IAPB · Methodology
The method every use case shares, how each use-case methodology fills it in, and how to apply it to your own business.
This document sets out the method behind the tool's five use cases: agriculture, forestry, nuclear plants, hydropower stations and data centres. Each use case also has a methodology with the full detail. Nuclear plants, hydropower stations and data centres share one methodology, because all three depend on the site's water supply. So there are three use-case methodologies: agriculture; forestry; and nuclear, hydropower and data centres.
This document uses the same Part and section numbers as the three use-case methodologies. So §5.4 here is the general rule, and §5.4 in each use-case methodology is its version of that rule. The appendices are this document's own.
This document sets out a method for working out the financial return a company can expect when it pays to improve how land is managed in a landscape it depends on. It also tests whether buying nature credits gives a better return than funding the same work directly.
The returns from protecting and restoring nature are documented for whole sectors and countries. There is little public analysis of the return to a single company, and none that measures what nature credits add to it. The method is meant for a company or investor to apply to their own business or client.
The method is worked through for five use cases: a food company buying cocoa, coffee or barley; a sawmill buying logs; and a nuclear plant, a hydropower station or a data centre that depends on water supply from its catchment. This document describes what they share. Each use-case methodology describes how the method applies to its use cases, with every formula and figure needed to rebuild them.
A company depends on nature in one landscape. It may buy a crop or logs from there, or it may depend on water supply from the catchment around its site. How that landscape is managed, and how the climate changes, affects company finances and valuation.
The method answers two questions in turn. First, what financial value does an improvement in nature offer the company and its business model? Second, does buying nature credits give a better return than funding the same work directly?
The answers are given as company value and cash flow, the measures a company uses for capital decisions.
| Agriculture | Forestry | Nuclear, hydropower and data centres | |
|---|---|---|---|
| The company | A chocolate maker, a coffee roaster and a brewer | A sawmill | A nuclear plant, a hydropower station or a data centre, each owning one site |
| What it depends on | Growing conditions for the crop it buys | The growth of the wood it buys | Water from the catchment, for cooling or for generating power |
| Ecosystem service (ENCORE) | Local climate regulation; soil quality regulation | Biomass provisioning | Water supply; water flow regulation |
| The programme | Agroforestry (cocoa, coffee) or no-till (barley) on the farms it buys from | A longer rotation with more thinning, plus habitat practices | Clearing invasive trees on 30% of the catchment |
| How the company gains | Fewer lost sales, and a contract price that limits what it pays for the crop | More and better lumber from each log | A lower power bill for cooling, and fewer lost sales |
| Sites | 9 | 10 | 9 |
The ecosystem services are named as in ENCORE (Exploring Natural Capital Opportunities, Risks and Exposure), a database of how economic activities depend on nature, at encorenature.org.
Each use case runs from 2026 to a set end year, then adds a value for the years after. The end year and the date at which company value is modelled are given in §0.4 of each use-case methodology.
| To | Read |
|---|---|
| Understand what the method does | Part 1 |
| Apply it to your own business | Part 6 |
| Compare the use cases | §0.4 and §6.4 |
| See how reliable the results are | Part 7 |
| Rebuild one of the use cases | Its use-case methodology, Parts 2 to 5 and its appendices |
| See what the programme does for nature | Part 8 |
This document is the reference for the rules every use case shares. Where a use-case methodology repeats one of those rules, it says the same thing.
The model works out two versions of the future for the same landscape. In the first, the company does nothing. We call this future doing nothing. In the second, the company pays for the programme, a change in how land is managed in the landscape it depends on. Examples are planting shade trees among cocoa, growing a forest on a longer rotation, and clearing invasive trees from a catchment. Each future runs through the same chain of steps, from what happens on the ground to what it means for the company's finances. The difference between the two futures is the value of the programme.
Both futures use the same model, with the same data and the same assumptions. The only difference between them is whether the programme happens, so any difference in the results comes from the programme.
Once it has worked out what the programme is worth, the model turns to the second question, which is whether buying credits gives a better return than funding the work yourself. It values the company a third time, as a credit buyer.
Figure 1 — Doing nothing and the programme, in the same model.
The return has a benefit side and a cost side.
