Terms read 26 October 2026 Section G, first printing, fifteen guides
Ninety-one rungs, and 30,144 turns of the one rung that is taken over and over
Fifteen guides are filed here and they report two counts apiece, because the condition this heading is about is one step performed a tallied number of times. The fifteen chains are 91 rungs long between them. One rung on each of them is taken 30,144 times in all. £221.28 is left at the rung where the decision stops being the reader’s, out of the £376.25 the fifteen headlines open at, and the sum that has to go through a reel to get there is £3,688.00. The two counts are never added to each other and neither is ever added to that third figure.
How many steps 91 One chain of five rungs, twelve of six and two of seven, summed. The first gate somebody else holds the fourth on twelve of fifteen A cashier’s look at who the reader is, third on one key and fifth on two. Standing when it is reached £221.28 Two fifths of the headline gone, every penny of it off a single kind of rung.
| What has to happen | Who takes this step | What it leaves standing | Printed where |
|---|---|---|---|
| Fifteen accounts are opened | the reader | £376.25, or nought unopened | fifteen offer headlines |
| Six qualifying deposits are funded | the reader | £376.25, or nought unfunded | six headline deposit terms |
| Ten sets of rounds turn | the house’s arithmetic | £368.80 | nowhere, declared on the guides |
| £3,688.00 is staked over | the house’s arithmetic | £221.28 | the published British ceiling |
| Identity is checked | the cashier | £221.28, or nought unverified | a licence condition, not a term |
| Payment is asked for | the reader | £221.28, or nought unasked | fifteen withdrawal forms |
| Fifteen cashiers settle | the cashier | £221.28, or nought unpaid | nothing published behind this |
| What 91 rungs leave | two gates on every chain | £221.28 | this page |
- Free spins no deposit: the six steps counted Six rungs, and the condition under them is taken 480 times before £1.44 can be asked for A sum of money 6 rungs, £1.44 standing
- Casino no deposit bonus: five rungs counted Five rungs, the shortest chain here, because credit arrives as money and never passes through a reel first A sum of money 5 rungs, £3.00 standing
- Bingo no deposit bonus: the six rungs counted Six rungs over entries rather than reels, with 720 of them to be played and £4.32 at the end A sum of money 6 rungs, £4.32 standing
- 5 free spins no deposit: six rungs, 72p left The shortest count on the heading, 48 turns of the condition, and the smallest sum any chain here leaves A sum of money 6 rungs, 72p standing
- 40 free spins no deposit: six rungs counted Six rungs where forty given rounds turn into 384 required ones, nearly ten of the second for each of the first A sum of money 6 rungs, £11.52 standing
- 100 free spins no deposit: the six steps counted Six rungs, 960 turns of the condition, and the guide the rest of the site was built against A sum of money 6 rungs, £5.76 standing
- 150 free spins no deposit: six rungs counted Six rungs and 1,440 turns, where the second count is nearly ten times the one in the headline A sum of money 6 rungs, £21.60 standing
- 1000 free spins no deposit: six rungs counted The largest count here, 9,600 turns of one rung, and a chain no longer than the one asking for 48 A sum of money 6 rungs, £28.80 standing
- 100% deposit bonus: the six rungs counted Six rungs where a matched credit is funded rather than spun for, so 2,500 turns of the condition follow the funding A sum of money 6 rungs, £15.00 standing
- 200% deposit bonus: the six rungs counted Six rungs, a doubling, and 3,000 turns to discharge what the doubling attached to the credit A sum of money 6 rungs, £18.00 standing
- 300% deposit bonus: the six rungs counted Six rungs and 4,000 turns, the largest credit on the heading and the largest sum left standing at a gate A sum of money 6 rungs, £36.00 standing
- 400% deposit bonus: the six rungs counted Six rungs where a tenner becomes forty pounds of credit and 2,000 turns of a reel are owed on it A sum of money 6 rungs, £24.00 standing
- Casino welcome bonus: the package counted out Seven rungs because a qualifying deposit takes nothing and still counts, with 1,392 turns below it A sum of money 7 rungs, £20.88 standing
- Slots sign up bonus: six rungs counted out Six rungs, 1,200 turns, and four published rules about pace that reach the reels and not this counter A sum of money 6 rungs, £7.20 standing
- Bingo sign up bonus: seven rungs, and no clock Seven rungs of the same shape at a different sum, 1,920 entries, and no published floor under the pace of a game A sum of money 7 rungs, £23.04 standing
1
Ninety-one rungs and 30,144 turns, kept in separate columns
Fifteen rows stand above and all fifteen reported, so both totals cover the whole heading. The first is 91, which is one chain of five rungs, twelve of six and two of seven. The second is 30,144, which is how many separate turns of a reel or a card the fifteen conditions ask for between them. Each row carries both because the whole of this heading’s subject is one rung performed a tallied number of times, and a page reporting one count without the other would be describing a different thing.
