Terms read 26 October 2026 Section Q, first printing, eight guides
Forty-five rungs across eight short chains, and two rows that cannot be added up
This heading holds eight guides and 45 rungs between them, three chains of five and five of six. Six of the eight rows close on a sum of money and those six come to £46.08, carrying 33 of the 45 rungs. The other two close on a rate, nine and six tenths of a penny a day on one and the same per turn on the other, and a rate cannot be added to a column of sums. Both are on the board where a reader can check them, both are set back from the measure, and both are outside the money total and inside the rung total.
How many steps 45 All eight rows, rates included, because a rung is a rung on each. The first gate somebody else holds the third, on every one of the eight The same rung number throughout and two different rungs behind it. Standing when it is reached £46.08 Six rows only. The two rates are apart and in neither part of this.
| What has to happen | Who takes this step | What it leaves standing | Printed where |
|---|---|---|---|
| Six accounts are registered | the reader | £48.00, or nought unregistered | six advertised headlines |
| Six sets of turns run | the house’s arithmetic | £46.08 | nowhere, declared on the guides |
| Three classifications are ruled on | the cashier | £46.08, or nought if voided | nothing published behind it |
| Papers are checked | the cashier | £46.08, or nought unchecked | a British licence condition only |
| Payment is asked for and settled | the cashier | £46.08, or nought unpaid | no published source at all |
| What the six sum rows leave | the cashier holds two or three | £46.08 | this page |
- 50 free spins no deposit no wager: the five steps counted Five rungs, the long one genuinely missing because the key says so itself, and papers ruled on at the third A sum of money 5 rungs, £4.80 standing
- 70 free spins no deposit no wager: the five steps counted Five rungs at seventy turns rather than fifty, the same absent rung, and £6.72 waiting on a stranger’s reading A sum of money 5 rungs, £6.72 standing
- 30 free spins no deposit required keep what you win: five rungs Five rungs behind the longest key in the cut, which says what the winnings are and so removes the rung that would ask A sum of money 5 rungs, £2.88 standing
- 120 free spins for real money: the six rungs counted Six rungs, because a key promising real money says nothing about what the winnings turn into, so a rung stands to ask A sum of money 6 rungs, £11.52 standing
- Free daily spins: a rate, and the six rungs under it A rhythm rather than a count, so the guide reports what a day of it is worth and no total is honestly available A rate rather than a total 6 rungs, 9.6p a day
- 10 free spins: six rungs, and 96p at the end of them Six rungs on the smallest count here, where 96p waits on the same unwritten reading as sums twenty times its size A sum of money 6 rungs, 96p standing
- 200 free spins: six rungs, and £19.20 at the end Six rungs and the largest sum on the heading, two hundred turns leaving £19.20 for somebody else to classify A sum of money 6 rungs, £19.20 standing
- Slots free spins: a rate per turn, and six rungs after it A product rather than a count, so twenty turns stand as a unit and the guide prices one turn instead of a package A rate rather than a total 6 rungs, 9.6p a turn
1
Forty-five rungs, £46.08, and the two rows that join only one of those
Eight rows went onto the board and all eight have reported, so nothing is missing and nothing says it is not in yet. Two of the eight are nevertheless outside one of the two totals, and this heading is the place on the site where that distinction has real work to do rather than being a rule in a brief.
Here is the arithmetic in full. Forty-five rungs is three chains of five plus five chains of six, counted over all eight rows, and the two rate rows contribute twelve of the forty-five because a rung on a chain priced per day is still a rung. £46.08 is six closing sums added, and the two rate rows contribute nothing to it at all, because nine and six tenths of a penny a day is not a quantity that can go into a column of pounds and pence. Add it and the result would be a figure nobody could rebuild from the rows above, and worse, a figure that would look like money and would not be money.
That is why those two rows are set back from the measure above rather than deleted from it. A total that hides what it left out is worth less than a smaller one that points at it, and a reader who cannot see which rows a figure covers cannot check the figure at all. So the money total above covers six rows, the rung total covers eight, and the last part of this page says so again at the foot where a reader leaves.