The benefit has three parts. The first two are operating benefits. They change what the company earns from its operations. Each use case has its own version of them, because nature affects each company in a different way. The third is the same everywhere.
| Agriculture | Forestry | Nuclear, hydropower and data centres | |
|---|---|---|---|
| Costs avoided | A lower price on the crop this landscape supplies, fixed by the contract when world prices rise | Fixed costs spread over more output. When the mill is at its capacity, a smaller log bill for the same output | Less extra power for cooling (data centres) |
| Sales kept or added | Crop that could not be bought elsewhere, and the goods it would have become | More lumber from each ton of logs and from each shift, sold at a better price for its higher grade | Power that is still generated (nuclear plants, hydropower stations), and computing that is not cut back (data centres) |
| Cheaper borrowing | Yes | Yes | Yes |
The cost has two parts. The first is the programme itself, which is the work, divided among the companies that share it. The second is the costs of running it: MRV and verification, coordination and, where credits are bought, the developer's financing charge (Part 5).
Figure 2 — How the return is made up.
The model reports two returns. Both divide by the same amount, what you commit, which is the company's own programme payments over the horizon, not discounted. They differ in what is divided.
value created = company value with the programme − company value doing nothing
extra cash = Σ free cash flow with the programme − Σ free cash flow doing nothing
(over the horizon, not discounted)
what you commit = Σ the company's own programme payments (over the horizon, not discounted)
times what you put in = value created ÷ what you commit (and extra cash ÷ what you commit)
Value created is company value with the programme, less company value doing nothing, modelled at the same date. Extra cash is free cash flow with the programme, less free cash flow doing nothing, added up over the horizon. Each, divided by what you commit, gives a number of times what you put in.
The two answer different questions.
Extra cash measures the cash the programme produces, after tax and after paying for the programme. It leaves out any change in what the business is worth, so it leaves out cheaper borrowing entirely. It lets you compare a nature programme with any other project that competes for the same budget.
Value created measures what the programme is worth to the company. It includes the operating benefits, the change in working capital and cheaper borrowing. It also includes the value of the years after the horizon, in which the company keeps the benefit.
Either measure can be the larger, and the two can rank the routes differently. Extra cash adds up many years without discounting. Value created discounts, but adds the years after the horizon and the effect on borrowing. In forestry they rank the routes differently at the default settings (§6.4).
Both divide by an amount that is not discounted. A multiple is the value created, or the extra cash, for each USD committed. It is not a yearly rate of return.
Figure 3 — Value created and extra cash.
There are two ways to pay for the programme. To fund it yourself, the company pays for the work as the costs fall due and treats it as an expense. To buy credits, the company buys credits from a developer who does the work, and pays for work that is delivered and verified. It records the purchase as an asset and writes it off over a set number of years.
Both routes pay for the same work and get the same physical benefit. So the benefit is the same on both routes. They differ only in cost, timing and the points below.
| Difference | Favours | How it works |
|---|---|---|
| Credit premiums | Buy credits | A contract that runs for many years, and credits that are independently verified, are assumed to lower the cost of capital a little more (§4.6). Which premiums apply is set in each use case |
| Risk transfer | Buy credits | Credits are paid for only on the share of the work delivered, plus a charge for the risk on the rest (§5.4) |
| Coordination | Buy credits | Funding it yourself has a one-off cost to organise the companies that share the work (§5.5) |
| Tax timing | Fund it yourself | An expense gets its tax relief at once. A credit written off over several years spreads it out (§4.2) |
| Developer's financing charge | Fund it yourself | Where payment waits for delivery, the developer borrows to pay for the work before the buyer pays for it. The cost of that borrowing is included in the credit price (§5.3) |
MRV and verification are not on the list. They are paid on both routes, and any difference in what is paid comes through the payment factor, under risk transfer (§5.5).
The list is tested in every use case. Switching every difference off at once, and setting the developer's rate equal to the company's cost of capital, makes the two routes equal (§7.4). This shows that no difference is missing from the table.
Figure 4 — Buying credits or funding it yourself.
Every later step uses one physical measure of the landscape, with and without the programme.
