£5 deposit casino, where the floor prices permission: £2.88 free against 20p paid, £3.08 apart

1

What five pounds is the price of, which is leave to be there

This key names a threshold and nothing else. No count comes with it, no multiple, no percentage: just the smallest sum a cashier of a certain kind will accept before it will open an account and let somebody play. That makes it a different object from the keys a page or two away, which name a sum and a count together and so hand this publisher a price per round directly. Here there is a sum and no count, and the honest first move is to say what the sum is the price of.

It is the price of permission. Five pounds satisfies a condition, and what the condition releases is admission to a lobby, an account that works, and the right to stake whatever sits in it. None of that is a round. A round has to be staked separately, out of the same five pounds or out of something an offer credits on top of it, so the floor and the round are two charges in sequence rather than one charge for the other.

The distinction matters because the obvious reading of the key is wrong in a way that costs money to believe. A reader who takes five pounds to be what the play costs has already written the fiver off, and will then measure anything that happens afterwards against nothing. A reader who takes five pounds to be what permission costs still has five pounds and can ask the far better question: what does a round bought with it come to, and what would the same round have come to if somebody had given it away.

Both of those questions have answers, and this bill prints both. At the 10p a round this publisher sets our figure, not a term, five pounds is fifty rounds. Fifty rounds funded by a reader cost 20p in expectation where 96 per cent comes back. Fifty rounds funded by an offer, with ten times of staking demanded of what they return, come to £2.88. Those two are the whole of the comparison, and the five pounds stands outside it, unspent until something stakes it.

Nothing on this bill depends on which cashier holds its floor at five pounds or on which machines fill its lobby. A familiar reel is no evidence of what such a round hands back, so no quantity here is traced to a game or to the firm that drew it. These sums want a sum, a stake, a return and a demanded multiple, and this key publishes the first of the four and none of the rest.

2

Why a floor cannot be a price per round, proved by division

There is a short proof that a floor is not a price per round, and it uses only the division that prices the counted keys in this section. Where a deposit buys a stated count, dividing one by the other gives a real price: ten pounds against a hundred rounds gives 10p, ten against three hundred gives 3.33p, five against two hundred gives 2.5p. Three different keys, three different answers, and each answer is a fact about the offer.

Try the same division on a floor and it collapses. Five pounds buys no count, so the only rounds it reaches are the ones a reader stakes out of it. At 10p there are fifty of them. Five pounds divided by fifty rounds is 10p, which is the stake this bill began with. Change the stake to 25p and the floor becomes twenty rounds, and five pounds divided by twenty is 25p. Change it to 50p and the floor becomes ten rounds, and the division gives 50p.

The right-hand column repeats the left-hand one exactly, and that identity is the proof. Dividing a floor by the rounds it reaches can only ever return the stake, because the rounds were counted by dividing the floor by that same stake in the first place. The operation tells a reader nothing it was not told. On a counted key the division carries information, since the count comes from the offer and not from the arithmetic. On a floor it carries none.

So the useful figure on this key is not a price per round at all. It is the pair of findings printed at the head of this page: 20p for fifty rounds a reader funds, and £2.88 for fifty a reader is handed. Those two do move when the stake moves, and they move together, so the distance between them scales with money rather than with the count. Put the stake at 25p and the floor reaches twenty rounds, the same £5.00 of face arises, and the distance is the same £3.08 read as 12.32 rounds instead of 30.8.

One more thing follows, and it cuts against the way keys of this kind usually get read. A lower floor is not a cheaper round. Three pounds reaches thirty rounds at this bill’s stake and one pound reaches ten, and in all three cases a round costs the stake and returns what the stake and the return make of it. A lower floor buys a smaller commitment at the counter, which is a real thing and a different thing, and the key two doors along prices the smallest of them.

3

Fifty rounds of a reader’s own fiver, and the 20p they charge

Take the bought side first on this bill, since on a floor key that is the side the floor itself produces. Fifty rounds at 10p send £5.00 through a machine. At a return of 96 per cent an industry figure stated here, £4.80 comes back, so the fifty have charged 20p between them. Divided out, one round has charged four tenths of a penny.

