Sequence of Returns Risk Calculator

See how the order of investment returns dramatically affects your retirement. Compare good-first vs bad-first.

By Konstantin Iakovlev · Updated September 2026 · Source: IRS

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Good Returns First

$0.00

Bad Returns First

$0.00

Difference

$0.00

Both scenarios use the same returns (20%, 15%, 10%, -5%, -15%, -25%) — just in different order. The average return is 0.0%/year. Without withdrawals, both end at the same value ($919,338.75). Withdrawals during down years permanently reduce the portfolio's recovery potential.

Good Returns First (With Withdrawals)

Year 1 (20% return)$1,140,000.00
Year 2 (15% return)$1,253,500.00
Year 3 (10% return)$1,323,850.00
Year 4 (-5% return)$1,210,157.50
Year 5 (-15% return)$986,133.88
Year 6 (-25% return)$702,100.41
Year 7 (0% return)$652,100.41
Year 8 (0% return)$602,100.41
Year 9 (0% return)$552,100.41
Year 10 (0% return)$502,100.41
Year 11 (0% return)$452,100.41
Year 12 (0% return)$402,100.41
Year 13 (0% return)$352,100.41
Year 14 (0% return)$302,100.41
Year 15 (0% return)$252,100.41
Year 16 (0% return)$202,100.41
Year 17 (0% return)$152,100.41
Year 18 (0% return)$102,100.41
Year 19 (0% return)$52,100.41
Year 20 (0% return)$2,100.41
Year 21 (0% return)$0.00
Year 22 (0% return)$0.00
Year 23 (0% return)$0.00
Year 24 (0% return)$0.00
Year 25 (0% return)$0.00
Year 26 (0% return)$0.00

Bad Returns First (With Withdrawals)

Year 1 (-25% return)$712,500.00
Year 2 (-15% return)$563,125.00
Year 3 (-5% return)$487,468.75
Year 4 (10% return)$481,215.63
Year 5 (15% return)$495,897.97
Year 6 (20% return)$535,077.56
Year 7 (0% return)$485,077.56
Year 8 (0% return)$435,077.56
Year 9 (0% return)$385,077.56
Year 10 (0% return)$335,077.56
Year 11 (0% return)$285,077.56
Year 12 (0% return)$235,077.56
Year 13 (0% return)$185,077.56
Year 14 (0% return)$135,077.56
Year 15 (0% return)$85,077.56
Year 16 (0% return)$35,077.56
Year 17 (0% return)$0.00
Year 18 (0% return)$0.00
Year 19 (0% return)$0.00
Year 20 (0% return)$0.00
Year 21 (0% return)$0.00
Year 22 (0% return)$0.00
Year 23 (0% return)$0.00
Year 24 (0% return)$0.00
Year 25 (0% return)$0.00
Year 26 (0% return)$0.00

Use the Sequence of Returns Risk Calculator above to calculate your results. Enter your values and see instant results — all calculations run in your browser.

Disclaimer: This calculator is for informational purposes only and does not constitute tax, financial, or legal advice. Results are estimates based on the information you provide and current rates. Always consult a qualified tax professional or financial advisor for advice specific to your situation.

How It Works

Two retirees can earn the exact same average return over their careers and still end up in completely different places. What separates them is the order in which good and bad years arrive. When you are drawing income, a steep loss in the first few years of retirement does lasting damage, because you are selling shares to cover withdrawals at depressed prices and have less capital left to recover when markets rebound. That timing risk is the focus here.

Behind the scenes the tool runs two deterministic projections, not a Monte Carlo simulation: both paths use the very same annual returns, simply reordered. The 'Good-First' path front-loads the strong years and tails off with weaker ones; the 'Bad-First' path does the reverse. In each year the model first deducts your stated annual withdrawal from the balance, then applies that year's return to whatever remains. The six returns are fixed: +20%, +15%, +10%, −5%, −15% and −25% on the Good-First path, and the same numbers in reverse on the Bad-First path. After those six years both paths continue for the number of additional years you choose at the six-year average, which is 0%, and the withdrawal stays the same dollar amount throughout.

Treat the output as an illustration of risk rather than a forecast, since real markets will follow their own course. The trap worth avoiding is planning around a single steady average and assuming the path will be smooth, which hides how punishing early losses can be. Holding a cash buffer and spreading income across several sources are common ways retirees soften the blow when a bad sequence shows up first.

Example: $1,000,000 with $50,000 a Year

  1. 1 Input: a $1,000,000 portfolio, $50,000 withdrawn at the start of each year, and 10 additional years after the six-year sequence.
  2. 2 Year 1: Good-First takes out $50,000 and earns 20%: ($1,000,000 − $50,000) × 1.20 = $1,140,000. Bad-First takes out the same $50,000 and loses 25%: $950,000 × 0.75 = $712,500.
  3. 3 After six years Good-First holds $702,100 and Bad-First $535,078. With no withdrawals both would hold the same $919,339, because the same six returns only change order.
  4. 4 The next 10 years earn the 0% average, so each path simply loses $50,000 a year. At the end of year 16 Good-First has $202,100 and Bad-First $35,078, a gap of $167,023. Bad-First runs dry in year 17 and Good-First in year 21, so with the default 20 additional years both paths end at $0 and the headline difference reads $0; the year-by-year tables show the four-year gap.

Source: IRS · Last updated: September 2026

Frequently Asked Questions

What is sequence of returns risk?
Sequence of returns risk is the danger that poor investment returns in the early years of retirement can permanently damage your portfolio, even if average long-term returns are normal. Withdrawing from a declining portfolio locks in losses and leaves less capital to benefit from future recoveries.
How do I protect against sequence of returns risk?
Keep 2-3 years of expenses in cash or short-term bonds to avoid selling stocks during downturns. Use a flexible withdrawal strategy (reduce spending in down years). Consider a bond tent (higher bond allocation around retirement date) and maintain diversified income sources.
How bad can sequence risk be?
Two portfolios with identical average returns over 30 years can have dramatically different outcomes. In this calculator's default case, putting the three losing years first makes a $1,000,000 portfolio paying $50,000 a year run out in year 17 instead of year 21. This is why the first 5-10 years of retirement are the most critical.