Retirement Risk

Sequence of Returns Risk Calculator

Compare how the order of annual returns can change a retirement portfolio, even when the average return is similar.

Sequence riskRetirement drawdownInflation-awareScenario comparison

Inputs

Results

Ending balance

$2,158,929

Ending balance in today's dollars

$1,215,720

Total withdrawn

$1,622,723

Years supported

30

Depletion year

Not depleted

Ending-balance difference

$2,158,929

Annual projection

YearReturnStart balanceGrowthWithdrawalEnd balance
116.50%$1,000,000$165,000$40,000$1,125,000
215.71%$1,125,000$176,703$40,800$1,260,903
314.91%$1,260,903$188,048$41,616$1,407,335
414.12%$1,407,335$198,725$42,448$1,563,612
513.33%$1,563,612$208,392$43,297$1,728,707
612.53%$1,728,707$216,684$44,163$1,901,228
711.74%$1,901,228$223,230$45,046$2,079,412
810.95%$2,079,412$227,660$45,947$2,261,124
910.16%$2,261,124$229,621$46,866$2,443,879
109.36%$2,443,879$228,798$47,804$2,624,872
118.57%$2,624,872$224,924$48,760$2,801,037
127.78%$2,801,037$217,805$49,735$2,969,107
136.98%$2,969,107$207,326$50,730$3,125,703
146.19%$3,125,703$193,470$51,744$3,267,429
155.40%$3,267,429$176,328$52,779$3,390,978
164.60%$3,390,978$156,102$53,835$3,493,245
173.81%$3,493,245$133,105$54,911$3,571,438
183.02%$3,571,438$107,759$56,010$3,623,188
192.22%$3,623,188$80,585$57,130$3,646,643
201.43%$3,646,643$52,185$58,272$3,640,555
210.64%$3,640,555$23,224$59,438$3,604,341
22-0.16%$3,604,341-$5,593$60,627$3,538,122
23-0.95%$3,538,122-$33,551$61,839$3,442,731
24-1.74%$3,442,731-$59,951$63,076$3,319,704
25-2.53%$3,319,704-$84,137$64,337$3,171,229
26-3.33%$3,171,229-$105,525$65,624$3,000,080
27-4.12%$3,000,080-$123,624$66,937$2,809,519
28-4.91%$2,809,519-$138,054$68,275$2,603,190
29-5.71%$2,603,190-$148,561$69,641$2,384,987
30-6.50%$2,384,987-$155,024$71,034$2,158,929

Scenario comparison

The generated sequences use the same average-return assumption; their order differs.

Rising then falling

$2,158,929

Falling then rising

$0

Need a change for Sequence of Returns Risk Calculator?

About this calculator

Method, formulas, and limits.

What this does

Compares rising-then-falling and falling-then-rising return sequences using the same average-return assumption, annual withdrawals, and inflation setting.

Who it is for

People exploring why retirement outcomes depend on when gains and losses occur, alongside a broader retirement-income plan.

How it works

Each year applies the selected return to the starting balance and then subtracts the planned withdrawal. Withdrawals can increase with inflation, and the model reports both nominal and today-dollar balances.

Limitations

This is a deterministic educational comparison, not a market forecast or probability-of-success analysis. It excludes taxes, fees, asset allocation, valuation changes, and dynamic spending rules.

Key calculations

Annual growth
growth = startBalance × annualReturn
Inflation-adjusted withdrawal
withdrawalInYearN = firstWithdrawal × (1 + inflation)^(N − 1)
Ending balance
endBalance = max(0, startBalance + growth − withdrawal)

Reference ranges

Early losses
Losses near the beginning of retirement can reduce the capital available for later recovery while withdrawals continue.
Same average, different path
Two return sequences can share an average return but produce different outcomes because withdrawals interact with each year's balance.
Inflation-aware planning
Increasing withdrawals preserve a spending target more closely in nominal terms but place additional pressure on the portfolio.

How to use it

  1. 1.Enter the portfolio and withdrawalProvide the starting retirement portfolio and planned first-year withdrawal.
  2. 2.Set the horizon and inflationChoose the number of years and whether withdrawals should rise with inflation.
  3. 3.Choose a return sequenceCompare generated rising-then-falling and falling-then-rising sequences, or enter custom annual returns.
  4. 4.Review the differenceCompare ending balances, depletion years, cumulative withdrawals, and the annual projection table.

It is the risk that the order of investment returns affects a withdrawing portfolio. Early losses can be especially damaging because withdrawals remove assets before a later recovery.

No. The generated sequences are deterministic teaching scenarios, and custom returns are whatever values you enter. They are not predictions of future market performance.

Withdrawals occur throughout the sequence. Selling after an early loss leaves fewer shares or dollars available to participate in later gains, so order matters even when arithmetic averages match.

No. Taxes, investment fees, asset allocation, changing spending, and other personal retirement rules are outside this first version.

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