Mobile slots: eighty turns on a handset, and the figures a screen does not reach

1

One page to a title, and nothing printed twice for a smaller screen

Start with what is on paper, because a question about a handset is answerable from publication before it is answerable from anything else. The maker keeps thirty-six pages whose titles carry the word Bass off the sheet, claim 73, and every one of them was opened and read for the sheet behind this domain. Each page holds a block of basic game information, and on all thirty-six that block holds the return to player and not one other item claim 76. One page to a title. One figure on it. No page is published a second time for a narrower screen, no second figure stands under the first, and the word mobile appears in none of the thirty-six blocks because nothing appears in them except a return.

The same thing holds one level down, where the game’s own numbers live. Every figure this site prices against came out of what the maker’s server hands a game client when a session starts claim 14, and that answer is addressed to a client and not to a kind of hardware. The table those figures were tabulated into runs title by title claim 74, which is the unit this maker publishes in. A reader looking for a row of that table headed by a device will not find one missing. They will find that the table was never built on that axis, by either of the two primary sources there are.

So the honest answer to the question this key asks arrives before any arithmetic: nothing about this machine is published per device. That is not an absence somebody forgot to fill. It is the shape of the publication, and it is worth stating plainly once rather than hedging it eight times, because the rest of this card can then do something more useful, which is to price what such a figure would have been worth had it existed.

2

Six quantities a reader would want per device, and where each one lives

Six quantities decide everything this site computes, and a reader wondering whether a handset changes the machine is really asking about these. Taking them in turn settles the question item by item instead of in the abstract.

Five of the six are published, each of them once and each of them against a title claims 20, 27, 29, 22 and 25. The sixth has no publisher at all: a spread is the one quantity in that list this family states nowhere, the word being absent from each of the thirty-six pages and the game’s own numbers having no field it could sit in claim 104. Four of the five come from the game’s own numbers rather than from the maker’s page, and a card citing them cites that source and not the other claim 109. What matters for this key is the third column. Every entry in it names a title, and not one of them names a screen, an application, an operating system or a handset.

Two further figures the arithmetic below uses are not the machine’s at all. The price of one turn is this card’s, within the span the game publishes, and the condition attached to the winnings is the offer’s. Keeping those four kinds of figure apart is the whole discipline here, and a device fits into none of the four.

There is one axis along which the game’s own numbers do carry a second return for a title, and it belongs in this entry because it is not the device either. Every slot title in the family but two holds a figure for regular play, one for ante-bet play and one for each level of bonus buy claim 55, each of them a choice made at the machine by whoever is playing. The two exceptions are the original and Bigger Bass Bonanza, which carry a single flat 96.71 per cent, there being no bonus buy on either for a second figure to attach to claim 57. Inside any one title those figures sit a few hundredths of a point apart, which makes the bet mode a genuine published axis and a narrow one. It is also the last axis there is: the title, and the bet mode within a title. Nothing in either document divides a return a third way, and certainly not by what the game is being drawn on.

3

Eighty turns across the machine this domain was named after, worked to the penny

Take the offer as this part of the market writes it: a count of eighty turns, released for play on a handset, with the winnings from them to be staked twenty-six times before anything can leave. A count becomes money at the moment somebody names what one turn costs, and no headline of this kind names it. This card fixes it at ten pence, the foot of the span the game’s own numbers publish claim 25, and the price is restated at each sentence below that puts it to work.

At ten pence a turn, eighty turns commit £8.00 of staking. The reel returns 96.71 per cent of what crosses it claims 20 and 21, so the expected winnings are £7.74 rather than the £8.00 that went in. That gap of twenty-six pence is the maker’s own published share and it is taken before any condition has been read. It is the figure that makes a count of turns and a credit of the same face different things, and it is identical whatever the play happens on.

The requirement then attaches to the winnings. Twenty-six times £7.74 is £201.24 of staking, and with ten pence buying each turn, which is this card’s supposition, that is a little over two thousand turns. Every pound of it crosses the same reel again, and the reel keeps its published share of each pass, so what the package is expected to leave standing comes out of the house form:

The expectation is E = B × (1 − W × (1 − RTP) ∕ g). Here RTP is the 96.71 per cent read off the sheet, B the £7.74 those eighty turns are expected to return, W the twenty-six times asked of that sum, and g a weighting of one, no offer of this kind having said that a named slot counts for less in the offer’s own terms. Worked out, the count closes at £1.12.

