybody can take away, and no sheet behind this domain publishes a cap of that kind: the rule sheet records that no primary source gives a standard maximum-win cap on the winnings from a bonus, and that none of it may be printed as a figure the sheet’s own entry. What it is is the largest multiple of one stake the build will award on a round, and it is a reading of the game itself rather than of any page, and it is a property of the title in exactly the way the return is.

£2,290.00 of ceiling and nineteen pence of expected cost over a thousand turns, which between them are the whole of what the name on the lobby tile decides

5

Four facts a place of play states, weighed against one reel

The drawing does the card’s own job in one picture. Down the left it sets four facts a place of play may state about itself, and down the middle it sets the published return of the original beside each of them, and in the weight column it prints what each pair comes to over a thousand turns. Three of the four facts weigh nothing, which is not a rhetorical flourish but the output of the arithmetic: a fact that enters neither the published return, nor the turnover, nor the stake range cannot move a product made only of those.

Read the three noughts carefully, because they are a narrow claim and not a broad one. They do not say that the four facts are all equally uninteresting or that a reader should ignore three of them. They say that none of the three enters the calculation this domain performs, which is a published figure about a machine multiplied by a sum of money. A fact can matter a great deal and weigh nothing here, and the honest thing is to print the nought and say which calculation it is a nought in.

The fourth row carries the only weight on the card, and even that is smaller than its neighbours in the table above would suggest, because it is the gap between two titles rather than between the family’s extremes. Nineteen pence over a thousand turns is the figure a reader gets for choosing correctly between the original and the title with the widest ceiling. Across the family’s full published range for slots it is sixty-seven pence, and part eight returns to why even that figure has a caveat attached to one end of it.

6

The eight, one at a time, and where each is published

The appendix this card is built on lists the figures the game sheet will quote with no caveat beyond a claim number. Taking them in order, the first is the return of 96.71 per cent for the original, reported identically by the game’s data and by the page the maker keeps for it. The second is the layout, 5 reels by 3 rows, and the third is the count of paylines at 10, both of which come out of the data rather than off the page.

The fourth is the maximum win, 2,100 of one stake, and the fifth is the frequency the game gives for a turn that large, 1 in 3,880,481. The sixth is what opens the feature round, three, four or five scatters awarding ten, fifteen or twenty turns respectively, with page and data carrying one mapping. The seventh is the retrigger, ten further turns on every fourth wild. The eighth is the multiplier ladder, which runs two then three then ten. The money-symbol ceiling belongs on that list too, since the maker states the symbols reach 2,000 times the stake, which at the step supposed here is £200.00 collected on one turn. That figure sits inside the 2,100 the game gives as its ceiling for a round, and the two are described from different ends by two different documents.

The ninth item on that appendix is the one this card started from, and it is the maker’s own licence: an account number, an activity covering the supply of gambling software, remote, active since January 2020. It is an ownership fact, it is published on a register a British reader can search, and the game sheet is blunt about its reach. A licence authorising a studio to supply software says nothing whatever about any place of play that runs the studio’s games claim 6. That is the pattern this whole card is an instance of: the ownership fact is the best documented item on the list and the only one that converts into nothing.

What the maker’s register entry does carry is worth printing because it is so thin: no trading name, no domain and no premises stand against the account claim 5. A reader hoping to get from a company to an address, or from an address to a company, finds the fields empty in both directions. Where a public record stops is the subject of its own card in this section and not of this one, and the page that holds it is named in the band at the foot.

7

The one limit on reading a figure that way

Part one left the published return as the only one of three terms an ownership fact could plausibly reach, and honesty requires a sentence about how that figure gets to a player. Nothing a browser downloads has it stamped in. It reaches the client as one field in the response the maker’s own server returns when a session is opened claim 53, which is also the data the information screen inside the game is drawn from.

That mechanism is consistent with the figure being one fixed value everywhere and equally consistent with its being chosen per deployment, and the game sheet says so in terms rather than letting a reader infer either claim 54. What the sheet establishes is narrower and is all this card uses: the maker prints exactly one figure for each title across every one of its game pages, states nowhere that anything varies, and returned the same figure from its own server when the jurisdiction value on the launch address was changed through seven different settings. Whether more than one figure exists in commerce is not established at the primary level, the only sources that address it are secondary, and they disagree with each other.

So this card neither asserts it nor denies it, and it is not the page where the question gets worked through: that belongs to the head of the section about the machine and its family, where the whole of the evidence can be set out at once. What matters here is the effect on the argument, and the effect is smaller than a reader might fear. The question is whether an ownership fact reaches the published figure. An unresolved question about whether anybody at all can choose that figure does not turn into an answer about owners, and nothing on either sheet connects the two.

