4. 200 Years of Hard Evidence
4. 200 Years of Hard Evidence
Two Centuries, Four Assets
Of all the arguments about investing, one set of data can end most of them. Not some fund manager’s short-term record, not one year’s market performance, but a full two hundred years of historical return. From 1802 to 2021, putting the same $1 into four different assets produces this:
| Asset | Value of $1 after 200 years | Annualized Return |
|---|---|---|
| U.S. Stock Index | about $27,750,000 (27.75 million times) | 8.941% |
| Long-term Bonds | about $34,000 (34,000 times) | 5.36% |
| Gold | about $103 (barely beats inflation) | 2.124% |
| Cash | about $0.05 (five cents left) | negative (inflation ate 20×) |
This table pushes “invest vs. not invest” to the extreme:
- $1 becomes $27.75 million vs. $1 becomes 5 cents — the two ends differ by 500 million times.
- Stretch those four annualized curves across 200 years, and the gap is not a percentage gap, it is an order-of-magnitude gap.
- If stocks are heaven, bonds are ground, and gold barely keeps its head above water, then cash is the eighteenth level of hell — it doesn’t merely fail to grow; it is continuously, silently, eaten away by inflation.
This is why CLEC keeps saying “cash is slow suicide” — you think parking it in the bank is safest, but 200 years later there is only 5% left. Real safety is not “staying put”; it is “staying put inside the right asset.”
The Modern Hard Evidence: 1950–2023
Some may say 1802 is too distant — that era’s market was nothing like today’s, and the comparison is meaningless. Fine. Let’s use a more recent window. 1950 to 2023, 73 years: the S&P 500 rose from 21.8 points to 4754.63 — 218.1×.
- Price annualized: 7.65%
- Plus reinvested dividends ≈ 2%
- Combined annualized: 9.65% This data excludes the extreme history of the 1929 crash; the span is also closer to a modern investing lifetime. But the conclusion is identical: the span changed; the annualized did not. This tells you two things. First, long-term annualized returns of 9–10% are not coincidence; they are the steady state across windows from 70 to 200 years. Second, you do not need to bet on the top or bottom of any single year — you just need to stay in long enough.
The 80-Year Coordinate, 1941–2021
Another starting point: in 1941 the S&P 500 was only 9.2 points; at the end of 2021 it was 4766 — 518× in 80 years.
- Price annualized: about 8.12%
- With dividends: about 10.12% Whether you start from 1802, 1950, or 1941, the conclusion is highly consistent — long- term annualized returns are in the 9–10% range. That range is not a single scholar’s prediction; it is 200 years of the market paying out in real money.
Holding Stocks vs. T-Bills: Time-Window “Best vs. Worst”
This section drives “what does long-term safety mean” home with one table. Below are the maximum / minimum annualized returns achievable from any starting point during 1950– 2002, for holding periods of N years:
| Years Held | Stocks Best / Worst (annualized) | T-Bills Best / Worst (annualized) |
|---|---|---|
| 1 year | +52% / −26% | +35% / −22% |
| 5 years | +23.92% / −2.36% (loss still possible) | +20.25% / −15% |
| 10 years | +19.35% / +1.24% (no longer a loss) | still possibly negative |
| 15 years | +18.83% / +4.31% | still possibly negative |
| 20 years | +17.87% / +6.53% | even 30 years can still be negative |
Read this slowly, then read it again. What it tells you is:
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Hold stocks longer than 15 years, and no starting point produced a loss — the worst 15-year window still annualized 4.31%.
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Hold T-bills (which conventional wisdom calls “risk-free”) longer than 30 years and you can still lose — because inflation has eaten away the real purchasing power. The advice from your typical financial advisor that “low-risk-tolerance investors should buy bonds” doesn’t stand up to this table. The real risk is not short-term volatility; the real risk is having such a low long-term return that inflation overtakes your assets. Treasuries, bond funds, savings insurance — these things, packaged as “safe,” are actually trading your purchasing power for stability. And a stock index, given 15 years, will return positive; given 30 years, it will return several times; given 60 years, it will return a hundred times. Let’s use a concrete example to feel the power of compounding. Suppose you invest $10,000 today in the U.S. stock market, at a long-term historical average of 9% annualized. After ten years, your $10,000 becomes $23,674 — more than double. That sounds nice but not exciting. The magic of compounding lies precisely in its nonlinear growth. After twenty years, that $10,000 becomes $56,044. After thirty, $132,677. After forty? $314,094. After fifty, $743,575. And in the sixtieth year — a full investing lifetime — your $10,000 becomes $1,760,000. Just $10,000, with no further additions, and over sixty years, compounding turns it into 176×. This is what Einstein meant when he called compounding “the eighth wonder of the world.” Compounding is so powerful because it is exponential, not linear. In the first ten years, your assets grow by about $13,000; in the last ten years (year 50 to year 60), they grow by more than $1 million. The same ten years, but the last decade creates almost 80× the wealth of the first. Which means: in investing, the longer your time, the more astonishing the return. Your wealth growth is not a flat line but a steeply rising curve — gentle and almost weak in the first half, but in the second half rising like a launching rocket, unstoppable. There is another data point worth attention. By historical statistics, after every S&P 500 bottom, the average first-year rebound is 46%. Which means if you held your position through the 2022 bottom and did not sell, you captured the powerful 2023 rebound in full. In fact, QQQ rose 54.85% in 2023, far outpacing the S&P 500’s 24%. But if you panic-sold in 2022 and waited to “re-enter” in 2023 — assuming you even had the courage — you permanently lost the fattest slice of that rally. This is why the risk of leaving the market is far greater than the risk of staying in it. Finally, let me close this section with a comparison. Taiwan’s total annual fiscal spending is about NT$3.6 trillion, or roughly $100 billion USD. Apple’s market cap at the end of 2023 was about $3 trillion USD. Which means: Taiwan would need 30 years of its entire fiscal spending — no food, no construction, no salaries, no other expenses — just to buy Apple. And that’s at Apple’s current market cap; in 30 years Apple will surely be worth far more than $3 trillion. The contrast lets us feel how huge the power of the capital market is. As individual investors, we don’t need to found an Apple. We only need an index fund — to climb aboard the train pulled by humanity’s best companies — and we share in the wealth
generated by the entire civilization’s technological progress. If the direction is right, time finishes the work. If the direction is wrong, no effort will do.
Key Points
One, the U.S. stock market returned 27.75 million times over 200 years, an annualized 8.94% — far ahead of long-term bonds’ 34,000× and gold’s negligible return. Hold stocks more than 20 years and there is no loss; hold bonds even 30 years and there can still be a loss. This thoroughly overturns the conventional view that “bonds are safer than stocks.” Two, compounding is exponential, not linear. $10,000 at 9% annualized becomes $1.76 million in 60 years. The wealth created in the second half of an investing lifetime far exceeds the accumulation of the first half — so the earlier you start, the longer you hold, the more astonishing compounding becomes. Three, the average first-year rebound after every market bottom is 46%. The biggest risk of leaving the market is not the decline itself, but missing the golden window of the rebound. Taiwan needing 30 years of its entire fiscal budget to buy Apple makes another point: climbing onto the capital-market train is the only way ordinary people share the dividends of human progress.
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