2
Five rungs or six, and the term that settles which
Three of these chains are five rungs long and five are six, and the difference is one rung in one place. It is not a difference in the money, in the product, in the count of turns or in the size of the offer. It is the difference between a key that states its own terms and a key that leaves them out.
Where a key says what becomes of what a reader wins, there is nothing left for anybody to rule on, so no rung stands at that point and the chain is five. Where a key says nothing about it, the rung stands anyway, with nothing published behind it, and the chain is six. A reader comparing two headlines sees a count of turns in both and no sign whatever of the rung that separates them.
So this heading can make one comparison in both directions that no other heading on the site can make, and the comparison is the whole reason for grouping these eight keys together. A term stated is a rung removed. A term missing is a rung standing. Both findings sit at the third rung on both groups, and a different rung underneath that number: papers being ruled on where the term is stated, and somebody deciding what the winnings are where it is not.
3
Three keys where the long rung really is absent
Three of the eight keys carry their own terms in the key itself, which is unusual anywhere in the cut. Two of them say the turns come with no play-through condition and the third says a reader keeps what the turns win. On all three, what is absent is the play-through rung and nothing else: the chain still has five rungs, four of them gates, two of those four held by somebody across the counter.
What is absent wants naming exactly, because treating those three as chains with nothing in them was a mistake this heading had to correct. They are not an offer with two ends and no middle. Registering, turning the turns, having papers ruled on, asking for the money and being settled with are five separate things that have to happen, and the third of them is where a stranger first decides anything, with the whole closing sum standing on it. The three sums are £4.80 and £6.72, with £2.88 the smallest of them and the smallest on the heading after the 96p row, and nothing on any of the three chains takes a penny after the turns have run.
The useful reading is that a stated term shortens a chain by exactly one rung and changes nothing else about it. A reader who takes a key at its word about the play-through is right to, on these three, and is still five rungs and two strangers’ decisions away from the money.
4
Five keys where nothing says what the winnings become
On the other five keys the terms say nothing at all about what happens to what a reader wins, and the consequence is a rung that stands with nothing behind it. Somebody at the counter decides what the proceeds are, which nobody computes and somebody chooses, so the second column there belongs to the cashier and the third carries the sum over unchanged.
That rung is the earliest decision on all five, so the finding sits over the check on papers instead of under it. The sums crossing it are £11.52, 96p, £19.20 and the two rate rows’ daily and per-turn figures, and the reason none of the five can be priced at that rung is the same reason in each case: there is no published figure to apply, so applying one would be inventing a term rather than counting a step.
The heading next door reached the same conclusion from the other side, about an unpublished play-through condition rather than an unpublished classification, and neither heading needed the other to get there. What this one adds is the rung count: where a term is missing the chain is one rung longer, so the absence is visible in the length of the chain and not only in the fourth column. Three fives and five sixes, and the gap between the two groups is one sentence somebody did not write.
5
£1.92 across six chains, and what short does not mean
The six chains that close on a sum open at £48.00 between them and close at £46.08, so £1.92 came off the whole group. Every penny of it came off one kind of rung, the turns running, and nothing below that rung takes anything on any of the six. Four pence in the pound, once, and then nothing.
£1.92 of £48.00 is everything the six sum chains lose, taken once by the turns running and by nothing at any rung below them
That makes this the lightest heading on the site in what it takes and not in what it asks. A chain of five rungs with two strangers’ decisions in it is not a simple chain; it is a short chain with the same two decisions at the end of it as a chain twice the length. The money barely moves because there is no play-through condition to move it, which is precisely what these keys promise, and the promise is kept. What the keys do not mention is that keeping it leaves the whole sum sitting on a judgement.
6
Two rates, and what a rate cannot be put into
Two of the eight keys name no count at all. One names a rhythm, turns arriving daily with no end date in the wording, and one names a product with turns sold as a unit rather than as a package. Neither guide can honestly print a total, because a total needs a number of turns and neither key supplies one. Both print a rate instead, nine and six tenths of a penny for a day on one and for a turn on the other.
