FIRE calculator
Estimate a spending-based FIRE target, the time it takes to reach it under your fixed real-return and deposit assumptions, and a Coast target at age 65. Results are scenarios, not forecasts or success probabilities.
Or run it as a growth projection
Same inputs in a generic compound-growth view if you want to model alternate scenarios.
How the FIRE target and timeline are calculated
FIRE target = annual target spending divided by the selected initial withdrawal rate. For example, a 4% input gives a target equal to 25 times annual spending; this arithmetic does not estimate how likely a portfolio is to last.
The accumulation timeline applies a constant effective annual real-return assumption as monthly growth, then adds one-twelfth of annual savings at each month-end. Spending, savings, and invested balances should all be entered in today's dollars. This smooth scenario does not model market volatility or retirement withdrawals.
Spending scenarios and Coast target
FIRE labels do not have universal spending cutoffs. The calculator uses your entered spending to show two simple comparisons and one accumulation scenario:
| Output | How it is formed | Limit |
|---|---|---|
| Lower-spending scenario | 60% of entered spending, divided by selected withdrawal rate | A sensitivity example, not a standard Lean FIRE threshold |
| Base FIRE target | Entered spending divided by selected withdrawal rate | Arithmetic target; no probability of success |
| Higher-spending scenario | 150% of entered spending, divided by selected withdrawal rate | A sensitivity example, not a standard Fat FIRE threshold |
| Coast target | Balance today that could grow to the base target by age 65 | Uses the selected fixed real-return scenario and assumes no later deposits |
Why this page does not show a savings rate
A savings rate requires a definition of savings and a matching income figure. This calculator accepts an annual investment amount and target retirement spending, but it does not ask for current income or calculate a savings rate. Its timeline changes with the starting balance, deposits, target, and assumed return.
Coast target explained
The Coast figure estimates how much would need to be invested now for a fixed real-return scenario to reach the base FIRE target by age 65, without additional deposits. If you are already 65 or older, the displayed Coast target equals the base target.
For example, a $1.5 million target at age 65 discounted by a fixed 7% effective annual real-return scenario for 35 years gives a Coast target of about $140,500 today. This is a mathematical scenario, not a prediction or recommendation.
FIRE calculator FAQ
What is FIRE?
How is my FIRE target calculated?
What do Lean FIRE, Fat FIRE, and Coast FIRE mean here?
How does the calculator estimate time to FIRE?
Does the 4% rule guarantee that my savings will last?
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Sources and assumptions
The calculator uses the assumptions you enter. The reference material below explains investing risk and U.S. inflation data; neither source supplies a forecast for your portfolio.
- Investor.gov (U.S. SEC): Introduction to Investing - explains that markets fluctuate and investments can lose value.
- U.S. Bureau of Labor Statistics: Consumer Price Index - official U.S. consumer-price data; this calculator expects a real-return assumption and does not convert a nominal input.
Methodology: target = annual target spending divided by the selected initial withdrawal rate. The accumulation estimate applies monthly growth equivalent to the selected effective annual real return and adds one-twelfth of annual savings at each month-end, up to 70 years. The Coast estimate compounds to age 65 without further deposits. The tool does not model market sequence, fees, taxes, benefit income, or a withdrawal path.