The method needs, for the landscape and for each year:
The method takes these from a published model or study. It does not work them out itself.
| Agriculture | Forestry | Nuclear, hydropower and data centres | |
|---|---|---|---|
| Source | CropSuite, a published model of how well land and climate suit a crop | A published comparison of two whole management plans for the same stand | A daily water balance of the catchment over 200 simulated weather years, built from river flow, rainfall, water-yield and water-risk data |
| What it gives | How suitable the land is for the crop, with and without the new practice | Mature sawtimber at final harvest under each plan | The share of demand left unmet each day, or how far generation falls below a normal year |
The programme is the change in land management the company pays for. Its physical effect comes from the source in §2.1, or from a literature review where the source does not cover it. Its cost is in Part 5.
| Agriculture | Forestry | Nuclear, hydropower and data centres |
|---|---|---|
| Agroforestry on cocoa and coffee farms; no-till on barley farms | A longer rotation with two thinnings instead of one, plus habitat practices such as prescribed burning | Clearing invasive trees, which adds river flow |
Where the physical source runs under climate scenarios, the tool offers them as a setting. The scenarios are not ranked, because a scenario that is worse at one site can be better at another. Where the source compares management under observed conditions, the use case makes no claim about climate.
| Agriculture | Forestry | Nuclear, hydropower and data centres |
|---|---|---|
| Two emissions scenarios from the crop model | No climate setting | Three scenarios from the water-risk projections |
A site is a real place where the company depends on nature and the programme could change the physical measure. Each use case sets out how the sites were chosen, and applies that rule to every place it modelled. A use case should report every site its rule selects, including those where the result is poor.
Each use case turns its physical measure into one number a year, which drives every later step.
| Agriculture | Forestry | Nuclear, hydropower and data centres |
|---|---|---|
| The yield shortfall: how much less the land grows than in 2020 | Coverage: the share of the mill's yearly log intake that has been upgraded | The share of the site's water need that the catchment cannot meet, or how far generation falls below a normal year |
A loss curve turns the physical measure into financial value. It says which line of the company's accounts the measure changes, and by how much. The curve is the most important part of each use case, and each use-case methodology sets it out in full.
| Agriculture | Forestry | Nuclear, hydropower and data centres |
|---|---|---|
| Part of a yield shortfall cannot be bought elsewhere, so those sales are lost. A shortfall also raises the world price of the crop on everything the buyer buys, and the programme does not change that. A price contract on this landscape's crop limits what the buyer pays for it | Better logs give more lumber per ton, more tons per shift and a better grade, so revenue rises and costs per unit fall | A data centre first pays for more cooling power, then cuts back. A nuclear plant runs below full power, then shuts down. A hydropower station makes less power |
The company does not get all of the physical effect. Protection is the share that it gets, in a given year:
protection(y) = ramp(y) × effectiveness
loss with the programme(y) = loss doing nothing(y)
− protection(y) × ( loss doing nothing(y) − loss with the work fully delivered(y) )
The ramp is how far the work's effect has built up by year y, from 0 to 1. Work that acts at once has a ramp of 1 from the first year. Work that takes years to establish builds up over that time.
Effectiveness is the share of the planned work that succeeds. It applies to both routes. It scales the physical benefit for everyone, and it also scales what a credit buyer pays (§5.4). A less effective programme lowers the benefit on both routes. It also lowers what a credit buyer pays, so buying credits gains ground as effectiveness falls (§5.4). Effectiveness is a judgement in every use case.
The buyer pays for a change in a landscape it depends on, which shows up in its own accounts as lower costs, more sales or a better product. A credit pays for that change once it is delivered and verified, not for a quantity of crop, logs or water.
The benefit is not shared. Each company that co-funds the work keeps its own benefit. Only the cost is shared (§5.2).
The model gives the company a full income statement, balance sheet and cash flow statement. It values the company three times: doing nothing, funding it yourself and buying credits.
