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The 4% Rule: Safe Withdrawal Rates in Retirement

March 2026 · Investment Labs

The Central Problem

You have spent decades accumulating a retirement portfolio. Now comes the hardest question in personal finance: how much can you withdraw each year without running out of money before you die?

Withdraw too little and you leave wealth untouched — effectively over-saving your entire life. Withdraw too much and you face the nightmare scenario of a depleted portfolio in your 80s with no safety net. The tension between these two failure modes is what makes retirement planning genuinely difficult.

The 4% rule offers a simple answer: withdraw 4% of your portfolio in the first year of retirement, then adjust that dollar amount for inflation each subsequent year. A $1 million portfolio supports $40,000 per year. A $2 million portfolio supports $80,000.

Simple as it sounds, this rule has a rigorous empirical foundation — and an increasingly vocal set of critics who argue it may be dangerously optimistic for today's market conditions.

Bengen's 1994 Breakthrough

Financial planner William Bengen published his landmark study in the Journal of Financial Planning in 1994. He analyzed every 30-year retirement period starting from 1926 using actual U.S. stock and bond return data. For each period, he asked: what is the maximum withdrawal rate that would have allowed the portfolio to survive all 30 years?

His answer was 4.15% for a portfolio of 50–75% stocks with the remainder in intermediate-term Treasury bonds. No historical 30-year retirement period had ever failed at 4%. The worst case — retiring at the peak of 1966 into the brutal 1970s stagflation — barely survived at 4% but would have failed at 5%.

Bengen later revised this upward to 4.5% when he added small-cap stocks to the equity allocation, improving diversification. But the “4%” figure stuck in the public consciousness.

The Trinity Study

In 1998, three professors at Trinity University — Philip Cooley, Carl Hubbard, and Daniel Walz — published “Retirement Savings: Choosing a Withdrawal Rate That Is Sustainable.” Their approach was broader than Bengen's: they tested multiple withdrawal rates, multiple portfolio allocations, and multiple time horizons, reporting portfolio success rates rather than a single number.

The table below shows their 2011 update, covering market data from 1926 to 2009. Each cell shows the percentage of historical periods in which the portfolio survived on inflation-adjusted withdrawals:

Historical Portfolio Success Rates (1926–2009)

Withdrawal Rate15-Year20-Year25-Year30-Year
3.0%100%100%100%100%
3.5%100%100%100%98%
4.0%classic100%100%97%95%
4.5%100%98%91%87%
5.0%100%96%85%79%
6.0%97%86%71%63%

Percentage of historical 30-year periods in which the portfolio survived, using inflation-adjusted withdrawals. Source: Cooley, Hubbard & Walz (2011 Trinity Study update), data 1926–2009.

The data reveals a clear pattern. At 4%, a 75/25 portfolio succeeded in 95% of all 30-year periods — failing only during a handful of the worst historical sequences. At 3%, every portfolio and every time horizon survived. At 6%, 30-year success rates fall below 65% for stock-heavy portfolios — a coin flip with worse odds.

Sequence-of-Returns Risk

The reason the 4% rule can fail is sequence-of-returns risk: bad returns early in retirement are far more damaging than the same bad returns later. When you are withdrawing from a portfolio, a 40% crash in year three forces you to sell shares at depressed prices — shares that can never recover to compound returns for you. The same 40% crash in year twenty, when your portfolio is smaller and you have fewer remaining years, does far less damage.

The 1966 retiree is the canonical worst-case scenario. Retirement coincided with a market that would remain flat for 14 years while inflation averaged 7.4% annually — a brutal double squeeze. A retiree drawing 4% from a 60/40 portfolio barely made it to year 30 with any money remaining.

This is precisely why our Monte Carlo simulator is more informative than historical backtests alone: it generates thousands of random return sequences, including many that are worse than any historical period, giving a more conservative estimate of failure probability.

The Case for 3.3%: A Lower-Return Future?

