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Bitcoin Retirement Calculator – How Much BTC Do I Need?

How many BTC — or what monthly buys — fund your yearly spending for N years, on a price path you choose.

A scenario on your assumptions — not a forecast or advice. Bitcoin’s price can fall a long way and stay down for years. The result depends entirely on the price path you choose; try the “never rises” stress test and lower growth before relying on any number.

Typed by you — nothing is fetched
BTC
% / yr
%
Rough share of each sale lost
%
2.8038 BTC neededat retirement in 2037 to fund 30 years · your plan has 0.8884 BTC — lasts 4.8 years

Assumptions: 10.0% a year growth (10.0% a year on average over 40 years) · spending $40,000 a year in today’s money, rising 3.0% a year · one sale at the start of each year · no tax or fees.

Bitcoin at retirement
0.8884 BTC (0.5000 BTC now + 0.3884 BTC bought)
Bitcoin needed at retirement
2.8038 BTC
Price path
$100,000 now → $259,374 at retirement → $4,525,926 at the end
First year’s spending
$53,757 ($40,000 today)
Shortfall
1.9155 BTC — the stack runs out after 4.8 of 30 years
Extra monthly buy to close it
$2,466 a month for 10 years (on top of $500)
Or buy now as a lump sum
$191,547 at your starting price
If the price never rises
25.5750 BTC needed — a stress test
00.4440.888202720372067
  • Bitcoin held
  • Retirement years

Year by year

YearBTC priceBTC bought / soldSpendingBTC leftValue at year end
2027$100,000+0.0575—0.5575$61,320
2028$110,000+0.0522—0.6097$73,773
2029$121,000+0.0475—0.6572$87,470
2030$133,100+0.0432—0.7003$102,537
2031$146,410+0.0392—0.7396$119,111
2032$161,051+0.0357—0.7753$137,343
2033$177,156+0.0324—0.8077$157,397
2034$194,872+0.0295—0.8372$179,457
2035$214,359+0.0268—0.8640$203,723
2036$235,795+0.0244—0.8884$230,416
2037$259,374−0.2073$53,7570.6811$194,325
2038$285,312−0.1941$55,3690.4870$152,851
2039$313,843−0.1817$57,0300.3053$105,403
2040$345,227−0.1702$58,7410.1352$51,328
2041$379,750−0.1352$60,504 (short)0.0000$0.00
2042$417,725−0.0000$62,319 (short)0.0000$0.00
2043$459,497−0.0000$64,188 (short)0.0000$0.00
2044$505,447−0.0000$66,114 (short)0.0000$0.00
2045$555,992−0.0000$68,097 (short)0.0000$0.00
2046$611,591−0.0000$70,140 (short)0.0000$0.00
2047$672,750−0.0000$72,244 (short)0.0000$0.00
2048$740,025−0.0000$74,412 (short)0.0000$0.00
2049$814,027−0.0000$76,644 (short)0.0000$0.00
2050$895,430−0.0000$78,943 (short)0.0000$0.00
2051$984,973−0.0000$81,312 (short)0.0000$0.00
2052$1,083,471−0.0000$83,751 (short)0.0000$0.00
2053$1,191,818−0.0000$86,264 (short)0.0000$0.00
2054$1,310,999−0.0000$88,852 (short)0.0000$0.00
2055$1,442,099−0.0000$91,517 (short)0.0000$0.00
2056$1,586,309−0.0000$94,263 (short)0.0000$0.00
2057$1,744,940−0.0000$97,090 (short)0.0000$0.00
2058$1,919,434−0.0000$100,003 (short)0.0000$0.00
2059$2,111,378−0.0000$103,003 (short)0.0000$0.00
2060$2,322,515−0.0000$106,093 (short)0.0000$0.00
2061$2,554,767−0.0000$109,276 (short)0.0000$0.00
2062$2,810,244−0.0000$112,554 (short)0.0000$0.00
2063$3,091,268−0.0000$115,931 (short)0.0000$0.00
2064$3,400,395−0.0000$119,409 (short)0.0000$0.00
2065$3,740,434−0.0000$122,991 (short)0.0000$0.00
2066$4,114,478−0.0000$126,681 (short)0.0000$0.00

Runs entirely in your browser. Nothing you enter or upload is sent to a server.