The reason is that a nature programme affects a company in separate ways that show up in different parts of the accounts. It changes operating profit. It can change the working capital needed to hold stock. It can change the rate at which the company's future cash is discounted. Whether a payment is an expense or an asset changes when the tax relief arrives. Linked statements record each effect once, in one place. Because the balance sheet must balance, it checks that no effect has been counted twice or left out.
| Supply | How the programme is accounted for | |
|---|---|---|
| Doing nothing | As the landscape is managed today | None |
| Fund it yourself | With the programme | An expense, when it is paid |
| Buy credits | With the programme, the same physical benefit | An asset, written off over a set number of years |
How the programme is accounted for is fixed. The user cannot choose it. A valuation built on cash does not depend on how the cash is accounted for, except through tax. So any difference between the two routes comes from the size of the costs, the timing of tax, or one of the differences in §1.4.
| Effect | Where it appears |
|---|---|
| Operating benefits | Revenue and costs in the income statement |
| Working capital | The value of stock on the balance sheet. When stock costs more to hold, the company borrows more to pay for it, and free cash flow falls in the year the stock rises |
| Programme spending, funding it yourself | An expense in the income statement |
| Credit purchases | An asset on the balance sheet, written off through the income statement |
| Cheaper borrowing | The discount rate used to value the company, and in some cases the interest on debt |
Working capital drives debt, debt drives interest, interest drives cash, and cash drives debt. The model breaks the loop with a one-year lag:
interest(y) = cost of debt × net debt(y − 1)
So this year's interest is charged on last year's debt. The model has no circular references.
Each use case values a model company: a stylised company set to match real comparable companies on size, margins, working capital, debt, cost of debt and tax. It is built from published figures, not from any one company's accounts. Its full parameters are in each use-case methodology's Appendix B.
| Agriculture | Forestry | Nuclear, hydropower and data centres |
|---|---|---|
| One for each crop, matched to a listed chocolate maker, a listed coffee roaster and a private brewer | A sawmill of 200,000 thousand board feet a year, which can be sized to the site | One for each type of site, owning that one site and nothing else |
Company value is what the company is worth to lenders and shareholders: its future cash in today's money. In a given year, it is the value of free cash flow from that year on, including that year's own flow. A single figure, the terminal value, covers all the years after the horizon. In the formulas, FCF is free cash flow, w is the cost of capital and g is the growth rate after the horizon:
value(end year) = ( FCF + FCF × (1 + g) ÷ (w − g) ) ÷ (1 + w) value(year) = ( FCF(year) + value(year + 1) ) ÷ (1 + w)
Company value is modelled at the start of a year, so the first year's cash flow counts in it.
The cost of capital differs between the three futures:
doing nothing: w = base rate fund it yourself: w = base rate − cut × protection share buy credits: w = base rate − ( cut + credit premiums ) × protection share
The cut is the reduction in the cost of capital for a steadier supply: 0.25 percentage points when the reward from banks and investors setting is at its highest, in every use case. The protection share scales it by how much of the physical effect the programme delivers, so a programme that delivers nothing gets no cut. The credit premiums are small further reductions for buying credits, for a contract that runs for many years and for credits that are independently verified. Which premiums apply, and their size, are set in each use-case methodology.
Where a use case has a reward from banks and investors setting, it scales the cut and the credit premiums together, down to zero. None of these values has a published source (§7.2).
The rules in this Part are the same in every use case. The rates differ, and each use-case methodology gives them.
The programme's cost depends on the area treated:
programme spending(y) = hectares treated × the rate for each kind of spending in year y
Each use case costs its work from published programmes or a literature review, and states the evidence for each rate in its Appendix D. Where the evidence is weak, the rate is labelled a judgement.
Co-funders are other parties that share the cost of the programme. Each company pays its share of the cost. The physical benefit is not divided. Each keeps its own (§3.4). How many co-funders a use case assumes, and how they are counted, is set in each use-case methodology.
The routes differ in when the company pays:
When the company buys credits, the developer pays for the work and is paid back as it delivers. Where payment waits for delivery, the developer borrows to pay for the work before the buyer pays for it, and has to repay that borrowing. The cost of that borrowing is the developer's financing charge, and it is included in the credit price. Without it, buying credits would come with an interest-free loan.
credit purchase(y) = the company's share of (programme spending + MRV), carried from the year
it is spent to the year it is paid at the developer's rate
× payment factor (§5.4)
In words, each payment is the company's share of the spending and MRV, with interest at the developer's rate to the year it is paid, times the payment factor. Where the work acts at once, the developer does not need to borrow and there is no financing charge. The developer's rate is a judgement in every use case.