One consequence is worth drawing out. If the figure a player meets is the figure the maker’s server sent for that session, then the place to read it is the information screen in front of them rather than a page anywhere else, and the licence duty that makes something about the chances reachable before committing is what guarantees a reader can look. That duty sits among the things a place of play lacking a British licence is not bound by, so a reader out there has the published figures on this card and nothing obliging anybody to put a screen in front of him to check them against. The figures are unchanged. The means of verifying them at the point of play is what has gone.

8

The quantities no owner could supply, because nobody does

Three quantities a reader would reasonably expect to find are published by nobody, and it is worth saying so on a card about ownership, because the natural assumption is that a bigger or better-connected concern would have them. None of them is held anywhere this publisher can reach, so no concern of any size can supply one.

The first is a measure of spread. The word appears on no page the maker keeps for this family, and the data the games return has nowhere to put one claim 104. Three secondary sources describe it in three unlike ways, and one of them manages to contradict itself within a single page, which is as clear a demonstration as this sheet holds of what happens where a quantity has no publisher. What exists instead is the far tail: a 2,100-stake ceiling, and 1 in 3,880,481 as the frequency the game publishes for a turn of that magnitude.

The second is how often the feature round arrives. No primary source gives one, the data the game is sent has no field for it, and the two figures in circulation stand more than one and a half times apart claims 105 and 122. So a card that told a reader how many turns to expect before the round opens would be quoting a reviewer and dressing it as a measurement, and this one does not. What can be said about a thousand turns is what they cost, and that needs no trigger rate at all.

The third is a date. The maker states no release date on any of its game pages, and for the original two of its own sources give dates twelve days apart, neither of them labelled as a release claim 117. A reader who wanted to prefer an established title to a recent one would need that date and cannot have it from the maker. This is the only one of the three absences where the consequence for the arithmetic is nil, since a published return describes a machine from its first turn and does not improve with keeping.

There is a fourth absence and it belongs to the other sheet. No primary source publishes a distribution of wagering multiples, withdrawal caps or stake values across the places of play outside the British licence, and no count exists of how many hold any particular authorisation the sheet’s unverified entries. So a reader cannot be told how common one arrangement is relative to another, by this publisher or by anybody working from these sources, and a page offering such a proportion would be offering an estimate with the appearance of a measurement.

9

The one thing the ninth fact settles, and what it is worth

An honest card has to concede what the fact does settle, and it settles one thing exactly. An ownership fact tells a reader which company’s conduct is in question, and therefore which record to look in and which set of duties is engaged. That is not a fact about a reel and it is not nothing. It decides whether the duties priced across this section apply at all, which on the arithmetic of a thousand turns is the difference between a cost a reader can compute and a cost that needs a figure nobody prints.

Put it as a pair of statements, which is as far as the sources go. From the fact that one company rather than several stands behind an address, a reader may conclude which licence to look for. From the fact that a given title is open, a reader may conclude the published return, the ceiling, the layout, the paylines, the trigger, the retrigger and the ladder, with a claim number against each. The first of those two is one bit of information. The second is eight figures, and the £3.29 on this card’s own weigh card is computed entirely from the second.

Which leaves the superlative a reader may have arrived with, and the answer is the same one this section keeps giving for a reason. Putting places of play in order needs a quantity published for every one of them and read the same way each time. The quantity that would do it here is not published: not the cycle length behind any particular build, not the multiples asked, not the caps applied. The quantity that is published, and published in abundance, is the machine’s, and it orders titles rather than addresses. Nineteen pence over a thousand turns between two of them, sixty-seven pence across the published range for slots in the family, and £2,290.00 of difference in what one turn may hand back.

Both of those last two figures deserve their units stated, because one of them is a sum of money and the other is not. Sixty-seven pence is what a thousand turns cost extra at the foot of this family’s published range for slots rather than at its head, and it is money. The other figure is the break-even multiple, which moves from 30.4 times on the original to 25.3 at that lower figure, a swing of 5.1 times the credit caused by nothing but the name of the title. Neither figure has a term in it that an ownership fact could occupy, and a reader looking for one will find the second quantity moves further in proportion than the first does.

So the finding is the one the ground asked for, arrived at rather than asserted. Of the nine figures the game sheet will quote without qualification, the eight that describe a machine are untouched by any fact about who runs it, and the ninth, which is itself an ownership fact and the best documented of the nine, converts into nothing about a place of play by the sheet’s own instruction. A reader who learns that one company rather than six stands behind an address has learned something about a company. The expected cost of a thousand turns is £3.29 either way.