How the Bitcoin retirement calculator works

If you plan to live off Bitcoin, the question is how many coins you need at retirement to pay for each year’s spending — and that depends on what the price does. This Bitcoin retirement calculator runs a year-by-year withdrawal plan: it adds your current coins and monthly buys until you retire, then sells enough each year to cover your spending, which rises with inflation. It tells you how many BTC you need, how many your plan reaches, how long they last, and the extra monthly buy that would close any gap.

You choose the price path: a constant yearly growth rate, growth that slows over time, or the Bitcoin power law — either its trend price or its growth rate applied to your own starting price. The power-law coefficients are the same published fit used on the Bitcoin power law calculator. Every assumption is shown above the result.

This is a scenario, not a forecast and not financial advice. No prices are fetched. Bitcoin has fallen by more than 70% several times, and a plan that sells coins during a long slump runs out much faster. Use the stress test and lower growth rates before relying on any figure.

How to use the Bitcoin Retirement Calculator

  1. Type the Bitcoin price to start from, the coins you hold, the amount you buy each month and the years until you retire.
  2. Enter your yearly spending in today’s money, inflation, the years of retirement to fund and, if you like, the share of each sale lost to tax and fees.
  3. Pick a currency — dollars, pounds, rupees or euros — and the date the plan starts.
  4. Choose a price path and its rates: constant growth, slowing growth, or one of the power-law options.
  5. Read the BTC needed, the shortfall or surplus, the chart and the year-by-year table, and copy the result.

Bitcoin Retirement Calculator features

BTC needed at retirement

The sum of each year’s sale: spending with inflation ÷ that year’s price, after tax and fees.

Your plan’s stack

Current coins plus a buy at the start of every month until retirement, priced on the same path.

Closing the gap

The extra monthly buy, or the lump sum today, that would cover the shortfall.

Four price paths

Constant growth, growth that slows, the power-law trend, or power-law growth from your price.

Stress test

How many coins you would need if the price never rose at all.

The maths and the assumptions

Bitcoin needed at retirement = Σ spending × (1 + inflation)t ÷ (pricet × (1 − tax and fees)), one sale at the start of each retirement year t. The stack at retirement = coins held + Σ monthly buy ÷ price at each month. If the stack falls short, the extra monthly buy = shortfall ÷ Σ (1 ÷ monthly price).

The power-law paths use price = 10−16.509 × days5.690, days counted from 3 January 2009 — equation (4) of G. Santostasi and S. Perrenod’s 2026 preprint (Zenodo, doi:10.5281/zenodo.19387099). It is a historical regression with no predictive guarantee; its growth slows as the days add up.

Worked example: with a flat price of 100,000, no inflation and spending of 40,000 a year for 30 years, you need 40,000 × 30 ÷ 100,000 = 12 BTC. Holding 0.5 BTC and buying 500 a month for 10 years reaches 1.1 BTC — enough for 2.75 years — so the gap of 10.9 BTC needs about 9,083 more a month. On a 10% growth path with 3% inflation the figure needed drops to about 2.8 BTC, which is why the growth assumption matters so much.

Things the plan does not include

  • Volatility. The path is smooth; real prices swing, and selling in a crash uses far more coins (sequence-of-returns risk).
  • Tax rules. The tax field is a rough share of each sale. In the UK, US and India the real tax depends on your gains and allowances — see the UK crypto tax calculator.
  • Other income. Pensions and savings reduce the spending Bitcoin must cover; enter only the part it has to fund.
  • Custody and fees. Exchange spreads and security risks are not modelled.

Related tools

Compare with a traditional portfolio in the safe withdrawal rate calculator or the retirement calculator, and model regular buying in the DCA calculator.

Bitcoin Retirement Calculator FAQ

How much Bitcoin do I need to retire?

Add up each retirement year’s spending, grown by inflation, divided by the Bitcoin price you assume for that year. The Bitcoin retirement calculator does it for any growth path; at a flat 100,000 price, 40,000 a year for 30 years needs 12 BTC.

How does the power-law Bitcoin retirement calculator work?

It sets each year’s price from the power-law trend — or grows your price at the trend’s rate — and runs the same withdrawal plan. The trend is a historical fit, not a forecast.

Can I use it in the UK or India?

Yes. Choose pounds or rupees and enter a rough tax share per sale; check your actual tax with a tax calculator for your country.

Is retiring on Bitcoin safe?

No one can promise that. Bitcoin is volatile; this page shows scenarios, not advice. Try the stress test and low growth rates.

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