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When the 4% Rule Fails

The Tin Lining
Last month’s column, “Don’t Believe the Retirement Defeatists” gave the happy talk. If retirees apply common sense to the overly rigid withdrawal rules used by computer simulations, and relax the stern requirement that they achieve 80% of their pre-retirement income for a full 30 years, much retirement advice looks to be too conservative. Despite the many articles to the contrary, retirees should be able to withdraw at least the rule-of-thumb of 4% annually, and perhaps significantly more.

That was accurate enough, as far as it went. But it presented only one side of the story. (Such is the nature of a 1000-word column; as with the picture that equals its words, it gives but one perspective.) Another side is more worrisome.

And that is the uncertainty of the returns forecasts—or, in plain English, the fact that we’re only guessing at what stocks and bonds will do. Pretty much all asset-class forecasts, whether sophisticated or simplistic, assume that future U.S. market performance will look something like that of the previous several decades. The fancier ones take into account the level of current asset prices, make many adjustments, and run thousands of simulations; the simplest ones use historic averages. But either way, it’s still a version of the U.S. past, projected forward.

The Broader View
That vision certainly could be wrong.

U.S. asset-class history, as commonly cited from the Ibbotson data, is long and varied. Dating back to 1926, it includes the Great Depression, World War II, the abolition of the gold standard, the oil-price spikes and inflation of the 1970s, and the 2008 financial crisis. There’s no doubt that things have greatly changed during that 90-year period, and that more than a few terrible events have occurred along the way.

Nonetheless, it is but one sample—other samples can tell different stories. My email friend Javier Estrada, Professor at Spain’s IESE Business School (the best MBA in Europe, says The Economist) sent me his latest paper, “Redefining the Failure Rate.” With apologies to Javier, I am taking his research in a slightly different direction than he intended. His paper introduces two new calculations to complement the failure rate that is used to judge the success (or not) of retirement-withdrawal strategies. His measures, shortfall years, and sustained percentage, are indeed improvements to the literature. But what struck me most about the paper were the implications of his global database.

Estrada tested the customary 4% withdrawal rate, for various asset allocations, for 21 countries, starting in 1900. That exercise yields two conclusions. One, it’s been good to be born within recent memory, rather than in (say) 1840. Two, it’s been good to be American.