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The issue we face is simply a tradeoff between (a) having too conservative an AA to last 30-40 years, and (b) avoiding damage from a SORR event in the first decade of early retirement. According to the chart at https://money.com/stock-market-correction-chart/ a 20% or greater correction happens on average every 4 years, and 30% or greater happens on average every 9 years. We should know it's coming.
What if instead of setting a static AA or planning a glide path that is indifferent to the presence or absence of an actual SORR event, we instead start retirement with a very conservative AA, like 50/50 or 40/60, and wait for it? Then, when a pre-determined SORR threshold is reached, such as for example a 30% drop from the last high in the S&P500, we switch to an aggressive AA like 90/10 or 85/15 and hold that AA for the remainder of our retirement.
The idea is we want to position ourselves to minimize damage from the eventual SORR event, but once the SORR event is actually occurring, it has historically been the safest time to pivot to an equities-heavy AA. This is a refinement of the glide path idea because the AA changes in response to an actual event, not a schedule. The AA changes once in response to information available at that time, and we favorably adapt to the often-fatal first SORR event of early retirement.
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Imaginary example sequence of events:
1) Begin a 40 year retirement in January 2022 with 25x and a 40/60 stock/cash allocation. Our IPS says switch to a 90/10 AA if the S&P 500 drops 30% from its most recent high. This is our trigger event. (fill in your own preferred details or pick a mix of cash, bonds, and gold)
2) In September 2024, the stock market drops 30% but our portfolio is only down (40% * 30% =) 12%. We switch to a 90/10 AA as our IPS requires.
3) We didn't time it perfectly. The stock market has another 10% drop to go, costing our portfolio another 9% (total damage now -21%). We are still much better off than we would have been had we started with a 90/10 AA and suffered a 36% loss. We are now more aggressively allocated than if we were on a 10 year glide path though.
4) In June 2028 the market again reaches its previous highs. We took most of the downswing with a conservative AA and rode the recovery with an aggressive AA. Our portfolio has grown and we successfully dodged that critical first SORR event of early retirement. Because 40% drops are usually followed by long bull markets, we have a decade of above-average returns ahead of us which we capture in our aggressive AA, outrunning SORR events in the distant future.
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I think this idea is worth looking into. Glidepaths allow for slightly higher WRs because they sometimes approximate the process I'm describing, slightly reducing damage from early SORR events and going slightly more aggressive as they occur. By tying the AA change directly to the actual event we are worried about, I hypothesize an algorithmic AA approach could save the 4% rule.
ERN's SWR spreadsheet is not set up to simulate algorithmic AA changes like this, but if it was we could optimize the variables like starting AA, trigger size, and ending AA. I gave it a try for a couple of hours, but reverse-engineering other people's excel formulas is hard! Someone with more familiarity might knock it out much faster. Any takers?
One risk lies in the possibility that we set our trigger event too low. For example, if we switch from conservative to aggressive AA in response to a routine 15% correction, we aren't dodging much risk in terms of retirement-killing bear markets. Another problem would be if the stock market behaves in an ahistorical way and somehow does not have a correction the size of our trigger event for decades. Such a happy scenario would probably be a cohort where a hyper-conservative portfolio would do fine anyway. Last, there might be "double tap" scenarios where a correction triggers us to go aggressive and then we are hit with a second, bigger correction immediately thereafter. Between these risks is probably a sweet spot where one's trigger is big enough to mitigate SORR but small enough to mitigate the risk of sitting in a conservative portfolio too long. Then there is behavioral risk. Increasing one's AA while people are dying in the streets from Ebola, while China is invading its neighbors, or while the US government is being overthrown would be hard and one might say "how about a 50% drop instead of 30%? Sounds reasonable given the crazy circumstances." Then you miss the bottom and your retirement fails.
I generally like the idea. I haven't simulated that yet because there are too many bells and whistles and different ways to model this. As you noted in your second comment, you might move too soon after a 15% drop, and then if the world goes to hell you wipe out your 90/10 portfolio too fast. Or you set the target drop too pessimistically and miss the turning point.
There's also a behavioral component: Are we sure that retirees from the January 2020 cohort had the nerve to move to 90/10 at the bottom of the bear market on March 23, 2020. If they did that they would have done phenomenally well.
So, yes, sounds like a nice idea in theory, but the practice part is not 100% clear. But certainly, a good idea to research, so thanks for the suggestion. 🙂
I've been trying to hack the SWR spreadsheet to model this algorithmic behavior. I've got the variables in place, got the trigger detection columns in place, but the point where I get stuck is how to model independent behavior for each specific cohort. The spreadsheet's existing infrastructure is oriented toward averaging the returns of one AA rather than listing the specific experience of cohort after cohort as they change AAs.
E.g. if someone retired in 1985, they probably go aggressive in 1987, but someone retiring in 1988 sticks with conservative - possibly for a long time.
I'm racking my brain trying to come up with a simpler solution than creating a monthly cohort by monthly cohort specific simulation that adds up the cumulative returns, net of withdraws, for the conservative AA until the trigger occurs, and then switching to the aggressive AA. Even that would involve some formulas I'm unfamiliar with. Any alternative ideas?
OK, so I've adapted the spreadsheet to allow for simulations to explore hypothesis #2, which was
Rule 2:
A retiree shall at all times look back X months and determine if a S&P500 drawdown of Y% from its most recent high has occurred during that time. If yes, hold or switch to an aggressive AA. If no, hold or switch to a conservative AA.
I haven't done every iteration of the idea, but so far the results do not look good for rule #2. Changing one's AA from a defensive to an aggressive AA after a big drop in an attempt to catch the rebound almost always seems to worsen results. It doesn't even help to do the opposite, entering a positive number as the lookback period to chase momentum.
Perhaps this is because the bear markets we are trying to avoid are of the many-years-long variety, and going aggressive in the middle of such a downturn results in cuts from falling knives. You can improve on the failure probabilities of highly defensive portfolios (e.g. 40/60) but the failure probabilities are still worse than I could stand, and this result is probably due to time in an aggressive AA, not the change itself.
OTOH, maybe the algorithmic models trade one sort of risk for another. E.g. If I retire right before a long bull market with a defensive AA, maybe I fail because I miss the gains and draw down a relatively flat portfolio. I'd have to dive into the specific problem areas to understand the "why" further.
Spreadsheet notes:
1) All edits are highlighted in yellow for your convenience. I was able to reuse almost all of the spreadsheet's existing infrastructure. This was the "easy" hypothesis to test.
2) I still need to explore what happens when larger numbers are entered as the lookback duration and the aggressive AA duration. The formulas don't break because these only select the AA in StockBondReturns, not expanding an array or anything. The defensive AA is selected by default in the Portfolio return column, so the effect of an error would be to stay defensive longer than a hand-tabulation would yield.
3) The longer the lookback period, the more of the 1870's get defaulted to a defensive portfolio. One could in theory fix this by reworking the SWR formulas to start in the 1880's.
4) I could drop this into a google sheet for security if you prefer.
Overall, I'd like to know if you see anything wrong with the way I designed this experiment? I was hopeful that retirees could "buy the dip" or at least benefit from the scenario we think about with SORR and bond tents. Unless I've made a conceptual or spreadsheet error, it doesn't look like Rule #2 can save the 4% rule.
