Take the crash everyone knows. The S&P composite closed at its 1929 peak on 7 September 1929. It did not close above that level again until 22 September 1954 — 300.5 months, a quarter of a century. That is the number quoted to frighten people, and it is correct.
Now add the dividends. Companies kept paying them through the Depression, at lower levels, and an investor who reinvested them was made whole in nominal terms by January 1945 — 184 months. Then add deflation: prices of everything fell by a quarter in the early 1930s, so a dollar bought more. Measured in purchasing power, with dividends reinvested, the same investor was back to even by November 1936 — 86 months, about 7.2 years.
Twenty-five years, fifteen years, seven years. One crash, three honest answers, and the thread arguing about it never says which one it means.
This story walks through every episode in the Markets Panic research and shows all three clocks side by side where a free source exists. It does not tell you which clock is yours. That depends on whether you reinvested, whether you were adding or withdrawing money, what you paid in fees and tax, and what your own prices were doing. But it will stop you from comparing someone's price-only thirteen years with someone else's dividends-reinvested two.
The same crash on three clocks
Price uses daily closes from the main research. The dividend and inflation clocks use Robert Shiller's monthly averages, the only free source with dividends back to 1871; monthly averages land on different dates and shallower depths than daily closes. The two resolutions are never mixed in one number.
Dividends shorten the wait. Inflation can lengthen it more than dividends shorten it.
The 1929 case is the one where the three clocks disagree most, but it is not the only shape. In 1973 the order reverses. The oil-shock bear market regained its price peak in 90.2 months, and with dividends in only 42. But the 1970s were inflationary, not deflationary. After adjusting for prices, the investor who held through 1973 was not back to even until January 1985 — 144 months, twelve years. The index looked recovered on the screen for most of that time. The groceries said otherwise.
The 2000 peak is the other long one, and it hides a trap in the table. The Nasdaq Composite, the index that defines the dot-com episode here, has no free total-return series, so its dividend and inflation columns show the S&P 500 over its own 2000 peak instead — clearly labelled, not a substitute for the Nasdaq. On that basis the S&P regained its 2000 level with dividends in 73.7 months, by 23 October 2006. Inflation-adjusted, it did not: the 2008 crisis arrived before purchasing power was restored, the real total-return series bottomed in March 2009, and the real recovery came only in May 2013 — 153 months. That is the longest wait to real break-even from any month in the 153 years of Shiller's data, and it began at what many people remember as an ordinary, if expensive, time to buy.
The 2007 crisis is the tidy case. Price: 65.6 months to 28 March 2013. With dividends, daily: 53.8 months to 2 April 2012, a year sooner. Inflation-adjusted: 65 months, back to roughly the price clock, because the dividend gain and the inflation loss nearly cancelled. The 2020 shock was so fast that the three clocks barely separate (5.9, 5.7 and 7 months). The 2022 bear market shows the modern pattern: dividends cut the wait from 24.5 to 23.3 months, and the inflation of that year pushed the real recovery out to 25.
| Episode | Market · benchmark | Fall (price, daily) | Price → old peak (months) | With dividends, daily (months) | With dividends, monthly (months) | Inflation-adjusted, monthly (months) |
|---|---|---|---|---|---|---|
| 1929 · Wall Street crash | United States · S&P composite predecessor | −86.22% | 300.5 | series starts 1988 | 184 | 86 |
| 1973 · Oil shock & stagflation | United States · S&P 500 | −48.20% | 90.2 | series starts 1988 | 42 | 144 |