Reported as one figure the pair becomes nonsense in either direction. Thirty thousand steps would be counting turns of a reel and calling them conditions, which would make every chain here look a hundred times longer than it is. Ninety-one rungs on their own would say nothing about that at all, when the rung taken 30,144 times is the longest-running obligation on this heading. So the two stand in separate columns on every row and are never summed, and neither of them is summed with the money.
The useful way to read the pair is as a ratio rather than as two numbers. Fifteen chains of six rungs or so, with one of those rungs accounting for about three hundred and thirty turns apiece on average, is a heading whose length lives almost entirely inside a single step. Everything else on these ladders happens once.
2
£3,688.00 of staking behind £221.28 of survivor
Here is the figure this heading exists to be able to print, and no guide under it can. Add the balance standing on each of the fifteen ladders at the moment its condition bites, and the total is £368.80. The condition is drawn at the ceiling Britain publishes on each of the fifteen, so the staking the fifteen offers ask for between them is £3,688.00.
What survives all that staking is £221.28. So the fifteen offers require something over sixteen pounds to be pushed through a reel for every pound they leave a reader holding at the end, That ratio is the figure a headline never prints. Nothing about it is unfavourable to the offers either: it is the gentlest reading the published ceiling allows, applied fifteen times over and then added up.
Set the multiple into E = B × (1 − W × (1 − RTP) ∕ g) with the qualifying share taken whole and it returns each row’s own survivor, and the fifteen survivors come to the £221.28 in the strip above. The expression is the site’s and the reading of its variables is set out once with the method rather than fifteen times here. What this page adds is the addition: one heading, fifteen applications, and a total neither the expression nor any single guide produces.
3
From 48 turns to 9,600, and both chains six rungs long
The widest thing this heading found is the spread between its two extremes. One key asks for 48 turns of the condition and another asks for 9,600, two hundred times as many, and the two chains are the same length: six rungs each, with the gate at the fourth on both. The step count cannot see the difference at all.
That is worth more than it first appears, because a reader comparing two headlines has only the count of rounds in front of them, and the count of rounds in the headline is not the count that matters. On this heading the headline figure runs about a tenth of the figure the condition produces: forty given rounds become 384 required ones, a hundred and fifty become 1,440, a thousand become 9,600. The multiple is the same in each case. What differs is the scale, and the scale is in the headline while the multiple is further down.
The closing sums spread far less than the turns do. 72p is the smallest figure any of these fifteen chains leaves and £36.00 the largest, a factor of fifty, against a factor of two hundred between the two counts of turns. So a bigger headline buys a reader more turns faster than it buys them more money, and both of those grow while the chain stays the same length and the two gates at the foot stay where they are.
4
What the ceiling takes across fifteen chains
Two kinds of rung take money on this heading and one of them takes twenty times what the other does. Ten sets of given rounds turning take £7.45 across the heading, about four per cent of what those ten began with. Fifteen staking conditions take £147.52. Nothing else on any of the ninety-one rungs takes a penny, and nothing at all is taken below the gate.
£147.52 of the £154.97 taken on this heading goes to the staking conditions and £7.45 to the rounds, twenty times as much off one rung as off the other
The proportion is the whole argument for printing both. A reader looking at a headline sees the given rounds, which are the cheap rung, and the condition is what empties the balance. The staking rung takes two fifths of whatever reached a balance, on all fifteen chains and exactly, because the ceiling and the assumed return fix that share by construction, and nothing below it takes anything on any of them. From the staking rung downwards the money stops falling and starts waiting, which is what the parts below take up.
5
Two chains of seven, one shape at two sums
Two of the fifteen run to seven rungs and they are one shape rather than two findings. Both keys qualify on a first deposit, and a qualifying deposit is a rung that takes nothing: money of the reader’s own goes in, the column does not move, and the chain is a rung longer than it would otherwise be. Both therefore find the gate at the fifth rung instead of the fourth, and on both the whole closing figure is waiting behind it.
The sums differ and the product differs. One closes at £20.88 after 1,392 turns of a reel and the other at £23.04 after 1,920 plays of a card, which is a difference of about a tenth in the money and about two fifths in the turns. Presenting them as two unrelated results would overstate what this heading found, in the same way that presenting one shape at five sums as five findings would on the heading next door. One shape, two sums: the deposit rung is what makes both of them seven.
What the pair shows that no single row can is that lengthening a chain here does not cost a reader anything. The seventh rung on both takes nothing. It counts as a rung because the chain will not go on without it, and it moves the gate one place lower down without moving a penny.
6
The chain of five, and the rung that is simply not there
One of the fifteen runs to five rungs, the shortest on the heading, and the reason is the reverse of the one above. Where an offer hands over credit instead of a tally of rounds, nothing is spun before the condition applies: the rung where given rounds turn does not exist, and the condition bites on the credit directly.
That has an arithmetical consequence worth stating, because getting it the wrong way round is the commonest error available on this heading. Credit reaches a balance as money rather than as an outcome, so the assumed return goes on it once and not twice, and a page shaving four per cent off a credit before the condition got to it would understate every figure under that rung by about as much. The five-rung row above closes at £3.00 for exactly that reason: £5.00 of credit, one condition, nothing taken on the way in.