Credit payments follow what is delivered. Funding it yourself commits the spending whatever is delivered. A credit buyer does not pay for credits that never arrive.
payment factor = effectiveness × ( 1 + (1 − effectiveness) × share of risk repriced )
The payment factor is the share of the work a credit buyer pays for. It is the share delivered, raised by a charge for the risk on the rest. The share of risk repriced is 50% in every use case. At an effectiveness of 60%, the factor is 60% × (1 + 40% × 50%) = 72%.
The model understates the value of passing risk to the developer. A model that produces one central set of results counts only the payment avoided on average. Passing on the risk also protects the buyer from results that are worse than average, which a single forecast cannot show. So the figure is a floor.
MRV and verification is monitoring, reporting and verifying the work. It is paid on both routes. If the company funds the work itself, it pays its share of MRV and verification as it is spent. If it buys credits, the developer pays for MRV and verification and recovers the cost in the credit price (§5.3). That part of the price is treated like the rest, so it is scaled by the payment factor: at an effectiveness of 60%, a credit buyer pays 72% of the cost. That difference is part of risk transfer (§5.4), so MRV and verification are not a separate advantage of either route.
Coordination is the one-off cost of organising the companies that share the work: USD 0.4m in the first year, in every use case. Only the fund-it-yourself route pays it, and it is not shared. USD 0.4m is a low estimate. Organising several companies to fund one programme needs contracts, governance and reporting, so the real cost is likely to be much higher, and part of it recurs each year. A higher cost would favour buying credits, because only the fund-it-yourself route pays it.
This Part is for a company that wants to apply the method to its own business. It sets out the steps, what each needs, and the sources the use cases relied on.
Step 1. Choose the location. Choose one landscape and the one thing your business depends on there, such as a crop from a region, logs from a forest or water from a catchment. The company must buy from, or draw on, that landscape. A programme in a landscape you do not depend on brings no return to your company.
Step 2. Find a physical model that gives a yearly measure. You need the physical state each year doing nothing, and with the programme fully delivered (§2.1). Use a published model or study. Only build your own if none exists. The results depend on the quality of this measure.
Step 3. Work out what the physical change does to your accounts. First, reduce the physical model's results to one number for each year. Examples are the shortfall in crop yield, or the share of the water your site needs that the catchment cannot supply (§3.1). Next, work out what happens to your business when that number gets worse. The price of what you buy may rise, you may lose sales because you cannot get enough, or a running cost may go up. For each of these, write down which line of your accounts changes, and by how much for each step in the yearly number. Together, these rules are the loss curve (§3.2). With the programme the yearly number is better, so the loss is smaller. The difference is the operating benefit.
Step 4. Build the model company from your own accounts. Use a full income statement, balance sheet and cash flow statement (Part 4). Take margins, working capital, debt, cost of debt, tax and the base cost of capital from your own figures. The use cases relied on published figures for comparable companies because no real company's accounts were available.
Step 5. Cost the programme. Work out the hectares and the rate for each kind of spending (§5.1). Add MRV, verification and coordination (§5.5). Decide how many co-funders will share the cost (§5.2). Set effectiveness, which is the share of the work you expect to succeed (§3.3).
Step 6. Value both routes. Run the three futures: doing nothing, funding it yourself and buying credits. Price the credits from the developer's side. Take what the work costs, add interest at the developer's rate to the year it is paid, and multiply by the payment factor (§5.3, §5.4). Report value created, extra cash and what you commit on both routes (§1.3).
Step 7. Run the checks. At least these three (§7.4):
Step 8. Show which inputs the results depend on. Label every input Sourced, Derived, Judgement or Structural (§7.1). Show the result with cheaper borrowing switched off as well as on, because it is based on judgement. If the programme only pays off with it on, say so.
