FIRE calculator. Find your number.

Your FIRE number is your yearly spending divided by your withdrawal rate: $50,000 ÷ 4% = $1,250,000. Starting at 35 with $100,000 invested and $2,000 saved each month, earning 5% after inflation, you would reach it in 22 years, 2 months, at age 57.

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Your numbers (in today's dollars)
CA$
CA$
CA$
The return you type is
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CA$
Independent at 57 · number $1.3MSee results ↓
Your FIRE number
$1,250,000
$50,000 a year ÷ 4%
Invested today8% of the way
Financially independent at 57

That is 22 years, 2 months from now, when your investments reach $1,250,000.

A long retirement. At this date you would be retired for about 38 years (to age 95). The 4% rule was tested over 30 years, so many early retirees use a lower rate. At 3.5% your number would be $1,428,571, reached 2 years later, at age 59.
$0$500K$1M$1.5M354045505560AgeFIRE number

Coast FIRE number

$289,222

Invested today, this would grow to your FIRE number by 65 with nothing more added.

If the return is different

Time to reach your FIRE number at different yearly returns
4%24 years, 7 months
5%yours22 years, 2 months
6%20 years, 3 months

What moves the date

Save a little more each month.

Time to reach your FIRE number if you save more each month
$2,000 a monthwhat you entered22 years, 2 months
$2,500 a month+$50019 years, 9 months2 years, 5 months sooner
$3,000 a month+$1,00017 years, 9 months4 years, 5 months sooner
$4,000 a month+$2,00014 years, 11 months7 years, 3 months sooner

Share with a free account.

Cards you can share or download are part of a free Nimblewit account. They are made from your real portfolio, such as your growth and dividends, and dollar amounts stay hidden unless you choose to show them.

This used the numbers you typed. Nimblewit starts from your real accounts: import your statements and see your actual return, dividends and expected income, then plan from there.

Worked example

$100,000 invested, $2,000 a month, spending $50,000 a year.

These are the calculator's starting numbers: age 35, a 5% yearly return after inflation and a 4% withdrawal rate. The balance grows by its return each month and $2,000 is added at the end of the month.

Balance over time in the worked example
WhenBalanceShare of FIRE number
Age 35Today$100,0008%
Age 405 years from now$263,25621%
Age 4510 years from now$471,61638%
Age 5015 years from now$737,54259%
Age 5520 years from now$1,076,93986%
Age 5722 years, 2 months from now: FIRE number reached$1,251,756100%

Coast FIRE for the same person is $289,222: that amount invested at 35 would reach $1,250,000 by 65 with nothing more added. They have $100,000, so they are not there yet.

How it works

What the calculator assumes.

  • Today's dollars. The return is taken after inflation (or you enter it before inflation and the calculator takes inflation off), so spending and balances stay comparable to what a dollar buys now.
  • Level spending. Yearly spending is the same every year, in today's dollars, and the first year's withdrawal is the withdrawal rate times your FIRE number.
  • Steady return. Real markets rise and fall. A steady return shows the shape of the plan, not a forecast, so look at the return table, not one number.
  • Monthly saving. The amount you save each month is added at the end of that month and stays level. Pay rises or career breaks are not modelled.
  • No taxes. Tax on withdrawals, the OAS clawback and workplace pensions are not included.
  • Optional government pension. If you enter one, it is a level yearly amount in today's dollars that starts at the age you choose. The number you need is the withdrawal-rate amount for the spending it does not cover, plus the pension's share of spending until it starts, grown at the same return.
  • Coast FIRE to 65. It assumes the investments grow at the same return with no further savings until 65.
  • 100-year limit. If the number is not reached within 100 years the calculator says so.
Questions

FIRE questions, answered.

What does FIRE mean?

FIRE stands for financial independence, retire early. It means building investments large enough that you could pay for your everyday life from them, so that working becomes a choice. Many people reach financial independence and keep working, often at something different.

How do I calculate my FIRE number?

Divide the amount you expect to spend in a year by your withdrawal rate. At 4% that is the same as multiplying yearly spending by 25, so $50,000 a year gives $1,250,000. A lower withdrawal rate gives a bigger, more cautious number: at 3.5% the same spending needs $1,428,571.

What is the 4% rule?

It is a rule of thumb from US research: William Bengen's 1994 study of historical returns, and the 1998 "Trinity study" that followed it. Both found that withdrawing 4% of a portfolio that was roughly half or more in stocks in the first year, then raising that amount with inflation, would have lasted 30 years in nearly every historical period they tested. Early retirements last longer than 30 years and future returns may differ from the past, so many people who plan to retire early use a lower rate, such as 3.5%.

What is Coast FIRE?

Coast FIRE is the amount you need invested today so that, with no more contributions, it grows to your FIRE number by a traditional retirement age. This calculator uses 65. Once you are past your Coast FIRE number you only need to earn enough to cover your living costs until then. At the example's numbers it is $289,222.

What return should I use?

Either one works. Choose "After inflation" and every amount stays in today's dollars, or choose "Before inflation" and type the return you would normally quote; the calculator takes your inflation rate off it. Over long periods, stock-heavy portfolios have often returned around 5% or more a year after inflation, but not in every period, and a mix with bonds returns less. The default is 5%. The table under the calculator shows how much a point more or less changes the date, so you can see how sensitive your plan is.

Does this include CPP, OAS or Social Security?

Optionally. Enter the yearly amount you expect in today's dollars, from your own statement or the official estimator (My Service Canada Account for CPP and OAS, ssa.gov for Social Security), and the age it starts. The calculator then works out the number you need on the day you stop work: enough to pay for the pension's share of your spending until it starts, plus the withdrawal-rate amount for the rest of your spending afterwards. Leave it at zero and the page works as the plain spending-divided-by-rate number. Taxes, the OAS clawback and spouse benefits are not modelled.

How does a government pension change the FIRE number?

It lowers it, because once the pension starts the portfolio only has to cover the rest of your spending. Someone who stops work at 45 still has to fund everything until the pension starts, so the pension helps less than the same amount would for someone retiring at 60. The earlier you stop, the more of the pension's value is far away, and an early retirement can also mean a smaller pension because fewer working years count toward it.

Are the numbers I enter saved or sent anywhere?

No. The calculation runs in your browser and the numbers you type are not saved or sent to Nimblewit. Like the rest of this site, the page may count that a visit happened or that the calculator was used, never what you entered.

Start from what you actually own.

A calculator needs you to guess your balance and your return. Nimblewit reads your statements, CSV exports or screenshots, shows your real return, the dividends you have received and your expected income, and keeps it current. Free to start, no bank passwords.

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Written and checked by the Nimblewit team. Last reviewed November 5, 2026.

Nimblewit doesn't give investment, tax or retirement advice. This calculator is an illustration based only on the numbers you enter and the assumptions listed above; real returns, spending, taxes and pensions will differ. Terms

Published November 5, 2026. Sources: Bengen, W. (1994), “Determining Withdrawal Rates Using Historical Data,” Journal of Financial Planning; Cooley, Hubbard and Walz (1998), “Retirement Savings: Choosing a Withdrawal Rate That Is Sustainable,” AAII Journal.