Compute · Transform · Analysis & Finance
Weighted-average anti-dilution conversion price
A function that applies the broad-based weighted-average anti-dilution formula to produce the adjusted conversion price for an earlier preferred series after a dilutive financing.
You receive: A pure function weightedAverageCP(input) -> { newConversionPrice, conversionRatio } graded on hidden cases.
Part of Pitch Investors
Example
A sample of what this play produces. Your result is generated for your inputs.
Breakdown
- Shares Issuable At Old Price
- 375000
- New Round Price Per Share
- 1.5
- Common Equivalent After Round
- 11000000
- Extra Common Per1000Preferred On Conversion
- 10.101
Inputs
- Old Conversion Price
- 2
- Common Equivalent Outstanding Prior
- 10500000
- Amount Raised New Round
- 750000
- New Shares Issued
- 500000
- Rounding Decimals
- 2
Broad-based weighted-average anti-dilution, worked on an ILLUSTRATIVE STUD scenario. STUD is pre-seed and not yet incorporated, so the whole cap table here is modeled, anchored to the illustrative $1,000,000 target raise: a seed preferred bought at a $2.00 conversion price into a company with 10,500,000 common-equivalent shares outstanding (10,000,000 founder common held by Dan Schmitz plus 500,000 seed preferred as-converted), followed by a hypothetical dilutive bridge of $750,000 at $1.50 per share (500,000 new shares). The formula: the $750,000 would have bought 375,000 shares at the old $2.00 price, so the adjusted conversion price is 2.00 x (10,500,000 + 375,000) / (10,500,000 + 500,000) = 2.00 x 10,875,000 / 11,000,000 = 1.9773, rounded to $1.98 at 2 decimals. The conversion ratio is 2.00 / 1.98 = 1.010101, so each seed preferred share converts into about 1.0101 common, roughly 10 extra common per 1,000 preferred. The strategic read for STUD: the broad-based denominator counts all 10.5M prior common-equivalents, so a 25 percent price drop moves the seed's conversion price only 1 cent, about a 1 percent ratio shift, which is why STUD would offer weighted-average rather than full-ratchet protection in a seed term sheet: it compensates the earlier investor proportionally without transferring the founder's common wholesale on a small bridge. Per this play's scope, the math is what settles; whether weighted-average is the right clause or the down round is wise is a judgment call outside it.
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Scope of the check
What's verified: STUD verifies the conversion-price math matches the broad-based weighted-average formula on hidden inputs. STUD does NOT decide whether weighted-average vs full-ratchet is the right clause, whether the down round itself is wise, or the legal enforceability of the clause.