4

The same count on the largest reel of the family, which sells a dearer turn

Now move the count and leave everything else alone. Big Bass Hold & Spinner Megaways is the biggest machine this maker has published under the name: six reels, nine rows in the shape the game’s own numbers describe, and twenty lines claims 74 and 75h. It is also the reel a handset has the least room to draw, which makes it the useful second row here. Its return is published at 96.70 per cent, a hundredth of a point under the original’s, and for this title the two primary sources give the same figure claim 74.

One thing about it does change the sums, and it is not the return. That reel does not sell a ten-pence turn. Its stake span opens at twenty pence, as both of the family’s Megaways titles do claim 75f, so this card spends twenty pence a turn on it, that being the cheapest turn the reel will actually sell and therefore the only honest floor to price a count at. Eighty turns at twenty pence commit £16.00, the reel returns 96.70 per cent of it, and the expected winnings are £15.47.

Read the closing row the way it is written. The published returns of these two reels stand one hundredth of a point apart, which moves the break-even multiple by a tenth of a time and is worth almost nothing on a count this size. What moves the money is the column beside it: the cheapest turn one reel sells costs twice what the other charges, so the same advertised eighty turns are twice the stake, twice the expected winnings and very nearly twice the close. A reader comparing the two reels on the figure everybody quotes would have found them identical to a hundredth and been wrong about the money by £1.08.

5

The same amount of play for twice the money

There is a second reading of those two rows that belongs on a card about handsets, because it is about how long the thing takes rather than what it costs. The requirement is a multiple of the winnings, and on each reel the winnings and the price of a turn moved together. So the staking asked comes to £201.24 on the first reel and £402.22 on the second, double the money, while the count of turns needed to put it through is 2,012 on the first and 2,011 on the second.

2,012 turns of staking on one reel and 2,011 on the other, for £201.24 of turnover against £402.22

A reader on the dearer reel therefore faces the same quantity of play and twice the quantity of money, and the two parts of that sentence come from different places. The count of turns is held level by the arithmetic of the requirement. The money is set by the floor of a stake span the maker publishes per title. Neither number is sensitive to what the play is happening on, and that is the part of this worth taking away: the two things a handset is supposed to change, how long something takes and how much it costs, are both decided here by published figures of the machine and by the terms of the offer.

6

What a return published per device would have been worth

The useful way to show that a missing figure matters is to price what it would have done. Suppose, purely as this card’s own arithmetic, that a handset did carry its own return, and suppose it sat not at some invented number but at a figure this maker genuinely prints for a slot of this family. Nine titles of this family print 96.07 per cent, with both of the primary sources agreeing on each of them claims 74 and 75c. That is the obvious candidate, because it is a figure the maker has shown itself willing to publish.

Run the same eighty turns at ten pence through it. The staking is unchanged at £8.00, the expected winnings fall to £7.69, the break-even multiple drops to 25.45 times, and twenty-six times is now past it. The count closes at a loss of seventeen pence instead of a gain of £1.12, a move of £1.29 on a count advertised with no payment asked for it at all. That is what a per-device return would have been worth to a reader if the lower of two such figures had turned out to be the one a handset was served.

Which is the argument for wanting the figure, and it is also the reason this card will not supply one. The move is big enough to decide the whole offer, and it is therefore exactly the size of figure nobody should be inventing. What can be said is what the sheet establishes: this maker prints one return for each title, states nowhere that any title is offered at more than one of them, and the question of whether the same machine is ever served at different returns to different people is an argument this section’s own head page takes up at length, with the sources named. No guide here settles it, and a guide that quietly assumed either answer would be worse than one that says so.

7

A ceiling and a floor, had either of them moved with the screen

Two more of the five published quantities are worth putting through the same counterfactual, since between them they decide more money on this family than the return does.