Wade Pfau, professor at The American College of Financial Services, has been the most prominent critic of the 4% rule as applied to current market conditions. His 2012 research in the Journal of Financial Planning applied Bengen's methodology to international markets and found that the safe withdrawal rate across 17 developed nations from 1900 to 2008 averaged just 3.0%, with the U.S. being an outlier at the top.

His argument: the historical U.S. data that produced the 4% rule reflected an unusually favorable period of American economic dominance. Bond yields were higher; stock valuations were lower. With 10-year Treasury yields near historic lows and CAPE ratios near historic highs, the forward-looking expected return for a 60/40 portfolio is materially lower than the 1926–2009 historical average.

Running Monte Carlo simulations with capital market assumptions of 5% nominal equity returns and 2.5% nominal bond returns, Pfau's models suggest a withdrawal rate of 3.3% is needed to achieve 90% success over 30 years — the same confidence level that 4% achieved historically.

Dynamic Withdrawal Strategies

Both Bengen's original rule and its critics share a common assumption: withdrawals are fixed in real terms regardless of portfolio performance. In practice, most retirees adjust spending when markets fall sharply.

Research by Jonathan Guyton and William Klinger (2006) showed that adding guardrail rules — cutting withdrawals 10% if the portfolio's current withdrawal rate exceeds the initial rate by more than 20%, and increasing withdrawals if it falls below — allows initial withdrawal rates of 5–6% with equivalent sustainability to a static 4% rule. The tradeoff is spending variability: retirees must accept lower income in bad years.

  • Fixed-percentage withdrawals: take 4% of the current portfolio value annually — spending automatically falls in crashes, eliminating sequence risk entirely
  • Floor-and-ceiling rules: never withdraw below a floor (say, $30,000) or above a ceiling ($60,000) regardless of market performance
  • Bucket strategies: hold 2–3 years of expenses in cash, replenishing from stocks when markets are up and from bonds when stocks are down

Practical Takeaways

The 4% rule is best understood as a starting point, not a guarantee. Several factors should push your personal target lower or higher:

  • Longer horizon — retiring at 50 means a 40–50-year horizon; 3.0–3.5% is safer
  • Social Security — a guaranteed income floor reduces the portfolio's burden and may allow a higher withdrawal rate from savings
  • Spending flexibility — if you can cut discretionary expenses 15–20% in a down market, you can start with a higher initial rate
  • High valuations — retiring when CAPE ratios are elevated historically predicts lower forward returns; consider a more conservative rate

Model Your Own Scenario

Historical success rates are useful benchmarks, but your situation — portfolio size, expected spending, Social Security income, risk tolerance, and retirement length — is unique. Our Monte Carlo Retirement Simulator runs 10,000 randomized market scenarios against your specific inputs, showing the probability distribution of outcomes rather than a single success rate.

You can also use the compound growth calculator to project how long a given portfolio will last under different withdrawal assumptions, or the backtest tool to replay historical market sequences against your withdrawal strategy.

References

  • Bengen, W.P. (1994). “Determining Withdrawal Rates Using Historical Data.” Journal of Financial Planning, 7(4), 171–180.
  • Cooley, P.L., Hubbard, C.M., & Walz, D.T. (1998). “Retirement Savings: Choosing a Withdrawal Rate That Is Sustainable.” AAII Journal, February 1998.
  • Cooley, P.L., Hubbard, C.M., & Walz, D.T. (2011). “Portfolio Success Rates: Where to Draw the Line.” Journal of Financial Planning, 24(4), 48–60.
  • Pfau, W.D. (2012). “Capital Market Expectations, Asset Allocation, and Safe Withdrawal Rates.” Journal of Financial Planning, 25(1), 36–43.
  • Guyton, J.T. & Klinger, W.J. (2006). “Decision Rules and Maximum Initial Withdrawal Rates.” Journal of Financial Planning, 19(3), 48–58.