MuchBetter casino: 35 free rounds worth £4.03, 28p paid, and one cell left unpriced

1

A charge that lands before a single reel turns

A rail that takes something for moving money has done something no other rail in this section does: it has made the first round cost money before a reel has turned. The reader’s position changes at the moment the transfer settles, as it does everywhere here, but on this page the change has a second component. Money has gone in, and some quantity of it has already gone to the carrier rather than to the cashier.

That matters for the question this publication asks, which is what a round costing nothing proves about the same round costing something. Where qualifying for the free round requires a payment, and the payment itself carries a cut, the free round is not free of charge by the time it starts. It is a round whose price was paid at the rail rather than at the reel, and the arithmetic has to find somewhere to put that.

Here is where this bill departs from its neighbours. No primary source available to this publisher states what any rail in this section charges for a deposit, and this site does not fill a gap with what is usual. So the instrument above carries a row for the charge and that row reads as unpriced, the closing distance carries the words before any charge, and the rest of this bill works out what the missing figure would have to be in order to matter.

It is worth separating two kinds of cost that a reader meets at the same moment. One is the margin, which is 28p here and is charged on play rather than on payment. The other is whatever the carrier takes, which is charged on payment and does not care how many rounds follow it. A reader who plays once pays both. A reader who deposits once and plays a thousand rounds pays the second cost once and the first one a thousand times, which is why the two have to be kept in separate rows of the instrument.

The useful consequence of a named absence is that it can be reasoned about. A figure nobody publishes is still bounded: it cannot be negative, and above a certain size it cancels the whole offer. Part five computes that size for this bill, which is a stronger result than any invented percentage would have been, and part seven shows what a handful of hypothetical charges would do to both columns.

The same separation explains why the free column is affected at all. A free round costs nothing to play, so the margin does not reach it, and the only thing a free round can be charged is the cost of getting through the door. That is the whole of what a deposit charge does to the free side, and it is the reason the row above sits in the free column with a nought in it rather than being left out of that column altogether.

One more thing about the shape of the page. The charge is not the only unpriced quantity in this section, but it is the only one that falls on the free side as well as the paid side, because qualifying for a free round means making the deposit that attracts it. Every other missing figure on these bills belongs to one column; this one belongs to both.

2

Thirty-five rounds at twenty pence, with the ceiling across them

Pricing a count of rounds needs a stake and a return, and both figures on this bill are declared. A round stakes 20p ours, not read anywhere, nothing published saying what a free round comes to, and this publisher states a figure of its own rather than borrowing one. The reels give back 96 per cent our industry-level figure, which describes reel play generally and is not the published return of a game with a name. Multiplying out: thirty-five rounds at 20p make a £7.00 face, of which £6.72 returns as balance.

What a requirement leaves of that balance is E = B × (1 − W × (1 − RTP) ∕ g). The quantities are a balance of £6.72, a multiple of ten the ceiling, from the rule sheet, the 96 per cent above, and a contribution of one, because no share is published for this play and the unpublished case is read in the reader’s favour. Ten times four pence in the pound is forty pence in the pound, so what gets through is three fifths of £6.72: £4.032, which settles at £4.03.

Two points about that ten, since the figure is doing a lot of work. It is a ceiling on what a Commission licensee may ask and not a term anybody here has published, so a real lawful multiple under it would leave more than £4.03, and the £4.31 is therefore a floor. And a ceiling that binds a licensee does not bind a cashier licensed elsewhere: on this page it is what would apply here rather than what applies there.

The staking behind that figure is £67.20, ten times the balance, which at 20p a round is 336 rounds. So thirty-five free rounds arrive with a job of three hundred and thirty-six attached, which is nine and a half worked rounds for every round given. Doing that job costs £2.69 in expectation, and £6.72 less £2.69 is the £4.03 the free column reports.

Every extra time the terms ask for costs four per cent of the balance, which is 27p here, so the tally runs in a straight line until it hits nothing at twenty-five times. That is worth holding on to while reading part five, because a charge at the rail and an extra time on the requirement are two different ways of taking the same sort of bite out of the same £4.03.

