From grimoire
Calculates the portfolio size needed to retire early and sustain spending indefinitely using the 4% rule and Monte Carlo simulations.
How this skill is triggered — by the user, by Claude, or both
Slash command
/grimoire:calculate-fire-numberThe summary Claude sees in its skill listing — used to decide when to auto-load this skill
Determine the portfolio size at which passive investment income can sustain your lifestyle indefinitely.
Determine the portfolio size at which passive investment income can sustain your lifestyle indefinitely.
Adopted by: FIRE community (Mr. Money Mustache, Mad Fientist); foundational to fee-only financial planning practice Impact: Trinity Study analyzed 30-year retirement periods from 1926–1995 and found a 4% withdrawal rate succeeds in ~95% of historical scenarios with a 50%+ equity portfolio.
Why best: The 4% rule provides a defensible starting point that is grounded in 70+ years of market data across multiple cycles including the Great Depression. Adjusting the withdrawal rate for longer retirement horizons (40–60 years for early retirees) and current valuations improves the reliability of the estimate beyond the basic rule.
Scenario: Annual spending = $60,000. FIRE horizon = 45 years (retiring at 40). SWR = 3.5%. FIRE number = $60,000 / 0.035 = $1,714,286. Expected Social Security at 67 = $18,000/year (PV at 3% discount = ~$360,000 equivalent). Adjusted FIRE number = ($60,000 − $18,000) / 0.035 = $1,200,000. Add 10% buffer → target $1,320,000.
Finance disclaimer: This skill encodes professional best practices for educational purposes. It is not financial advice. Consult a licensed financial advisor before making investment decisions.
npx claudepluginhub jeffreytse/grimoire --plugin grimoireProvides financial planning expertise across retirement, education, estate, tax, and insurance needs analysis. Useful for client recommendations and plan development.
Plans and tracks savings for financial goals like retirement, education, and home purchase. Computes required monthly savings rates, projects future values, and prioritizes competing goals.
Projects investment growth using future value formulas and the Rule of 72. Useful for financial planning, cost-of-delay calculations, and required savings rates.