| Step | You need | Agriculture | Forestry | Nuclear, hydropower and data centres |
|---|---|---|---|---|
| 2 | A physical model | CropSuite crop suitability; regional yields from SPAM 2020 | A published comparison of two management plans | GloFAS river flow, CHIRPS rainfall, InVEST water yield, Aqueduct 4.0 projections |
| 3 | How the physical measure turns into financial value | How much the crop price rises when supply falls (price elasticity); the share of a shortfall that cannot be replaced | Recovery, stem-size and grade gains; the mill's fixed costs | Loss curves for each type of site; the nuclear curve's shape confirmed by an operator |
| 4 | Company figures | Published accounts of comparable companies | Published industry figures for sawmills | Published sector figures; published output and prices for hydropower |
| 5 | Programme costs | Published programmes and studies, at three cost levels | Land-value comparison, survey costs of practices | A literature review of catchment work |
| 6 | Credit terms | Developer's rate and share of risk repriced: judgements | The same | The same |
The tool shows each use case the same way. It reads left to right in four lanes: the landscape and the programme; what happens to the physical supply; what it does to the company; what the company is worth. Each use case has ten steps, and each step shows the figure doing nothing and with the programme. Step 10 compares buying credits with funding it yourself.
Choices are decisions the buyer makes, such as the site and the number of co-funders. Whether to buy credits or fund it yourself is not a choice. The tool always calculates both.
Scenario settings are conditions the buyer does not control. Each use case has five or six, in two groups: the world or market, and how the programme performs. Each is set to one of three levels. Favourable is good for the company, Adverse is bad, and Reference is the central level that the others are compared with. The tool opens with every setting at Reference. Climate scenarios are not ranked (§2.3).
The tool's summary shows both routes side by side: what you commit, what the company is worth doing nothing, value created, extra cash, and times what you put in. Appendix C gives the display rules.
The table shows each use case at its reference site, with every setting at Reference. Value created is modelled at the start of 2026, and at the start of 2027 for agriculture (agriculture §0.4).
| Agriculture: cocoa, Nawa | Forestry: loblolly pine, Neches River | Data centre, Santiago | |
|---|---|---|---|
| Value created, times what you put in | 4.8 times (fund it yourself); 5.8 times (buy credits) | USD 0.9m created for USD 45m committed; USD 1.2m created for USD 46m committed | 3.3 times; 6.3 times |
| Extra cash, times what you put in | 4.4 times; 5.2 times | 0.3 times; 0.3 times | 3.3 times; 5.6 times |
| Buying credits adds | USD 338m, with 14% less cash | USD 0.3m, with 2% more cash | USD 2.5m, with 36% less cash |
| You commit | USD 1.7bn; USD 1.4bn | USD 45m; USD 46m | USD 3.4m; USD 2.2m |
| You create | +USD 8.0bn; +USD 8.4bn | +USD 0.9m; +USD 1.2m | +USD 11m; +USD 14m |
| Company value, doing nothing | USD 13bn | USD 45m | USD 2.2bn |
What drives each result:
In all three, buying credits creates more value than funding it yourself. That advantage depends on judgements: the credit premiums, the developer's rate and the share of risk repriced (§7.2). So the method shows which route is likely to be better, but not by how much.
Every input in every use case has one of four labels.
| Label | Meaning |
|---|---|
| Sourced | A real external figure, dataset or published study, cited in the use-case methodology |
| Derived | Worked out from other inputs by a stated formula |
| Judgement | A stated choice with no external source |
| Structural | A modelling choice, such as the tax rate, that has no single correct value |
Part 8 uses a fifth, weaker label, Indicative, for figures that are estimated by reasoning, not calculated.
The operating benefits are based mostly on evidence, which differs by use case. Several inputs are judgements in every use case. They decide most of the difference between the two routes.
| Input | Label | What it does |
|---|---|---|
| The cut in the cost of capital | Judgement | Drives cheaper borrowing (§4.6). No published figure measures it |
| The credit premiums | Judgement | Most of the advantage of buying credits (§4.6). The available studies would support figures close to zero |
| Effectiveness | Judgement | Scales the benefit on both routes and the credit price (§3.3) |
| The developer's rate | Judgement | Sets the financing charge where payment waits for delivery (§5.3) |
| Share of risk repriced | Judgement | Sets the payment factor (§5.4) |
| Coordination | Judgement | A one-off cost for funding it yourself (§5.5) |
| MRV and verification rate | Judgement | No use case has a published source for it (§5.5) |
| Tax rate, growth after the horizon, write-off period | Structural |
This is why the method reports both measures. Extra cash leaves cheaper borrowing out entirely.
