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Post-Money SAFE Stack Calculator

Aggregate up to three cap-governing post-money SAFEs and a later round dilution.

6 min guideTransparent methodologyUSDGo to calculator ↓
01 / UNDERSTAND THE CONCEPT

Small early checks can accumulate into a meaningful stake.

For compatible post-money SAFEs whose caps govern conversion, purchase amount divided by post-money cap estimates each holder’s ownership before new priced-round money. Adding these fractions exposes the aggregate burden on the original capitalization.

This is a cap-governing ownership approximation, not a document engine. A near-cap or below-cap priced round can change conversion economics. Financing-related pool increases and pro-rata purchases also change the final ownership.

02 / THE MATHEMATICS

The formula, made clear.

Pre-round SAFE ownership = Σ(investmentᵢ ÷ post-money capᵢ); post-round ownership = pre-round ownership × (1−new-round fraction)
Compatible post-money caps
Each cap is measured after SAFE money but before the new priced-round money.
Original capitalization
The holders and reserve before the entered SAFE stack.
03 / A WORKED EXAMPLE

Put the numbers in context.

A 500,000 SAFE at a 5 million cap implies 10%, and another 500,000 at a 10 million cap implies 5%. A later round issuing 20% leaves the stack with 12% and the original capitalization with 68%.

Illustrative scenario · USD
InputExample value
SAFE A investment$500,000.00
SAFE A post-money cap$5,000,000.00
SAFE B investment$500,000.00
SAFE B post-money cap$10,000,000.00
SAFE C investment$0.00
SAFE C post-money cap$10,000,000.00
New priced-round ownership20%
SAFE stack ownership after new money12%
MODEL BOUNDARIES

What this calculation assumes

At most three post-money cap-only positions with caps governing conversion; zero amounts omit positions. No discounts, MFN, pre-money SAFEs, pool increase, interest or pro-rata purchases. Not a precise below-cap round conversion.

FROM UNDERSTANDING TO ACTION

What to consider next.

Use the actual financing documents and priced-round capitalization to validate conversion. Add the option-pool effect separately.

How we approach financial models →
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