Nothing is owed on the winnings and no condition stands over them. No credit was advanced, so there is no demanded volume of staking, no weighting to work through and no ceiling to fall under. Whatever the fifty rounds happen to take is spendable the moment it lands, which is the whole difference between this column and the one beside it.

Twenty pence looks small against a five pound floor, and it is worth being plain about why. A return under a hundred per cent bills nothing up front and 4p on every pound that passes through. A fiver passing through once produces 20p of charge. The charge only becomes noticeable through repetition: a fiver sent round four times costs about 75p in total, since each journey works on a smaller balance than the last, and sent round twenty-five times it leaves a little under two pounds of the original five.

That series is the real price of the permission a floor buys, and it deserves more attention than the floor does. Nobody deposits five pounds, plays fifty rounds and stops. The pattern a return under a hundred per cent is built around is a returned balance being staked again, and each pass takes its 4p in the pound. So the honest account of a five pound floor is 20p for one pass, roughly 74p for four, and close to the whole fiver for anybody who carries on long enough.

None of that is a forecast about anybody. It is what the arithmetic says about a stated return, and nobody at this publisher has pressed a round to test it. Fifty actual rounds will finish above 20p of charge or below it, sometimes a long way either side, and the expectation is the middle of a distribution rather than a prediction of one evening.

4

The same fifty handed across, and the £1.92 the condition takes

Now the free side, which is the same fifty rounds with the offer staking them rather than the reader. The face is identical, £5.00, because a count and a stake make a face whoever is paying. What reaches the balance is identical too, £4.80 at the return assumed here. The difference arrives afterwards, in a demanded volume of staking that exists on one side and not on the other.

What survives such a demand comes out of E = B × (1 − W × (1 − RTP) ∕ g), read with the balance in hand first, then the multiple demanded of it, then the share of staking the machine hands back, then the weight at which a qualifying machine counts towards the demand. Here the four read £4.80, a demand of ten times, 96 per cent handed back and a weight of full, which leaves £2.88.

Ten marks the highest demand a British licence tolerates, a ceiling in place since 19 January 2026 off the rule sheet. Where winnings from a credited round arrive as bonus funds, the demand upon those funds is held under it. Whether the ceiling reaches a free round in its own right has no published answer and this bill supplies none. No lawful demand runs past ten, so working there produces the smallest free column British terms allow: £2.88 is the least fifty given rounds amount to and never the most, a lighter demand taking less off the £4.80 and leaving the £3.08 wider. A cashier taking deposits without a Great Britain licence is held to no multiple at all, which is the direction in which that floor stops holding.

The weight is the quantity an offer omits most often, and the omission is read here in a reader’s favour at full weight, said so each time it is used. Where a qualifying game counts at thirty per cent, a rate one consultation respondent placed before the regulator a respondent’s rate, ten times of staking on £4.80 asks more than £4.80 can bear and the free finding empties out. The working there is this publisher’s, resting on a rate somebody else put on record.

Above the ceiling the free side empties quickly. Fifteen times leaves £1.92, twenty times leaves 96p, twenty-five times leaves nothing, and any demand beyond that takes the expression under nought where it is then held, since no balance can give up more than every penny of itself. So twenty-five is the hinge on this key as on every other in the section: it is the point at which 4p in the pound has eaten the whole of what was handed across.

5

£3.08 of distance, 30.8 rounds, and 0.4p a round paid

Subtract one finding from the other and the answer is £3.08. The free side closes at £2.88, the bought side closes at minus 20p, and the distance runs in the free side’s favour. Divided by the 10p stake, £3.08 reads as 30.8 rounds, which is the form a reader meets it in: somebody given fifty rounds and somebody who bought fifty rounds stand 30.8 rounds apart once the condition has been met.

fifty rounds worth £2.88 given and minus 20p bought, £3.08 between them, 30.8 rounds of the same distance, and a five pound floor standing outside both figures

Two per-round figures belong in the prose, the instrument having four fixed columns and no space for them. A bought round charges 0.4p, being 20p across fifty. A given round comes to 5.76p, being £2.88 across fifty, which comes of multiplying the stake by the return and then by the fraction a condition spares. The second figure is one every bought count in this section shares, since it rests on the stake and the demand and never on how many rounds there are.