Each use-case methodology lists its own sources in its §7.3. The sources for Part 8 are listed at the end of Part 8.
Each use case is checked on each rebuild. The tests that matter most for the method are the same in all three methodologies.
| Test | What it requires | Agriculture | Forestry | Nuclear, hydropower and data centres |
|---|---|---|---|---|
| Balance check | Assets minus liabilities and equity equal zero in every year, every future and every site | Worst error 1.2 × 10⁻¹¹ | Worst error 1.3 × 10⁻¹² | Worst error 2.0 × 10⁻¹¹ |
| Decomposition test | Switching off every difference between the routes (§1.4) makes the routes equal | Exact | Exact | Exact |
| Zero-effect test | A programme that changes nothing creates no benefit, so value created is negative | Passes* | Passes | Passes |
| Fixed test configurations | A rebuild reproduces recorded results | 45 configurations | 21 configurations | 132 configurations |
* Agriculture passes with the price contract switched off. With the contract on, a programme that changes nothing still creates value for cocoa and barley, because the contract improves the price the buyer pays whether or not the programme works (agriculture §3.4 and §7.4).
Each use-case methodology describes its other tests in its §7.4.
Ranked by how much each could change the results.
Each use-case methodology ranks its own limits in its §7.5.
| Left out | Why | Effect on the result |
|---|---|---|
| The value of not bearing risk when buying credits | A single central set of results cannot show it (§5.4) | Credits look worse than they are |
| Sudden events: storms, floods, pests, fire, disease | The physical sources model gradual change, not sudden events | Losses doing nothing can be higher |
| The company's own effect on prices | Each company is a small part of its market | Small, either way |
| Separate nature outcomes, such as tonnes of carbon or numbers of species | There is no consistent way to measure them across the use cases, and a crediting methodology sets them for each project (§0.3). To show how nature changes in every use case, Part 8 uses one indicator, the Ecosystem Integrity Index. It describes the state of nature across the landscape before the programme and the likely improvement after it | Not part of the return |
Each use-case methodology lists what else it leaves out in its §7.6.
Parts 1 to 7 describe a financial method. Nothing in them depends on nature being measured. The financial results come from the physical measure in Part 2.
This part covers the separate question of what the programme does to the landscape itself. It is descriptive. No figure in it is used in the valuation, so changing it does not change any result.
The two are kept separate because a method that priced biodiversity into company value would be claiming a link that does not exist in any of the use cases here. The company's return comes only through its own accounts.
The tool reports ecosystem integrity, from the Ecosystem Integrity Index. The index scores a landscape by how close it is to its natural condition, using three measures, called pillars.
| Pillar | What it measures | Data |
|---|---|---|
| Functional | How much the land grows, compared with what this climate and soil could support | Copernicus Sentinel-3 productivity against a modelled natural potential, 300 m |
| Structural | How intact and connected the habitat is across the surrounding landscape | Global Human Modification v3, Theobald et al. 2025, over a 10 km neighbourhood, 100 m |
| Compositional | How many of the native plants and animals originally there remain | Biodiversity Intactness Index, Impact Observatory, on the PREDICTS database, 100 m |
The compositional pillar compares what lives there with the native community that was originally present. It does not simply count what is there now. A species arriving because the land has been disturbed does not raise it, and a native species lost does lower it.
The index takes the weakest of the three pillars rather than their average. It then lowers the result further where the other two are also poor. A landscape that is productive and well connected but has lost its native community is not a healthy one, and an average would hide that.
index = weakest pillar × ( a + b − a × b ) a, b = the other two pillars, each from 0 to 1
The bracket is close to 1 when either of the other two pillars is close to intact, and it falls as both fall. Condition and change are worked out from this index (§8.4).
So a programme that lifts a pillar which is not the weakest raises the index score less than it improves the land, because the score follows the weakest pillar. The real improvement may be larger than the score shows. Each use-case methodology says which pillar is weakest at its sites.
The tool reports condition and change in words rather than numbers, because the underlying values are estimated by reasoning, not calculated (§8.5).
Condition, on the index value: Heavily modified (below 0.20) · Substantially modified (0.20–0.40) · Partly intact (0.40–0.60) · Largely intact (above 0.60).