The biggest round a reel of this family may hand back runs from 2,100 times the stake to 25,000 times the stake across the titles claims 75i and 75j. The original sits at the bottom of that, so at the ten pence this card is spending its best possible round is £210.00, while the family’s most generous ceiling at the same price of a turn would stand at £2,500.00. Had a handset carried its own ceiling anywhere inside that range, the difference to a reader would have been up to 22,900 of one stake, which at ten pence is £2,290.00 of possible round. Nothing of the kind is published, and the ceiling is in the game’s own numbers rather than on the maker’s page in the first place claim 28.

The floor of the stake span is the one quantity on this card that genuinely does move between titles, and entry four spent it. Across the family it takes three values: ten pence for thirty-one of the thirty-five slots, twelve pence for the two twelve-line titles and twenty pence for the two Megaways reels claim 75f. Eighty turns is therefore £8.00, £9.60 or £16.00 of staking depending on which of the three the title in front of a reader sells from. A per-device floor would have moved that figure the same way. What exists instead is a per-title floor, and a reader who wants to know which of the three they are looking at can read it off the machine’s own stake control before committing anything.

One of the three floors sharpens the point further than the other two. Bigger Bass Bonanza is published at 96.71 per cent, the same figure to the hundredth as the machine this card opened with, and the cheapest turn it will sell is twelve pence, its data reporting twelve lines where the original reports ten claims 74 and 75f. Spend the same eighty turns there, at the twelve pence that reel’s own span opens at, and the staking is £9.60, the winnings expected of it £9.28, and twenty-six times those winnings closes at £1.34. Two reels, one published return to the hundredth, and twenty-two pence between what an identical advertised count is worth on them. Whatever a handset is doing while that happens, it is not doing that.

8

The four duties that follow the build rather than the screen

There is a separate reason a handset cannot be expected to change this machine, and it sits in the rule book rather than in the maker’s publication. Four requirements bear on a licensed slot, and all four duties are drafted about the gambling system rather than about the thing a player is holding.

That last figure is arithmetic on a published floor and nothing else: 2,012 turns at a cycle that may not start again inside 2.5 seconds is 5,030 seconds of play, which is a little under an hour and twenty-four minutes. A faster handset buys none of it back, because the floor is a floor. A slower one adds to it, and no published figure says by how much, which is the one direction in which a device genuinely is the deciding thing and the one direction nobody quotes.

9

The one place a count of devices is published, and whose it is

For completeness, because an honest absence should say where the word does appear: devices are counted in one corner of this subject, and it is not the machine’s. Blocking software a reader installs for themselves says it goes on every major platform under one licence, and names the two stores it comes from claim 193. The national self-exclusion scheme describes what it does as shutting access to accounts on gambling websites and applications alike claim 178, so one registration reaches a reader’s account whether it was opened in a browser or inside an app, and Gamstop Online reaches precisely as far as the list of operators Britain licenses claims 181 and 183.

Even there the figures want care. The free route to blocking software for a British reader is published by the charity that staffs the national helpline rather than by the software company, on a page dated April 2021 that puts no duration on the free access and no current count of devices beside it claims 195 and 196, so this card states neither. What it states is the shape: the one body in this subject that publishes anything per device is a protection, the figure it publishes is a count of devices it will cover rather than a figure about a reel, and the route to it is in the help block below rather than in this sentence.

10

The device line and the title line, added up

Set the two lines of this card beside each other and the sum is short. The line in an offer of this kind that names a handset moves the return by nothing, the biggest round by nothing, the rate of that round by nothing, the layout by nothing and the price of a turn by nothing, because not one of those five is published on that axis by either of the two sources there are. The line that names a title moves four of the five, and on the eighty turns weighed here it moved the close from £1.12 to £2.20 between two reels whose published returns differ by a hundredth of a point.

So the useful instruction a reader can take from a page keyed to a handset is not about handsets at all. Open the machine’s own information screen before committing anything, which is drawn from the same session data on either device claim 15, and read two things off it: the return the server has sent for that session, and the cheapest turn the stake control will sell. Those two decided every figure above. One of them is the same on thirty-one of the family’s thirty-five slots and different on four, and the other one is a different figure on twelve of the maker’s pages claim 75a. The screen in a reader’s hand decided none of it.