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Withdrawal Longevity Calculator

See how long your savings could last at a given monthly withdrawal, with inflation and returns included.

Savings could last21 yr 7 mo

Understanding this calculator

This is the question behind every retirement plan: at the rate I'm spending, when does the money run out? The simulation withdraws your monthly amount, grows what's left at your assumed return, and bumps the withdrawal each year for inflation — the pattern that actually drains portfolios, because the withdrawals that felt safe at 65 have grown 60% larger by 85.

Watch how sensitive the answer is to small changes. Trimming a $5,000 withdrawal to $4,600, or earning one extra point of return, can add many years. That sensitivity is why advisers obsess over withdrawal rates — and why the scenario tabs here are worth a look before you trust any single number.

Assumptions and methodology

  • Monthly simulation: balance earns your annual return ÷ 12, then the withdrawal is subtracted; withdrawals rise by inflation once per year.
  • "Lasts 50+ years" means the balance was still positive after 50 simulated years.
  • Returns are steady — real markets zigzag, and bad early years (sequence risk) can shorten results versus this smooth model.
  • Taxes on withdrawals are not modeled; treat the withdrawal as your gross need.

Last reviewed August 30, 2026. Year-specific figures show their tax or data year in the tool; data is reviewed when the IRS, SSA, and CMS publish annual updates.

Common questions

Is a steady-return model realistic?

It's a fair first approximation but flatters volatile portfolios: a market drop early in retirement hurts more than the same drop later. Treat the result as a midpoint, not a floor.

What starting withdrawal rates do planners discuss?

Historical withdrawal-rate research (like Bengen's 4% studies) is a common reference point — about $3,333/month per $1,000,000 initially. It's a starting point for discussion, not a guarantee: results vary with allocation, fees, taxes, retirement length, market sequence, and spending flexibility.