A normalized scenario model for large-scale value
Consider a hypothetical AI provider valued at 100 units. This is not a forecast of any company. The objective is to show how valuation depends on combinations rather than a single TAM headline.
| Scenario | Revenue | post-reinvestment FCF margin | FCF | EV/FCF |
|---|---|---|---|---|
| A | 4 units | 25% | 1 unit | 100× |
| B | 8 units | 30% | 2.4 units | 41.7× |
| C | 12 units | 35% | 4.2 units | 23.8× |
| D | 20 units | 30% | 6 units | 16.7× |
Scenario A requires extraordinary future growth or duration. Scenario D requires an enormous recurring revenue pool but makes the mature multiple easier to defend. The economic debate is therefore about how a provider reaches and protects the revenue.
Now decompose a hypothetical 20-unit revenue target. If average annual provider spend per economically active customer is 2,000 spend units, the provider needs 100 million customer-equivalents. At 200 spend units per year it needs one billion. At 20,000 spend units per year it needs ten million.
Customer-equivalents = Revenue target / annual spend per customer
The exercise becomes more demanding when the customer is itself using AI to reduce spend. If annual spend per task falls 10× while task volume rises 5×, revenue from that task class halves.
Revenue change = volume multiplier × price multiplier
5× volume × 0.1× price = 0.5× revenue
This is why usage growth cannot be interpreted independently of unit economics. A 100× increase in machine activity can coexist with far less than 100× provider revenue.
Finally consider competitive duration. If excess cash flow of 4 cash-flow units lasts ten years and then falls toward commodity returns, the present value is radically different from a model that capitalizes 4 cash-flow units growing perpetually. The disputed variable is not merely the level of AI demand; it is the half-life of extraordinary rent.