Those two per-round numbers are the cleanest statement of what a free round proves about a paid one on a floor key. At the stake and the multiple assumed here, being given a round is worth 5.76p and buying one costs 0.4p, so the gift is worth a little over fourteen times what the purchase costs. That ratio has nothing to do with the floor. It would be the same ratio at a one pound floor and at a twenty pound floor, because both sides of it are priced per round.

What the floor decides is how many rounds a reader can reach before putting more money across the counter, and that is a question about commitment rather than about value. Five pounds reaches fifty rounds at this stake. It reaches twenty at 25p and ten at 50p. The £3.08 of distance is unchanged in money across all three, and only its expression in rounds moves, from 30.8 rounds down to 12.32 and then to 6.16.

6

Three British duties that attach to the five pounds itself

The arithmetic above runs on an offer nothing obliges to take any shape. A British licence obliges plenty, and the sharpest thing to do with that here is to take the duties that land on the five pounds rather than on the count, since the five pounds is what this key is actually about.

Two of the three can be laid against a figure already on this bill and one cannot. The withdrawal prohibition is worth the five pounds outright, and this bill says so. The cooling-off asymmetry is worth a day, that being the interval between asking for a larger limit and having one. The default limit yields no sum at all, being a question about how a screen is arranged, and it stands as a duty with no total drawn from it. Where these are missing a reader has lost a protection rather than a sum, and this bill marks which kind of loss each one leaves.

One further duty belongs beside the floor, since it bears on how small a floor can sensibly be. No slot on a British licence may draw above £5 out of a single game cycle where the player has turned twenty-five, nor above £2 from anybody younger slots alone, off the sheet. A five pound floor is therefore exactly one maximum round for an adult on a British licence, and two and a half maximum rounds for a player under twenty-five. At the 10p this bill assumes it is fifty rounds. The floor is the same five pounds in all three readings, and only the stake, which nobody publishes, settles which of them a reader is living in.

7

What a floor does not buy, and which totals go unstruck

Three quantities on this bill are the publisher’s and say so wherever they appear: the stake of 10p, the 96 per cent handed back, and the decision to count a qualifying weight at full where none is published. One quantity is the key’s own, which is the five pound floor. Everything else a reader would want is missing from the key, and the missing things are worth listing rather than filling in.

There is no count. A floor key credits no rounds by itself, so the fifty rounds in the instrument are this bill’s own arithmetic on the floor and the stake rather than a term anybody has published. Where a cashier at a five pound floor does attach a count, that count replaces the fifty and the free column is reworked on it: the face becomes the count times the stake, the balance becomes 96 per cent of that face, and the finding is whatever the demanded multiple leaves standing.

Nor is there a multiple, which is why part four stands on the British ceiling instead of choosing a figure. A ceiling can be looked up, and because it is the most a demand may lawfully be, it bounds the answer from below: £2.88 stands as a floor and not a midpoint. Any number chosen because it is widespread could be looked up in no source at all, and a figure that merely sounds right, standing in the place of an absence, leaves a reader worse off than the absence did: an absence asks a question and a figure that sounds right answers it falsely.

Two further quantities are away and neither produces a total. Nothing published fixes a ceiling on what a credited round may win, so where an offer attaches one the £2.88 becomes the lesser of two numbers and this bill cannot say which. And nothing published settles whether a demand reaching the deposit alongside the credited funds falls inside the British ceiling, which on this key would lift the demanded staking from £48.00 to £98.00.

One case on this domain needs none of this arithmetic at all. A round in a demonstration build takes nothing and gives nothing back, every time, because a demonstration has no outlet money can leave by, and a figure of five hundred pounds on such a balance converts to nought. Every other finding here is read against that, and a floor key is about as close to its opposite as this site gets: the floor is five real pounds, the rounds it reaches are real rounds, and the two findings above are what those rounds come to on either side of the free line.

The neighbouring keys finish the picture. A one pound floor is the smallest commitment this section prices. A three pound floor sits between the two and carries a contradiction in its own wording. And the counted keys, where a deposit arrives with a stated number of rounds beside it, are where a price per round means something, since there the count comes from the offer and not from the arithmetic.