Haute Lumière
Commerce · VII.11 · MMXXVI · daylight
For the person working inside a gainshare arrangement — where a defined share of verified improvement returns to the people who created it. This chapter is the last in the edition and it hands you the one thing a gainshare has always been missing: a way to claim the part of the improvement that does not show up inside the accounting period.
A gainshare has four parts, and you know them: a baseline, a measure, a share, and a period with a verifier. Take any one away and it is a discretionary bonus wearing the word.
The part that has always leaked is the period. A gainshare measures improvement inside a window — a quarter, a year — and the most valuable work people do is very often the work whose return lands outside it. You rebuild rather than replace. You fix the root cause instead of the symptom. You train the person who will still be here in five years. You leave the soil, the machine, the customer relationship or the codebase in a better state than you found it.
Every one of those is an intergenerational transfer inside a firm, and under a period-bounded measure it reads as zero — or worse, as cost. The person who replaces the press hits the quarter. The person who rebuilds it hands the gain to whoever holds the seat in four years.
This chapter's instrument is exactly the fix. The intergenerational balance sheet measures stocks handed forward, not flows inside a window. Bring it into a gainshare and the work that was invisible becomes claimable.
Exercise 1.1 — The five categories, at the scale of your unit (2 hours)
The chapter's five categories translate directly. Write your unit's version.
| In a country | In your unit |
|---|---|
| Public debt | Deferred maintenance, technical debt, unclosed corrective actions |
| Pension promises | Commitments made to customers, suppliers and colleagues that land later |
| Infrastructure stocks | Tooling, jigs, fixtures, documentation, test rigs, trained people |
| Sovereign funds | Any reserve, float, spares stock or slack the unit has built and holds |
| The natural capital position | Soil, water, equipment condition, site, and the state of the team |
For each line write the direction of travel: rising, flat or falling, over the last three years. You are not costing anything yet. You are finding out which stocks your unit is building and which it is drawing down.
Exercise 1.2 — The stock you are personally building (60 minutes)
Name one. Something that will be worth more to this unit in five years because of what you have done, and that appears nowhere in the current measure. A rebuilt machine. A documented procedure. A supplier relationship. A person you trained.
Write three lines on it:
Those three lines are a baseline, a measure and a result. You have just written the first draft of a gainshare claim for work that is currently unpaid.
Exercise 1.3 — The consolidation, inside the firm (45 minutes)
Here is the chapter's sharpest technical move, translated for you, and it is worth having at the tip of your tongue in any negotiation.
A gilt is a liability of the state and an asset of whoever holds it. Of £39,941 per head of UK public debt, £11,183 is a genuine external claim and £28,757 is one Briton's claim on another. The internal part is not a transfer out; it is a question about who holds what.
Now find the same thing in your unit. Which of the costs charged against your gainshare are genuinely external — money that leaves the firm — and which are internal transfers, charged to you and credited to somebody else inside the same boundary? Recharges, allocations, internal service fees, notional rents.
This single distinction is the most common source of a gainshare paying less than the arithmetic says it should, and it is almost never deliberate. Nobody built the scheme intending to charge you for the firm paying itself.
Exercise 2.1 — ΔM for your unit (one day)
Take the productive stock of your unit — tooling, condition, documentation, trained headcount — at two points several years apart. Put it in a common unit. Deflate if it is in money.
Run the chapter's national version first so you can check your method: net worth per head of £174,556 now against £90,276 then in constant prices, a transfer of £84,280 per head and a compound real rate of 2.47 percent a year.
Then do the discipline: move your earlier figure by ±20 percent. The UK's result survives — ΔM runs from £66,225 to £102,336 without changing sign. If yours does not survive, you have found out something worth more than the number, and you should say so before anyone else does.
Exercise 2.2 — The revaluation trap, applied to you (45 minutes)
78.2 percent of the UK's headline intergenerational transfer is land — a price change on things that already existed, not new capacity built.
The gainshare equivalent is a scheme that pays out on a favourable input price, a one-off volume swing, a currency movement or a change in allocation basis. That is not improvement, and claiming it is the fastest way to have a scheme tightened against you at the next review.
Go through your last four gainshare statements and split every gain into capacity built and price or allocation movement. Do it before anybody asks. A person who arrives at a review having already separated the two is believed about everything else in the conversation.
Exercise 2.3 — What you cannot measure, named honestly (45 minutes)
The chapter records the change in Britain's non-atmospheric natural capital as UNMEASURED, not zero, because a zero is a claim and a blank is a statement about evidence — and because the zero would have flattered the chapter's own conclusion.
Make your own register. Every improvement you have made that you genuinely cannot put a number on: name it, name the unit it would be measured in, and write UNMEASURED beside it.
Then bring the register to the review and do not claim against it. Two things happen. You become the person in the room whose numbers can be trusted, because you have just declined to inflate one in your own favour in public. And the register becomes the agenda for next year's measure, which is how a scheme's coverage widens — never by argument, always by somebody having kept a list.
Exercise 2.4 — Your θ, and theirs (60 minutes)
IGBS(θ) = ΔN + θ · ΔM θ* = −ΔN / ΔM
θ is how far one kind of good substitutes for another. In the chapter it is manufactured capital against natural capital; for the UK, θ* is 0.74 with land and 3.39 without, and the four cells run +£22,052, −£62,228, −£43,863 and −£62,228 — the same country, the same year, opposite signs.