So the heading holds three lengths and each length is a statement about what is absent. Five rungs means no rounds rung. Six means rounds and no qualifying deposit. Seven means both. The gate sits at the third, the fourth and the fifth respectively, and in all fifteen cases it is the cashier’s look at who the reader is.
7
One key with a count and no clock behind it
Fourteen of these fifteen guides can turn their second count into a duration. A licensed reel has a floor under its pace, two and a half seconds having to pass before a fresh cycle may start, and every cycle wants the control let go and pressed again off the rule sheet, claim 107. Autoplay is barred outright, so no cycle runs without its own fresh act of commitment off the rule sheet, claim 115.
The fifteenth key cannot. Its product is a card game rather than a reel, a two and a half second floor is written for reels, and a five second one for casino games that are not reels, while a card game of that kind is a product category in its own right, so neither figure is addressed to it. That guide therefore prints 1,920 plays and no number of minutes, and says on the page why the minutes are missing rather than borrowing the reel figure. A page that borrowed it would be publishing a duration no source supports.
The absence costs more than one column. Every reel guide here can print what a chain pays for a minute of pressing, and the card guide cannot, so a board comparing the two has one fewer figure on one side. That is why the rows above carry turns rather than minutes, and that is the shape the comparison honestly takes: turns exist on all fifteen, and minutes on fourteen.
8
What a ceiling is worth where nobody is held to it
Every multiple on this page was drawn at a ceiling, and the ceiling is the one thing on the heading that belongs to somebody else entirely.
Fifteen chains were counted for this heading and every counter behind them stands outside the Great Britain licence. The ceiling the £3,688.00 above was worked at has held a play-through condition on bonus funds to ten times since 19 January 2026 off the rule sheet, claim 91, leaving out only the technical and the software licences, so it covers every remote casino Britain licenses off the rule sheet, claim 93. What it limits is the size of the obligation alone, the definition behind it saying nothing about how long discharging one takes off the rule sheet, claim 92, which is why the 30,144 turns above are this publisher’s count rather than a published one. Some licensees were asking for sixty before the ceiling arrived off the rule sheet, claim 94. Put sixty through the expression above at the same return on any row of the board and the answer falls under nought, which reports that the balance gives out first. Ten is therefore the gentlest multiple anything published will support, and it reaches none of the fifteen: nothing on this site says how to get past a condition any of them does set.
One further silence sits under every row above and it is the one that would move the largest figure on the page. Nothing published sets out a current table of what each product contributes towards a condition off the rule sheet, claim 105, and the one rate anywhere on the record came from respondents to the regulator’s consultation rather than from the regulator, a game at thirty per cent turning a staked pound into thirty pence of credit off the rule sheet, claim 96. It was raised and left alone, so weighting survived the ceiling untouched off the rule sheet, claim 97. Every figure above is drawn with the share taken whole, which is the most generous assumption available, and a weighting of that kind would multiply the £3,688.00 several times over while leaving the ten written on the term exactly where it is.
Ninety-one rungs, 30,144 turns of one of them, £3,688.00 of staking and £221.28 left at fifteen gates that nobody this side of a counter can open. The counts are the fifteen guides’ own, the ceiling is Britain’s, and the additions are this page’s.
Asked at the booth
- Why does every row carry two counts
- Because the condition this heading is about is one rung taken a tallied number of times, and reporting either count alone describes something else.
- Can the 91 and the 30,144 be added
- Never. One counts rungs and the other counts turns of a single rung, and a sum of the two would describe no quantity at all.
- How much staking do the fifteen conditions ask for
- £3,688.00, which is ten times the £368.80 standing across the fifteen ladders when their conditions bite. It leaves £221.28 between them.
- Why is the staking figure so much larger than the money left
- Because a multiple applies to a balance repeatedly. Something over sixteen pounds goes through a reel for every pound these fifteen offers leave.
- Does a bigger headline mean a longer chain
- No. The key asking for 48 turns and the key asking for 9,600 are both six rungs long with the gate at the fourth.
- Which rung takes the money on this heading
- The staking condition, at £147.52 across fifteen chains, against £7.45 taken by ten sets of given rounds turning. Nothing below the gate takes anything.
- Why do two chains run to seven rungs
- Both qualify on a first deposit. A qualifying deposit takes nothing and still counts, so it lengthens the chain and moves the gate to the fifth.
- Why is one chain only five rungs
- It hands over credit rather than rounds, so nothing is spun before the condition applies and the rung where given rounds turn is absent.
- Why does one guide print no duration
- Its product is a card game, and the published pace floors are written for reels and for casino games other than reels. Neither is addressed to it.
- Is the ten times ceiling binding on these counters
- On none of the fifteen. It follows a Great Britain licence, and these pages work at it because nothing published will support a kinder figure.