Unfortunately, the Heat Map won't get me there. Let me explain a different way. Here's what I noted in the
other thread, then titled, "The Case Against 100% Stocks (and what to do about it)":
Out of 83,000 total portfolios, about half of them did better than TSM in terms of risk/reward. So that means about half of them worse. Isn't that the point of just buying the whole stock market? I understand you're looking at many asset classes which aren't composed of stocks, but that's the most interesting part. Despite looking at so many different asset classes, that dynamic was still in play! Buy the whole stock market, and you'll get average returns.
Buy the whole stock market, and you'll get average returns. Looking at your charts, there seems to be an invisible Invisible horizontal barrier at the Total Stock Market level. Only 1 of the super-portfolios surpassed it. As is a common theme around here, beating the average seems to be a tough nut to crack:
When you deviate from the average, you could end up as any one of the little dots on this chart. As you didn't comment on your thought process, I'll assume my suspicions are correct, and it's the first one:
Don’t you see? You're making the same mistake everyone else did when creating their slice-n-dice portfolio, they were just using different data. I'm sure at some point all those other portfolios looked just as amazing, and now look at them. Seemingly randomly-distributed dots, almost all comfortably under the invisible line of Average. Perhaps the Golden Butterfly will end up being closer to the Permanent Portfolio in a few years, after-all, they have a similar story.
This is a dangerous game to play, and I believe this is what's being lost on your readers. You can either take your average returns, or you can play the "choose a dot" game. The problem is, there's no way of knowing where the dot will slide, for your specific timeline! What if it moves down here, next to the Permanent Portfolio?
What if it moves further down, close to the Desert Portfolio?
What if it moves further down still?
When you play the "choose a dot" game, you can end up anywhere. While you talk a lot about volatility risk, I believe this risk is underplayed. This doesn't leave much wiggle-room for unexpected expenses in retirement, or sub-par investment returns. While I'm sure you understand this, I don't believe it's coming across clearly. You have enough data to play with this. "If you played this game on a 10 year time frame, what are the chances you’d end up with a bad dot after 10 more years? What about a 15 year time frame? 20? 30?
Based on this, if you decide to play this game on a ~40 year time frame (data from 1972), what are the statistical chances of picking a bad dot? If so, what are the consequences?
It wouldn't be perfect, and there's only so much you can do with limited data, so maybe you can come up with a better idea? ¯\_(ツ)_/¯
In any case, maybe you can give me a list of some of the worst portfolios (not assets) in the chart above? This might go a long way in uncovering why it's believed there *needs* to be a fundamental backing to what seems to be just another ordinary dot.