3

The same thirty-five rounds bought by the reader

Move the stake over the line and change nothing else. Thirty-five rounds at 20p put £7.00 through the reels and bring £6.72 back in expectation, so the sitting costs 28p. Nothing was advanced to the reader, so no multiple attaches, no contribution matters, and no ceiling applies. On every other bill in this section that would be the end of the paid column.

Here it is the end of the part of the paid column that can be computed. Whatever the rail takes for carrying £7.00 belongs in this column too, added to the 28p, and it is not published. So the paid finding reads minus 28p and carries a qualification: the true figure is 28p plus a charge nobody states, which makes the printed figure a floor on the cost rather than the cost.

The distance follows the same pattern. Adding 28p of paid cost to £4.03 of free finding gives £4.31, which in rounds comes to 21.56, being 0.616 of a round for each of the thirty-five given. Both of those are correct before any charge and too large by exactly the charge afterwards. The bill prints them with the qualification attached, which is the only honest way to print a figure with a hole beside it.

It is worth noticing which direction the hole pushes in. A charge makes the paid side dearer, which widens the distance, and it also makes qualifying for the free side dearer, which narrows it. Those two effects do not cancel: the charge falls once on the paid side and once on the free side, so the distance between the two findings stays at £4.31 while both of them move down together. Part five works that through.

thirty-five rounds worth £4.03 at least where the cashier stakes them and 28p of cost where a reader does, £4.31 apart before any charge, which is 21.56 rounds at twenty pence

4

A trial run, priced at nothing in both directions

Strip the payment out and this bill’s two columns both read nought. A trial version of a game pays nobody. Nothing inside one is wired to money leaving, so the return is nought whatever the balance in the corner reads, and a balance of five hundred pounds there is a label on a graphic.

That nought is exact rather than approximate. It is not a thin return, not a return waiting on a condition, and not a return somebody has declined to print. Running a trial costs nothing as well, so the distance between those two columns is nothing, and the three noughts together make up the finding this site measures everything else against.

A trial run has a particular edge on this page, because it is the only state in which no rail is involved at all. No deposit, so no charge, so none of the arithmetic in part five applies. A reader who stays in a trial run has a cost of nothing and a return of nothing, and the moment they leave it they acquire both a cost and a charge, one of which this publisher can price and one of which it cannot.

What a trial run does tell a reader stays worth having: the speed of it, the look of it, how often a feature turns up, whether the thing is enjoyable at all. What it cannot tell them is any figure in either column above, because the quantity it lacks is the mechanism those columns are built out of.

5

The cell this bill cannot fill, and the charge that would empty it

Start with what is known. The free finding is £4.03 and the paid cost is 28p, both before any charge at the rail. A charge of c pounds falls on the paid side directly, because the reader paid it, and on the free side as the price of getting in, because the deposit was the condition of getting the rounds. So the free side becomes £4.03 minus c and the paid cost becomes 28p plus c.

Two things follow from that and both are useful. One is that the distance between the findings does not move: the free side loses c while the paid side gains c, so the gap holds at £4.31 whatever the charge turns out to be. The second is that the free side reaches nothing when c reaches £4.03, and that figure is the break-even charge for this offer. Above it, qualifying costs more than the rounds come to.

Put as a percentage of the deposit, £4.03 on a £7.00 payment is 57.6 per cent, which is a charge no rail in this market plausibly makes. That is the reassuring half of the result. The unreassuring half is the proportion: at a charge of 1 per cent of the deposit, 7p, the free finding falls to £3.96, and the 28p of paid cost rises by a quarter. The charge is small against the offer and large against the margin, because the margin on a sitting this size is small.

There is a second break-even worth printing. The paid cost doubles when c reaches 28p, which is four per cent of the deposit. So a rail charging four per cent of a £7.00 deposit doubles what a sitting of thirty-five rounds costs a reader who funds it, while leaving the free finding almost untouched at £3.75. One figure moves by a hundred per cent and the other by seven, which is the clearest statement this bill can make about why the charge belongs in the arithmetic rather than in a footnote.

