So an interesting question would be this: if global investment returns had been 1% lower every year in our background data, what would SWR be?
According to cFIREsim, for a 75/25 stock/bond portfolio with 0% fees, a 4% WR resulted in a 93.9% success rate.
If we add 1% fees (simulating 1% lower investment returns), we achieve the same 93.9% success rate with a 3.6% WR.
Of course for 3.6% to be the real SWR going forward, we would also have to hit the sustained high inflation of the 1970s along with those lowered investment returns. Because the SWR does not come from some average of historical periods, it comes from the worst historical periods, and inflation played a bigger role than investment returns in making that period the "worst".
Also, economic forecasting is pretty much impossible, so your rational-sounding prediction is likely to be laughed at and dismissed by reality anyhow.
Economic forecasting is in fact not "pretty much impossible". It depends on your objectives. If you want to forecast next year's GDP to within 0.01% accuracy, sure its impossible. If you want to guess whether growth will be faster/slower over the next 50 years on average, much more attainable. Helll, half of GDP growth is just population growth, SURELY you believe that to be forecastable on trend, right?
Also to milesdividend's point -- GDP/return correllations don't hold up over short periods (like annual), but they are mathematically certain to hold up over sufficiently long periods. No matter how small earnings are as a fraction of global GDP, if they grow 1% faster than global GDP indefinitely, they would eventually have to exceed global GDP, which is plainly impossible.
The same logic applies to the rejoinder of "if it's so hard to forecast one year, longer periods must be even harder". Let me give an analogy. If I play one hand of poker against Phil Ivey, the best player in the world, I have no idea who would win. If I play 10,000 hands of poker against Phil Ivey, I'm certain he will win. Similarly, for a year or two GDP may be 5% higher or lower than I expect, whether it's some fancy AI research or biotech breakthrough or a bubble bursting or whatever. But trend productivity growth is very resistant to change, as are trends in fertility rates, mortality rates, average retirement age, average labor force participation, and average hours worked. Over the course of the multiple economic cycles that make up our retirements, it's not one timely technological breakthrough that defines GDP -- even the computer revolution left US productivity growth very similar to 100 year averages over the course of the last two decades. With the rate of hours-worked growth, globally, unambiguously certain to de-accelerate between now and when I die, likely by more than a full percentage point, unless productivity growth doubles it is certain that GDP growth will on average be slower than the CFIREsim period. Productivity growth in large emerging markets shows diminishing marginal benefits from capital investments, which means that the easy 10% growth years of the world's largest country are behind us. The productivity growth rate of the worlds other 4 largest economies have been incredibly stable on trend for a very long time. I think it's a pretty simple argument once you understand the identity of GDP growth = working population growth * productivity growth, but I don't expect to convince everybody with an internet post.
Thanks for the 3.6% result from cFIREsim, that's a big help!