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Safe Withdrawal Rate Calculator

See how long a retirement portfolio lasts at a given withdrawal rate, assumed return, and inflation rate — and whether it can sustain withdrawals indefinitely.

By StatesideCalc EditorialLast verified July 29, 2026
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Withdrawals rise with inflation each year to hold purchasing power

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The withdrawal rate is the single number that decides whether a retirement portfolio survives

Every retirement plan eventually reduces to one central question: at what rate can this portfolio be drawn down, adjusted for inflation every year, without running out before the retiree does? That rate is the withdrawal rate, and this calculator projects a specific portfolio value, withdrawal amount, assumed return and inflation rate forward year by year to see exactly how long the money lasts.

The traditional benchmark is 4% — withdraw 4% of the portfolio’s value in year one, then increase that dollar amount by inflation every subsequent year, regardless of what the market did. That guideline comes from real historical research, and it is worth understanding both where it came from and where it stops applying cleanly.

Where the 4% figure actually comes from

The original research behind the 4% rule examined historical U.S. stock and bond returns across many overlapping 30-year periods, testing what withdrawal rate would have allowed a portfolio to survive the full 30 years in nearly every historical scenario studied, including some of the worst market conditions on record.

That is a meaningful result, but it comes with an important scope: it was built around a 30-year retirement horizon, reflecting a traditional retirement age in the mid-sixties with a life expectancy extending roughly three decades. It says considerably less about a 50-or-60-year horizon, which is exactly the situation facing someone retiring in their thirties or forties — the withdrawal rate that survived every historical 30-year period is not automatically the rate that survives every historical 55-year period, because the added decades create more opportunities for a genuinely bad sequence of returns to occur.

Sequence-of-returns risk is the danger a smooth average return hides

This calculator, like most simple withdrawal projections, applies the same assumed annual return every single year. Real markets do not do this — they deliver a specific, unpredictable sequence of good and bad years, and that sequence matters enormously, especially early in retirement.

Consider two retirees with identical average returns over 20 years, but one experiences a severe market decline in years one and two of retirement while the other experiences the identical decline in years nineteen and twenty. The first retiree is withdrawing a fixed, inflation-adjusted dollar amount from a portfolio that just lost significant value, permanently locking in a higher percentage withdrawal against a smaller remaining balance — a combination that can meaningfully shorten how long the portfolio survives. The second retiree’s portfolio had two decades to grow before absorbing the same decline and is far better positioned to withstand it. Average returns being identical does not mean the outcomes are identical, and this is the single largest limitation of any withdrawal projection built on a constant assumed return, including this one.

Flexible withdrawal strategies as an alternative to a rigid schedule

The strict version of the 4% rule increases withdrawals by inflation every year without exception, regardless of how the portfolio actually performed. Many retirement researchers and practitioners instead recommend a more flexible approach — sometimes called a guardrails strategy — that adjusts spending downward following a period of poor returns and allows more generous withdrawals following strong ones.

This flexibility has been shown in various studies to meaningfully improve the odds of a portfolio lasting a full retirement, essentially because it responds to what has actually happened rather than committing to a fixed schedule regardless of outcomes. The tradeoff is exactly what it sounds like: a willingness to actually reduce spending during a difficult market period, which requires either flexible expenses or a household budget with genuine room to contract when needed.

What “lasts indefinitely” actually means here

When this calculator reports that a portfolio lasts indefinitely, it means the assumed annual return consistently outpaces the inflation-adjusted withdrawal amount, so the balance never depletes under this specific set of constant assumptions over the projection period tested.

This is a mathematical statement about the specific inputs entered, not a guarantee about actual future markets — a portfolio that projects as lasting indefinitely under a 6% assumed return could behave very differently if actual returns come in lower, or if a poor sequence occurs even with an acceptable long-run average. Treat “indefinitely” as evidence the withdrawal rate has reasonable margin under the stated assumptions, not as certainty.

Where this fits into planning the transition into retirement

This calculator is most useful for stress-testing a specific withdrawal rate against different assumed returns and inflation scenarios before committing to a retirement date, and for revisiting periodically once retired to confirm the original plan still holds up as actual returns unfold.

The FIRE number calculator works the inverse direction — starting from a desired withdrawal rate and expense level to find the portfolio target, rather than testing a given portfolio’s withdrawal rate. And because required minimum distributions eventually force withdrawals regardless of what a chosen strategy calls for, the RMD calculator is worth checking once you approach the age where RMDs begin, to see how mandatory withdrawals interact with whatever withdrawal strategy this calculator has helped you settle on.

How this is calculated

Each year: balance = balance × (1 + return) − withdrawal Withdrawal grows with inflation each year to hold purchasing power constant Result is the number of years until the balance reaches zero, or "indefinitely" if growth outpaces withdrawals

Frequently asked questions

Where does the 4% withdrawal rate rule come from?
It originates from research studying historical U.S. market returns over rolling 30-year retirement periods, finding that a 4% initial withdrawal rate, increased annually for inflation, survived nearly all of those historical periods without depleting the portfolio. It is a historically-derived guideline for a roughly 30-year horizon, not a mathematical guarantee for any specific future outcome or longer time period.
Why might 4% not be safe for an early retiree?
A 30-year-old retiring with a 60-year time horizon is relying on a far longer sequence of market returns to hold up than the 30-year periods the original research examined, and more can go wrong over a longer period. Many pursuing early retirement use a lower rate — 3.25% to 3.5% — specifically to build in more margin against a longer retirement and the possibility of a below-average sequence of returns.
What is sequence-of-returns risk?
The same average annual return can produce very different outcomes for a retiree depending on the order those returns occur in — a severe market decline in the first few years of retirement, while withdrawals are being taken, does more lasting damage than the identical decline occurring later after the portfolio has had years to grow. This calculator uses a constant assumed return each year, which cannot capture that risk, and it is one of the most important limitations to understand about any withdrawal projection.
Should withdrawals really increase every year regardless of portfolio performance?
The traditional approach does exactly that, adjusting the withdrawal upward each year to match inflation, which is what this calculator models. Many retirees instead use a flexible or "guardrails" approach, cutting spending in years following poor returns and allowing more in strong years — a strategy that has been shown to meaningfully improve portfolio survival odds compared to a rigid inflation-adjusted schedule.

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