There is a way of reading the break-even figure that makes it more useful than it first looks. A charge of £4.03 on a deposit of £7.00 would be absurd, so the offer survives any charge a market makes. What the figure does is set the scale: it says that this offer, with these conditions, is worth somewhere between nothing and £4.03 to a reader, and that the rail decides where in that range the answer sits. A number with a top and a bottom to it is a better thing to carry than an adjective.

None of the percentages in the paragraphs above is a reading of any rail’s terms. They are this publisher’s arithmetic on hypothetical charges, done because the real figure is not published, and the page would rather compute the consequences of a range than print a plausible number inside it. Where a rail does publish a charge, that figure belongs in the paid column with its source named, and this bill would then have no part five.

6

What the word free can carry, and where advertising rules stop it

There is published advertising advice that bears directly on a rail with a charge. Its guidance tells marketers not to call an offer free when qualifying for it costs the customer money of their own off the rule sheet. A deposit requirement is exactly that kind of condition, and a charge on the deposit makes the condition cost something over and above the deposit itself.

The same body counts a deposit or a wagering requirement as a significant condition, together with limits on who is eligible and on how long an offer can be claimed or used, and a condition of that weight has to stand where a reader meets it, prominently rule sheet, the code. The British regulator puts the consequence bluntly: if it does not, the advertisement reads as misleading rule sheet, its own page.

The point of setting those three beside this bill is not to say the word free is forbidden. It is to say the word is regulated where a British licence applies, and that the regulation is about disclosure rather than about generosity. A charge nobody states is a disclosure problem before it is an arithmetic problem, and this page can price the arithmetic while naming the disclosure.

7

A charge at four sizes, as arithmetic rather than as a reading

The tally below is a set of hypotheses and is labelled as one. No rail’s charge is sourced on this site, so the left-hand column is a series of assumptions chosen to span a plausible range rather than figures read off anybody’s schedule. What the tally shows is how the two findings and the distance respond, which is a question the arithmetic can answer without knowing the charge.

Read the second column down and the free finding is robust: it takes a charge of £4.03 on a £7.00 deposit to wipe the offer out, and nothing in this market charges at that scale. Read the third column down and the paid cost is fragile: a charge of 28p doubles it, and 28p is four pence in the pound. Those two readings are both true and they point in different directions, which is why the charge has to be in the arithmetic rather than in a remark at the end.

The last line of the tally deserves its own sentence. At the break-even charge the paid side costs £4.31, which is exactly the distance printed in the head of this page, and the free side is worth nothing whatever. That is the arithmetic closing on itself: the break-even charge is the point at which the whole of the offer’s value has been paid to the rail rather than to the reader.

None of this says anything about which rails charge or how much. It says what a charge does to a specific pair of figures, which is the question this publication exists to answer, and it says it in a form that stays correct whatever the real number turns out to be.

8

What £4.31 leaves open once the missing cell is named

The 20p behind a round is this publisher’s and so is the 96 per cent the reels hand over. A third is a reading in the reader’s favour, a contribution share standing at one because no table of such shares could be cited anywhere. The fourth quantity is the one this whole page has been about, and it is not an assumption but an absence: what the rail takes.

The honest summary of the absence is that it bounds rather than blocks the arithmetic. The distance of £4.31 holds whatever the charge is, because the charge falls on both sides. The free finding of £4.03 falls penny for penny with the charge, and the paid cost of 28p rises penny for penny with it. A reader who learns the real figure can finish the bill in their head.

What a reader can carry away is four numbers and one gap. Thirty-five free rounds come to £4.03 before a charge; the same thirty-five cost 28p before a charge; £4.31 separates those findings and stays there whatever the charge; and £4.03 is the charge at which the free side is worth nothing. The gap is the charge itself, which nobody publishes, and which this bill names rather than invents.