FIRE Calculator
Wondering how many more years until you're financially independent? Fill in a few numbers and see the result instantly — you can also switch to Coast FIRE.
Estimate when you might reach your financial independence target based on your spending and contributions.
600,000
1,000,000
The model assumes these assets stay invested. Exclude things you don't plan to use for retirement, such as your home.
20,000
Adjust assumptions (return 7%, inflation 2%, withdrawal 4%)
7% is a default scenario, not a forecast. Adjust it to compare different assumptions.
2% is a default scenario, not a prediction of future prices.
4% is a common starting scenario, not a guarantee that your savings will last. A lower rate raises your target.
Fill this in to see how old you'll be when you hit FIRE
Estimate with these assumptions
At this contribution pace, you may reach your target in about 25 years and 2 months.
Your current investments are about $1,000,000; the estimated target is $15,000,000, leaving about $14,000,000 to go.
Scenario: 7% nominal annual return, 2% inflation, and a 4% withdrawal rate. Targets use today's purchasing power; monthly contributions are assumed to rise with inflation.
See how a contribution change affects the estimate
Adjust your monthly contribution and compare the estimated timeline.
New monthly contribution: $25,000
Under these assumptions, you may reach the target about 2 years and 8 months sooner.
See all figures and the projection
A reference target based on spending and withdrawal rate, not a guarantee
If the annual return is 1% lower than this scenario, you may reach the target about 2 years and 11 months later
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Why "annual spending ÷ withdrawal rate"?
The 4% rule is a common retirement-planning reference based on historical market data, not a guarantee that savings will last. The traditional rule starts with a withdrawal equal to 4% of the initial portfolio, then adjusts that same dollar amount for inflation each year; the percentage of the current balance therefore changes. This calculator estimates a target using your selected withdrawal rate. A higher rate lowers the target but may increase the risk of running short.
Why subtract inflation?
Prices change over time, so we use the Fisher formula to adjust nominal returns for inflation, then convert that annual return to an equivalent monthly rate. Contributions are measured in today's purchasing power, so the model assumes the amount you deposit rises with inflation.
This is a simplified scenario
The estimate leaves out taxes, investment fees, the order of market gains and losses, and changes in retirement spending. Actual results may differ from the chart, so use it to compare scenarios rather than as a promise.
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