| 1987 · Black Monday | United States · S&P 500 | −33.51% | 23.0 | series starts 1988 | 21 | 24 |
| 1987 · Hong Kong market crash | Hong Kong · Hang Seng | −52.02% | 45.5 | N/M | N/M | N/M |
| 1989 · Japanese asset bubble | Japan · Nikkei 225 | −81.87% | 409.8 | N/M | N/M | N/M |
| 1994 · Mexican peso crisis | Mexico · IPC | −49.38% | 22.8 | N/M | N/M | N/M |
| 1997 · Asian crisis in Korea | South Korea · KOSPI | −64.66% | 22.3 | N/M | N/M | N/M |
| 1997 · Asian crisis in Thailand | Thailand · SET Index | −75.87% | 125.6 | N/M | N/M | N/M |
| 1997 · Asian crisis in Indonesia | Indonesia · Jakarta Composite | −65.33% | 78.1 | N/M | N/M | N/M |
| 1999 · Greek bubble & debt crisis | Greece · ATHEX Composite | −93.06% | ≥ 322.0 · not regained | N/M | N/M | N/M |
| 2000 · Dot-com bubble | United States · Nasdaq Composite (TR columns: S&P 500) | −77.93% | 181.4 | 73.7 | 74 | 153 |
| 1999 · UK millennium peak | United Kingdom · FTSE 100 | −52.57% | 181.9 | N/M | N/M | N/M |
| 2000 · French dot-com bubble | France · CAC 40 | −65.29% | 253.9 | N/M | N/M | N/M |
| 2007 · Chinese equity bubble | China · Shanghai Composite | −71.98% | ≥ 227.0 · not regained | N/M | N/M | N/M |
| 2007 · Global financial crisis | United States · S&P 500 | −56.78% | 65.6 | 53.8 | 58 | 65 |
| 2008 · Global crisis in India | India · BSE Sensex | −60.91% | 33.9 | N/M | N/M | N/M |
| 2008 · Global crisis in Brazil | Brazil · Ibovespa TR | −59.96% | 111.7 | price column is TR | N/M | N/M |
| 2015 · Chinese bubble & long slump | China · Shanghai Composite | −52.30% | ≥ 135.1 · not regained | N/M | N/M | N/M |
| 2020 · COVID shock in Australia | Australia · All Ordinaries | −37.09% | 13.8 | N/M | N/M | N/M |
| 2020 · COVID shock | United States · S&P 500 | −33.92% | 5.9 | 5.7 | 6 | 7 |
| 2004 · Election uncertainty | India · BSE Sensex | −23.97% | 6.5 | N/M | N/M | N/M |
| 2013 · Nikkei spring sell-off | Japan · Nikkei 225 | −20.36% | 6.2 | N/M | N/M | N/M |
| 2016 · Brexit vote shock | United Kingdom · FTSE 100 | −5.62% | 0.20 | N/M | N/M | N/M |
| 2018 · February volatility correction | United States · S&P 500 | −10.16% | 6.9 | 5.9 | 6 | 7 |
| 2018 · Fourth-quarter correction | United States · S&P 500 | −19.78% | 7.1 | 6.7 | 7 | 7 |
| 2018 · Australian market correction | Australia · All Ordinaries | −14.35% | 7.8 | N/M | N/M | N/M |
| 2022 · Inflation & rate-hike bear market | United States · S&P 500 | −25.43% | 24.5 | 23.3 | 18 | 25 |
| 2024 · Election-result pullback | India · BSE Sensex | −5.74% | 0.13 | N/M | N/M | N/M |
| 2025 · Tariff shock correction | United States · S&P 500 | −18.90% | 4.2 | 4.2 | undefined | undefined |
Why the forum answers contradict each other
Read the replies to “how long does it take to recover?” with the three clocks in mind and the contradictions resolve. “One to two years” is usually the 2020 shock, or the 1987 crash, on any clock — both were back inside two years. “Four to five years” is 2007 with dividends. “Thirteen years” is the S&P 500 from its 2000 peak measured in purchasing power with dividends — 153 months here — or its price index if you dismiss the brief 2007 recovery that the next crisis erased. “Fifteen years” is the Nasdaq's 181.4-month price wait. “Twenty-five years” is 1929 without dividends. Nobody in those threads is lying. They are remembering one row of this table each, and none of them says which column.
There is a fourth clock the table cannot show: your own. An index regaining its old level is not an investor breaking even. Someone who kept contributing through the fall bought at lower prices and recovered sooner than the index. Someone who was withdrawing — a retiree, say — sold at lower prices and may never recover on the index's schedule. Fees, taxes and, outside the United States, currency movements all shift the date. The three clocks here are properties of one benchmark; the fourth is a property of one life.
