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Does "sell in May and go away" work? 33 years of SPY, tested

It's the most repeated piece of seasonal folklore in markets — get out in May, come back in November. The unusual thing is that the pattern behind it is genuinely real. The strategy built on it is still a mistake. Here's 33 years of data showing both at once.

The short version: the summer slump is real — over 33 years of SPY the winter half-year (Nov–Apr) averaged about 7% versus about 4.3% for summer (May–Oct), and winter beat summer in 5 of the last 6 five-year blocks. But "sell in May and go away" the strategy is still a mistake: going to cash each summer returned 6.7% a year versus 10.8% for buy-and-hold, with a worse Sharpe (0.55 vs 0.64). The only thing it bought was a shallower worst drawdown (-37% vs -55%). Even the smart version — bonds instead of cash — lost to buy-and-hold on return. Real pattern, bad trade. The data's below.

Two things are usually confused in this debate, and separating them is the whole article. One: is summer really weaker than winter for stocks? Two: can you make money acting on it? The answer to the first is a clear yes. The answer to the second is a clear no — and the gap between those two answers is one of the most useful lessons in seasonal trading.

The pattern is real: summer is the weak half

Here's the average return of SPY in each calendar month across 33 years, with the "summer" months (May–October) marked. This isn't a strategy yet — just the raw seasonal shape:

Bar chart of SPY average return by calendar month 1993-2026: winter months Nov-Apr in blue are strong, summer months May-Oct in orange are weaker, September is the only negative month
November and April are the powerhouses; September is the only month with a negative average in 33 years. The summer half is visibly weaker — the folklore has a real basis.

Put numbers on it: the six winter months compounded to about a 7% average half-year return, the six summer months to about 4.3%. That's a meaningful gap — summer delivered roughly 40% less than winter. And it's persistent, not a one-decade fluke:

Grouped bars of average winter versus summer 6-month return in complete five-year blocks 1995-2024: winter wins in 5 of 6 blocks, summer stays positive except 2000-2004
Six complete five-year blocks. Winter beat summer in five of them — the exception being 2005–2009. Notice the honest detail: summer is weaker, but except for the 2000–2004 dot-com bust it stayed positive. That single fact is what breaks the strategy.

The strategy fails: you sit out gains, not just risk

If summer is weaker, selling in May should help — that's the intuition. It doesn't, and the reason is in the chart above: summer is weaker but still positive. When you sell in May and go to cash, you're not dodging losses most years; you're skipping smaller gains. Over 33 years that adds up to a lot of forgone compounding:

Log-scale equity curves 1993-2026: buy and hold SPY reaches highest at 10.8% CAGR, sell-in-May-to-cash lags badly at 6.7%, sell-in-May-to-bonds in between at 8.5% from 2002
Net of costs, log scale. Selling to cash (orange) falls far behind buy-and-hold (grey): 6.7% a year versus 10.8%. The bonds version (blue, from 2002 when TLT data starts) does better but still trails. The seasonal effect is real; capturing it profitably is another matter.

Read the scoreboard like a skeptic. Buy-and-hold: 10.8% a year, Sharpe 0.64, worst drawdown -55%. Sell in May to cash: 6.7%, Sharpe 0.55, worst drawdown -37%. So the cash version didn't just lose on raw return — its risk-adjusted return was worse too. The one and only thing it improved was the max drawdown, and that's because sitting in cash through the autumn dodged the tail of 2008. If a shallower worst-case is the specific thing you need, fine — but you're paying roughly four percentage points a year for it, which is a very expensive insurance policy.

The least-bad version: bonds, not cash

There's an obvious fix to "cash earns nothing all summer": park in something that does. Holding SPY in winter and long-term Treasuries (TLT) in summer earned 8.5% a year since 2002 — better than the cash version, but still short of buy-and-hold's 11.2% over the same window, at a similar Sharpe (0.57 vs 0.66) and a smaller drawdown (-40% vs -55%). It's the least-bad version, and it leans on the same idea our portfolio math is built on — pair assets that don't slump at the same time. But be honest about what it is: a way to hold a bit less equity risk, not a way to make more money.

What this actually teaches

"Sell in May" is a near-perfect example of a trap we see constantly: a real statistical pattern that is not a tradable edge. The seasonality passes every test for existence — persistent, decades-long, visible in the monthly averages. It fails the only test that matters for your account: after you act on it and pay costs, are you better off? You're not. This is exactly why every strategy on this site has to clear a net-of-costs, risk-adjusted bar before it earns the word "works" — and why so many famous patterns don't.

Lab notes

One thing that surprised me while running this: summer is positive more often than winter (79% of summers were up versus 76% of winters), it's just positive by less. That's the whole illusion in one sentence — "summer is weak" gets misheard as "summer is dangerous," so people picture themselves dodging crashes. Mostly they'd be dodging perfectly good +4% summers. I charged 0.05% on each of the two switches a year, which barely dents it — the strategy's problem isn't costs, it's the premise. Data is SPY total-return from our frozen cache, so dividends are included; a cash-only version that ignored dividends would look even worse.

FAQ

Is "sell in May and go away" real?

The pattern is. Over 33 years of SPY the winter half (Nov–Apr) averaged ~7% vs ~4.3% for summer (May–Oct), winter beat summer in 5 of 6 five-year blocks, and September is the only month with a negative average. Summer really is the weaker half.

Does the sell-in-May strategy beat buy and hold?

No. Selling to cash each summer returned 6.7% a year vs 10.8% for holding, with a worse Sharpe (0.55 vs 0.64). Only the max drawdown improved (-37% vs -55%). Summers are weaker but still positive, so you skip gains, not just risk.

Is there a version that works better?

Bonds instead of cash: SPY in winter, TLT in summer earned 8.5% a year since 2002 vs 11.2% for buy-and-hold, similar Sharpe, smaller drawdown. Least-bad version — a drawdown trade, not a return improvement.

Why is September historically bad?

It's the only month with a negative average in our sample; reasons are debated (tax positioning, autumn crashes clustering in 2008/2001). But an average isn't a rule, and a single-month seasonal never cleared our net-of-costs bar.

Backtest notice: dividend-adjusted SPY and TLT data 1993–2026 (TLT from 2002) from our frozen data cache, 0.05% commission per side on the two seasonal switches. Winter = Nov 1–Apr 30, summer = May 1–Oct 31. Backtested performance is hypothetical. Past performance does not guarantee future results. This is research, not financial advice.
Robin Eriksson

Robin Eriksson

Founder of EdgeLab. Five years of discretionary losses taught me to test everything — now I publish the strategies that survive. About me →

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