Change, on the share of the gap to natural potential that the programme closes: Slight (under 3%) · Modest (3–7%) · Moderate (7–15%) · Marked (15–30%) · Major (above 30%).
Change is a share of the remaining gap, not a percentage of the index value. A percentage of the value would reward degradation, because the same action would score several times higher on a degraded landscape than on an intact one.
The steps every use case runs, in order. Steps 1 and 3 are particular to each use case and are set out in full in that use-case methodology's Appendix A.
0. settings each scenario setting at Favourable, Reference or Adverse; the buyer's choices
1. physical state for each year: doing nothing, and with the work fully delivered [case]
2. protection(y) ramp(y) × effectiveness (§3.3)
3. loss(y) the loss curve turns the physical state into lost sales, higher
costs or both, doing nothing and with the programme [case]
4. your share 1 ÷ the number of companies sharing the cost (§5.2)
5. spending(y) your share × hectares × the rate for each kind of spending (§5.1)
6. MRV(y) your share × the MRV cost (§5.5)
7. fund it yourself payment(y) = spending(y) + MRV(y) + coordination (first year)
8. buy credits credit purchase(y) = (spending + MRV), carried to delivery at the
developer's rate, × payment factor (§5.3, §5.4)
payment factor = effectiveness × (1 + (1 − effectiveness) × 50%)
9. statements for each of the three futures, each year:
income statement → interest (one-year lag) → tax → net income
funding it yourself: payments are an expense
buying credits: purchases are an asset, written off over a set period
balance check = 0
10. free cash flow operating profit × (1 − tax) + write-off − change in working capital
− credit purchases
11. cost of capital doing nothing: base rate
fund it yourself: base rate − cut × protection share
buy credits: base rate − (cut + credit premiums) × protection share (§4.6)
12. company value value at the start of each year, with a terminal value after the horizon
13. value created company value with the programme − company value doing nothing, each route
14. what you commit Σ payments (step 7) or Σ credit purchases (step 8), not discounted
15. extra cash Σ free cash flow with the programme − Σ free cash flow doing nothing
16. returns value created ÷ what you commit; extra cash ÷ what you commit
In step 8, "carried to delivery at the developer's rate" means with interest at the developer's rate to the year it is paid.
| Term | Meaning | § |
|---|---|---|
| The programme | The change in land management the company pays for | 1.1 |
| Doing nothing | The future without the programme | 1.1 |
| Fund it yourself | The company pays for the work directly and treats it as an expense | 1.4 |
| Buy credits | The company buys credits from a developer who does the work | 1.4 |
| Company value | What the company is worth to lenders and shareholders: its future cash in today's money | 4.6 |
| The model company | The stylised company the method values | 4.5 |
| What you commit | The company's own programme payments over the horizon, not discounted | 1.3 |
| Value created | Company value with the programme, less company value doing nothing | 1.3 |
| Extra cash | Free cash flow with the programme, less free cash flow doing nothing, summed over the horizon, not discounted | 1.3 |
| Times what you put in | Value created, or extra cash, divided by what you commit | 1.3 |
| Cheaper borrowing | The part of the benefit where a steadier supply lowers the cost of capital | 1.2 |
| Reward from banks and investors | The setting that scales the cut in the cost of capital and the credit premiums | 4.6 |
| Credit premiums | Further small cuts in the cost of capital for buying credits | 4.6 |
| Effectiveness | The share of the planned work that succeeds | 3.3 |
| Protection | The share of the physical effect that the company gets in a year | 3.3 |
| Co-funders | Other parties that share the cost of the programme | 5.2 |
| MRV and verification | Monitoring, reporting and verifying the work. It is paid on both routes | 5.5 |
| Coordination | The one-off cost of organising the companies that share the work | 5.5 |
| Developer's financing charge | The cost of the money the developer borrows to pay for the work before the buyer pays for it, which the developer must repay | 5.3 |
| Payment factor | The share of the work a credit buyer pays for | 5.4 |
| Scenario setting | A condition the buyer does not control, set at one of three levels | 6.3 |
| Favourable / Reference / Adverse | The three levels of every scenario setting | 6.3 |
| Horizon | The years the model calculates one by one. A single value covers the years after | 0.4 |
How the tool presents results. None of it changes a figure.