How long is long? Every start month since 1871
The episodes above are famous peaks. A fairer question is what happened to an investor who bought in any month, not just the worst one. Shiller's monthly series allows exactly that: for every month from January 1871 to June 2024, we ask how the S&P composite with dividends reinvested had done after one, two, three, five, ten, fifteen and twenty years.
| Holding period (years) | Worst outcome, with dividends | Share of start months that lost | Worst outcome, inflation-adjusted | Share that lost, inflation-adjusted |
|---|---|---|---|---|
| 1 | -62.3% (from June 1931) | 27.7% | -58.1% (from June 1931) | 30.8% |
| 2 | -74.3% (from June 1930) | 20.4% | -68.2% (from June 1930) | 25.2% |
| 3 | -78.6% (from July 1929) | 15.3% | -72.8% (from July 1929) | 21.5% |
| 5 | -61.3% (from September 1929) | 10.4% | -50.8% (from September 1929) | 18.9% |
| 10 | -33.7% (from August 1929) | 3.0% | -45.7% (from March 1999) | 11.2% |
| 15 | -5.2% (from September 1929) | 0.1% | -27.6% (from December 1905) | 4.5% |
| 20 | 50.0% (from September 1929) | 0.0% | -4.3% (from June 1901) | 0.1% |
Two things stand out. First, the worst outcomes are all the same event: every nominal worst case is a start month in 1929–31. Second, the answer to “how long is long?” is different in nominal and real terms. With dividends and no inflation adjustment, no twenty-year start month has ever lost money in this series, and the worst fifteen-year outcome was a loss of 5.2%. Adjusted for inflation, 11% of ten-year starts lost purchasing power, the worst ten-year start was March 1999 at -45.7%, and even at twenty years one start (June 1901) finished -4.3% below where it began. The longest wait from any month until the inflation-adjusted index with dividends regained that month's level was 153 months, from August 2000 to May 2013.
So when a reply says “the market always recovers,” it is describing the nominal, dividends-reinvested, twenty-year column of one country's index. That column has indeed never lost. It is also the most generous column on the page, and the one furthest from how most people experience a crash, which is in the first year, in nominal price, on a screen.
Use the clock that matches your decision
If you are deciding whether to sell before a feared crash, the relevant clock is the one that governs your re-entry rule, and that is usually price — the level you will be watching on a screen. If you are deciding whether you can afford to wait, the relevant clock is inflation-adjusted with dividends, because that is what your money will buy when you need it. If you are arguing on a forum, the relevant clock is whichever one the other person is using, and it is worth asking.
The calculator lets you put a portfolio on any of the price paths in the table and choose a re-entry rule before seeing the outcome. It works in price terms, like the screen you would be watching. Three of the long episodes are linked below.
What this does not prove
- The dividend and inflation clocks use monthly average prices, not daily closes. A monthly average peak is lower and later than the daily closing peak, so depths are shallower and dates can differ by weeks from the price column. The two resolutions are shown in separate columns and never combined.
- Non-US total-return indices are licensed and are not reproduced here. “N/M” means not measured, not “no dividends.” Ibovespa's price entry is itself a total-return index.
- The Nasdaq 2000 row's dividend and inflation columns are the S&P 500 over its own 2000 peak. No free Nasdaq total-return series exists.
- The holding-period table is one country's index over 153 years. It is not a probability distribution for the future, and it is not statistically representative of other markets: the Japanese and Greek episodes in the main research have no equivalent in it.
- A benchmark regaining its level is not an investor breaking even. Contributions, withdrawals, fees, taxes, currency and the investor's own dates change the answer, in both directions.
- Nothing here predicts the length of the next recovery or recommends staying in, selling or buying.
Method and sources
Price recoveries: selected peak, lowest close before first recovery and first closing recovery from daily closes, as in the main research. Intraday highs and lows are excluded. Total-return recoveries apply the same rules to each total-return series separately. Research snapshot cutoff: 14 September 2026.
- S&P 500 and composite predecessor historical data — price episodes; the missing Saturday 7 September 1929 close is supplied from Yardeni's S&P/Haver table, as documented in the main research.
- S&P 500 total-return index (^SP500TR) — daily closes from 4 January 1988; used for the daily with-dividends column.
- Robert J. Shiller, Irrational Exuberance online data (ie_data.xls) — monthly average price, dividend rate and CPI from 1871; nominal total return computed as TRt = TRt−1 × (Pt + Dt/12) / Pt−1, real total return from Shiller's own CPI-adjusted column; used for the monthly columns and the holding-period table.
- Nasdaq Composite historical data — the 2000 price episode.
- Total-return companion report: definitions, formulas, file hashes and reproducibility.
- Markets Panic methodology, definitions, caveats and reproducibility notes.