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What exit value does a startup need to return the fund?

The stake on the term sheet is not the stake on the exit waterfall. Project the dilution first, then ask whether the company can return the fund.

The exit value that returns a venture fund is the fund size divided by the stake you will still own at exit, not the stake you buy. A 100 million fund taking 10 per cent at seed, diluted by four later rounds to 4.78 per cent, needs a single exit of 2.09 billion to return the fund, more than twice the 1.0 billion the entry stake suggests.

Worked in full in The Venture Capital Associate by Julian R. Sterling, with every figure reproduced in a free workbook.See the book on Amazon →

"Could this company return the fund?" is the first question a venture partner asks of any seed or Series A deal, and associates are expected to answer it with a number. The number is simple to compute and routinely understated, because the stake on the term sheet is not the stake on the exit waterfall.

The assumptions

InputValue
Fund size, committed100
Ownership bought at seed10%
Series A: share of company issued, pool top-up included22%
Series B18%
Series C15%
Series D12%
Follow-on investment by the fundnone
Illustrative, in millions. Dilution figures are assumptions for the example, not market statistics. At an exit this large every preferred share converts, so proceeds follow ownership.

The calculation, step by step

Each round issues new shares worth a slice of the post-money company, and every existing holder keeps one minus that slice. Ownership at exit is the entry stake times the product of the retentions:

Exit stake = entry stake × Π (1 − dilutionround)

Exit value to return the fund = fund size / exit stake

In Excel, with the dilutions in B2:B5: =0.10*PRODUCT(1-B2:B5) (entered as an array formula in older versions), then =100/C1.

AfterHolder retainsFund's stakeExit needed to return 100
Seed10.00%1,000
Series A78%7.80%1,282
Series B82%6.40%1,563
Series C85%5.44%1,839
Series D88%4.78%2,090

The four rounds together leave the fund with 47.8 per cent of what it bought. The check is immediate: 2,090 × 4.78 per cent = 100.0. Returning the fund three times from the same company needs 6.27 billion.

What the follow-on buys

The fund can defend its stake by investing its pro rata in later rounds. Taking full pro rata through the Series A and B keeps 10 per cent until the Series C, and the stake at exit becomes 7.48 per cent: the fund-returning exit falls to 1.34 billion. Defending all the way to exit keeps 10 per cent and brings it back to 1.0 billion, but at a cost in reserves that a fund of this size can afford for very few companies.

PolicyExit stakeExit to return the fundProceeds from a 2,000 exitMultiple of the fund
No follow-on4.78%2,090960.96×
Pro rata through Series B7.48%1,3371501.50×
Pro rata to exit10.00%1,0002002.00×
Proceeds exclude the cost of the follow-on cheques, which come out of reserves.

A 2.0 billion exit, a landmark outcome for any company, fails to return this fund on its own if the fund never followed on. A 1.0 billion exit returns 47.8, or 0.48× the fund. That is the arithmetic behind the power law: a fund needs a small number of very large exits, and needs to own enough of them when they happen.

What if: entry stake, fund size and dilution

Entry stakeExit stakeFund of 50Fund of 100Fund of 250
5%2.39%2,0904,18010,451
10%4.78%1,0452,0905,226
15%7.18%6971,3933,484
Exit value needed to return the fund, in millions, same four rounds, no follow-on.

The required exit scales with the fund and inversely with ownership, so the two move together: a fund two and a half times larger needs two and a half times the ownership to keep the same bar. A 250 million fund buying 5 per cent stakes needs a 10.45 billion outcome per fund-returner, which is the quiet reason larger funds push for larger stakes. The dilution path matters as much: heavier rounds of 25, 20, 18 and 15 per cent leave 4.18 per cent and push the bar to 2.39 billion; a company that raises lighter rounds of 20, 15 and 12 per cent and stops after the Series C keeps 5.98 per cent and needs 1.67 billion.

The common mistake

Dividing the fund by the entry stake. Ten per cent of a 1.0 billion exit is 100, so the deal "can return the fund at a billion". It cannot: on this dilution path the answer understates the bar by a factor of 2.09. The second mistake is forgetting that at a modest exit the preference stack, not ownership, decides the proceeds, so the ownership arithmetic above is only reliable for the large outcomes that return funds in the first place.

Takeaway

The fund you work for, with the exit that returns it, is the first of the working documents on the companion page of The Venture Capital Associate, alongside the free workbook for the reserve arithmetic. How far a reserve pool goes when every fund-returner needs defending is worked in how many companies a reserve pool actually defends.

Questions readers ask

What is a fund returner in venture capital?

A single portfolio company whose exit proceeds alone equal the fund's committed capital. For a 100 million fund holding 4.78 per cent at exit, that takes an exit of about 2.09 billion. Because most venture investments return little, funds are built around finding and owning enough of a small number of these outcomes.

How much does dilution reduce a seed investor's stake by exit?

It depends on how many rounds the company raises and how much each one sells. On an illustrative path of 22, 18, 15 and 12 per cent issued at Series A to D, a seed investor keeps 47.8 per cent of its stake: 10 per cent becomes 4.78 per cent without follow-on investment.

Does taking pro rata lower the exit needed to return the fund?

Yes. In an illustrative 100 million fund, taking full pro rata through the Series A and B lifts the exit stake from 4.78 to 7.48 per cent, cutting the fund-returning exit from 2.09 to 1.34 billion. The follow-on cheques come out of reserves, so the fund can only do this for a few companies.

Read the whole case

This article is one calculation from The Venture Capital Associate. The book takes the same case from first principles to the decision, chapter by chapter, and every figure it prints is a live formula in the free companion workbooks.

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