Those two figures are identical and they measure different things, which is the clearest possible demonstration of why a rate stays out of a sum. One is money per day. One is money per turn. Added to each other they would produce an amount in money per nothing; added to the six sums above they would pretend to be money that somebody holds. Each is a perfectly good answer to the question its own key asks, and neither is an amount.
The rungs are a different matter and they do add. Each of those two chains has six rungs, the same six as the other five-and-six-rung chains above, with a classification at the third and a check on papers at the fourth. Six and six are twelve, and twelve of the forty-five rungs on this heading belong to rows that contribute nothing to £46.08. That is why the strip at the top carries two totals over two different sets of rows and says which is which on each.
7
Short chains, and no licence at the end of one
Three of these keys state their own terms and five do not, and one thing is true of all eight regardless.
Every counter counted for this heading is trading without a Great Britain licence. The duties one would carry are easiest to price on the shortest chain of the eight. A licensed incentive has to put terms a reader can reach and read fairly in front of them off the rule sheet, claim 57, which is the duty that would have something to say on the five keys where nothing states what the winnings become. Papers are the second: a licensed counter has who somebody is settled before play begins, not when money is asked for off the rule sheet, claim 10, and cannot make a withdrawal request the occasion for paperwork it could have called for earlier off the rule sheet, claim 11. On all eight rows the check sits at the third or fourth rung with every penny of the closing figure waiting on it, which is what those two duties were written to stop. Third is the way out: a licensee cannot offer to reverse a withdrawal after it has gone in off the rule sheet, claim 37, and the last rung on every one of these eight chains has nothing published behind it at all. Three duties, three consequences, and nothing here about getting round any of them.
One figure from the licensed side is worth setting beside the £1.92, because it shows what a short chain would look like with rules on it. A cycle on a licensed reel stops at £2 under the age of twenty-five and £5 at or above it off the rule sheet, claim 124, a cap written about reels alone and touching no other product off the rule sheet, claim 127. The turns counted on these eight chains are worth a few pence each, so the ceiling is nowhere near them, which is exactly the point: the thing that is regulated on a licensed reel is the stake, and the thing that decides whether these eight chains pay anything is a judgement nobody has written a rule about.
So the closing figures, named once more because two of them are of a different kind. Forty-five rungs across eight rows. £46.08 across the six rows that close on a sum, being 33 of those rungs. And two rows apart from that total, one at nine and six tenths of a penny a day and one at the same per turn, contributing the remaining twelve rungs and no money, because a rate is not a sum and this page will not make it one.
Asked at the booth
- Why do two rows count towards the rungs and not the money
- They close on a rate rather than a sum. Six rungs are six rungs anywhere, while pence a day cannot go into a column of pounds and pence.
- What are the two totals on this heading
- Forty-five rungs over all eight rows, and £46.08 over the six that close on a sum, which carry 33 of the forty-five between them.
- What decides whether a chain here is five rungs or six
- Whether the key states what becomes of the winnings. Stated, no rung is needed. Unstated, a rung stands with nothing published behind it.
- Is a five-rung chain a simple one
- No. It still has four gates and two of them are held across a counter, which is the same pair a chain twice as long ends with.
- What is absent on the three shortest chains
- The play-through rung and nothing else. Registering, turning, papers, asking and settlement are all still there, five rungs in all.
- Why is the finding the third rung on every one of the eight
- Coincidence of position rather than of substance. On three it is papers being ruled on and on five it is somebody deciding what the proceeds are.
- How much do the six sum chains lose
- £1.92 out of £48.00, all of it where the turns run. Nothing below that rung takes anything on any of the six.
- Why are the two rate figures the same number
- Because the same turn price and the same assumed return sit behind both. One is per day and one is per turn, so they measure different things.
- Could the two rates be added to each other
- No. Money a day and money a turn have different denominators, and a sum of the two would be an amount per nothing.
- Is a Great Britain licence behind any of these eight counters
- Not one of them. Fair and reachable incentive terms, papers before play and the bar on undoing a withdrawal all follow that licence.