Financial Independence (FIRE) Calculator

Estimate your FI target, years to financial independence, modeled FI age, and milestone path using explicit spending, withdrawal-rate, return, inflation, and contribution assumptions.

Set your FI assumptions

Choose the spending level, withdrawal rate, contribution, return, and inflation assumptions you want to test. The sample values are placeholders, not recommended savings, returns, spending, or withdrawal rates.

Used only to translate the modeled timeline into an age.
Investments allocated toward the FI goal, in today's dollars.
A constant real contribution; its future nominal amount would rise with inflation.
Annual spending you want the FI target to cover, in today's dollars.
Your target-setting assumption. This calculator does not label any rate safe.
Your smooth return assumption before inflation, not a Grizzly Bulls forecast.
Used with the nominal return to calculate the exact real return.
Monthly compounding · end-of-month contributions · today's-dollar target

Your modeled FI target and timeline

Target spending $60,000/yr · 4% withdrawal-rate assumption · 4.39% derived real return

FI target
$1,500,000
Target funded today
16.7%
Years to FI
16.8
Modeled FI age
51.8
Funding gap
$1,250,000
Current spending capacity
$10,000/yr
Modeled path to the financial independence targetLine chart comparing the deterministic invested-assets path with the reader-defined financial independence target.$0$405.4K$810.8K$1.2M$1.6MNow4.2y8.4y12.6y16.8y
Today's dollars. The line applies the entered nominal return and inflation as one smooth real-return path with constant real monthly contributions.

FI milestones

Milestones use the same deterministic monthly path. A milestone shown as “Now” was already funded by the entered invested assets.

Target fundedPortfolio levelTime from nowModeled age
25%$375,0002.4 years37.4
50%$750,0008.3 years43.3
75%$1,125,00013 years48
100%$1,500,00016.8 years51.8

How the calculation works

The FI target is target annual spending divided by the withdrawal-rate assumption. For example, a 4% assumption is mathematically equivalent to 25 times annual spending. The calculator does not claim that 4%, 25×, or any other setting is safe for your retirement horizon.

The real annual return is calculated as (1 + nominal return) ÷ (1 + inflation) − 1. The engine converts that to an equivalent monthly real return, compounds invested assets monthly, and adds one-twelfth of the entered annual real contribution at each month end.

What this does not model

This is a deterministic accumulation model. It does not model volatility, sequence risk, taxes, investment fees, changing contributions, pensions, Social Security, one-time spending, life expectancy, healthcare costs, or account-specific withdrawal rules.

Reaching the FI target under a smooth return assumption does not establish that the portfolio can fund withdrawals through real market sequences. Use the withdrawal and Monte Carlo tools for separate uncertainty analysis.

Continue the retirement-planning workflow

The FI target answers “how much and when under these smooth assumptions?” The tools below answer different questions and intentionally do not inherit this result as proof of sustainability.