Inside a gainshare, θ is how far cash paid now substitutes for stock handed forward. Every scheme has an implied θ and no scheme states it. A scheme that pays only on period outputs is running θ = 1 on cash and θ = 0 on stock: it believes money now fully replaces capacity later.
Write down the θ your scheme implies. Then write the θ you would defend. The gap between them is the exact size of your case, and it is now a number rather than a feeling — which is the difference between a grievance and a proposal.
Exercise 2.5 — The delivery date, on your own pay (45 minutes)
At the Green Book's 3.5 percent, twenty-one years of waiting is a factor of 0.4856: £84,280 becomes £40,924, and 51.4 percent of the value is destroyed by timing alone, with nothing lost in aggregate.
Your gainshare has a delivery date too. Compute the present value of a payment deferred by your scheme's actual lag — accrual to statement to payment. Then ask the question the chapter asks of a country: moving a receipt forward costs the payer nothing in aggregate and changes what the recipient can attempt. That is the cheapest ask in this entire workbook and the easiest one to grant.
Four asks, in ascending order of difficulty. Take them in order; each makes the next one easier to grant.
Ask one: the consolidation. That internal transfers be identified and excluded from the cost side of the measure. This is a correction, not a concession, and it is usually granted in the room because nobody intended the alternative.
Ask two: the timing. That the lag between accrual and payment be shortened, or that the payment be indexed for the lag. Costs the firm almost nothing in aggregate; worth a measurable amount to every participant.
Ask three: a stock line in the measure. That the scheme add one line for verified stock handed forward — equipment condition, documentation coverage, trained-headcount depth, site condition — measured in physical units, not money, with a named verifier. Propose one line and propose the unit yourself. A scheme will accept one new measure it can check far more readily than a principle it cannot.
Ask four: the physical trigger. This is the chapter's covenant bond brought inside the firm. The bond carries two triggers of different kinds: a money trigger, and a physical trigger on a named critical stock that must be non-declining in physical units, not in value. Ask for the same shape: that no gainshare pays out in a period in which the named physical stock declined.
That is an ask against your own short-run interest, and that is exactly why it works. It is the one proposal that cannot be read as self-interested, and it is the one that makes the scheme durable, because a gainshare that can be won by drawing down a stock will eventually be won that way and then abolished.
Six checks, annually, in this order.
If check six has never happened, ask for it and volunteer to be the reader for somebody else's line. That trade is almost always accepted, it costs an afternoon, and it is the single practice most likely to find real money.
| Week | The work | What exists at the end of it |
|---|---|---|
| 1 | Exercise 1.1 — the five categories at unit scale | Five lines with a direction of travel |
| 2 | Exercise 1.2 — the stock you are personally building | A baseline, a measure and a result, in three lines |
| 3 | Exercise 1.3 — the consolidation | A list of internal charges in your cost side |
| 4 | Take that list to your scheme owner, informally | A reaction, and usually a correction |
| 5 | Exercise 2.1 — ΔM for the unit | A stock delta, with the ±20% sweep |
| 6 | Exercise 2.2 — revaluation split, four statements back | Two columns where there was one |
| 7 | Exercise 2.3 — the UNMEASURED register | A dated list you will not claim against |
| 8 | Exercise 2.4 — your θ and the scheme's | The size of your case, as a number |
| 9 | Exercise 2.5 — the present value of the payment lag | One figure, per participant |
| 10 | Draft the four asks, in order, one page | The one page |
| 11 | Hand it to a colleague who will look for the weak line | A corrected page |
| 12 | Put asks one and two at the review; table three and four | A minuted proposal |
Table asks three and four rather than pressing them. A stock line and a physical trigger change the shape of a scheme, and a scheme owner who is given a quarter to think about a shape change usually returns having improved it. A scheme owner who is asked to decide in the room usually returns having declined.
And take week 11 seriously. You are proposing a change to how you are paid, which is exactly the circumstance in which a person cannot see their own quiet assumptions. A colleague reading for the weak line costs an afternoon and is the difference between a proposal that is adopted and one that is answered.
Not a script. Five things that are true, short enough to say without notes, each of which moves a conversation that has stalled.
| Now | In two periods | |
|---|---|---|
| I can state my scheme's baseline, measure, share, period and verifier | ||
| I can separate internal transfers from external costs in my measure | ||
| I split my gains into capacity built and price movement, unprompted | ||
| I keep an UNMEASURED register and do not claim against it | ||
| I can state the θ my scheme implies and the θ I would defend | ||
| I know the present-value cost of my scheme's payment lag | ||
| I have proposed one stock line, in physical units, with a verifier | ||
| I have asked for a physical non-declining trigger | ||
| Somebody who did not compute my result has read it | ||
| I have read somebody else's |
A gainshare is the smallest working model of everything this edition has described. It has a baseline, a measure, a share, a verifier and a period — and the whole of the intergenerational problem is that the period is shorter than the life of the stock.
You are the person best placed to see that, because you are the person who rebuilds the machine and watches the measure record a zero. That is not a grievance. It is a measurement gap with a known fix, and you now hold the fix: consolidate the internal claims, split revaluation from capacity, price what can be priced, write UNMEASURED where nothing can, state θ, and put one physical stock under a trigger nobody can pay their way past.
What you are owed is not sentiment and it is not goodwill. It is a line in a measure, computed the same way twice, checked by somebody who did not compute it. Ask for the line. You already have the arithmetic, and the arithmetic is the part that used to be missing.