Does the Market Turn at the Midpoint of Mercury Retrograde? We Tested All 241 Since 1950
“The night of July 12 is the exact midpoint of Mercury's retrograde — watch for a direction change that day.” We heard this in a trading community this week, and it is the best kind of claim: specific, dated, and checkable. So we checked it — first the astronomy, then all 241 retrograde midpoints in 76 years of S&P 500 history, with a chart for every single one.
The Conclusion
The midpoint of Mercury retrograde is not a turn date. Every test we ran — loose swing pivots, tradeable 1.5% reversals, and a hot/cold cycle filter on top — came out at or below the rate of a randomly chosen trading day on the exact same test.
The astronomy itself is correct. July 11–12, 2026 really is the exact midpoint of the current retrograde (June 29 – July 23), and it coincides with Mercury's inferior conjunction with the Sun. The date is right; the market claim attached to it is what fails.
The claim as stated never beats chance. A swing high or low landed within two days of the midpoint in 45.2% of the 241 cases — against a 51.4% base rate for any trading day. The last decade's 18 hits in 33 midpoints (54.5%) is exactly what a coin flip predicts.
Requiring a tradeable reversal makes it worse. Demand a 1.5% counter-move within five days and the midpoints score below the random-day base rate in every window — 26.6% vs. 28.4% on the exact day, and at ±2 days the shortfall (53.9% vs. 59.8%) is nearly significant in the wrong direction.
The belief survives on one spectacular anchor. The famous January 24, 2022 intraday V-bottom — one of the most dramatic reversals of the decade — landed exactly on a retrograde midpoint. So did a bounce in the February 2020 crash. Hits like that get retold; the mid-trend misses quietly vanish.
A hot/cold cycle filter doesn't rescue it. We fitted our equity-curve cycle engine to a fade-every-midpoint strategy: in-sample the “hot” half of the sine wave looks like a rescue, but refit walk-forward the gap dissolves (p = 0.41) — and the HOT trades lose more money than the COLD ones. Regime filters multiply an edge; they can't create one.
Everything below is how we got there — the definitions, the base rates, the controls, and an interactive table of all 241 retrogrades since 1950 where you can open the chart for every midpoint and check us.
The Claim — and Its Astronomy Checks Out
Three times a year, Mercury appears to reverse course and drift backwards through the zodiac for about three weeks. The current retrograde runs from June 29 to July 23, 2026, and its halfway date — the midpoint between the two stations — falls on the night of July 11–12. So the claim's astronomy is accurate. It is also not arbitrary: the midpoint of a retrograde coincides almost exactly with Mercury's inferior conjunction, the moment it passes directly between Earth and the Sun. In traditional astrology this is the “cazimi” — the heart of the retrograde — and it is a natural candidate for a turning point if Mercury cycles drove markets at all.
That gives us a clean, mechanical test. We computed geocentric Mercury positions from a Swiss Ephemeris for every day from 1950 to 2026, detected all retrograde periods, took each one's time midpoint, and asked one question: did the S&P 500 change direction on or near that day more often than it does on any random day?
Test 1: The Claim as Stated
“Direction change” has to be defined before looking, or it will stretch to fit whatever the chart shows. We used a standard swing pivot: the highest intraday high or lowest intraday low of a ±5 trading-day window. Intraday extremes rather than closes, deliberately — a V-shaped reversal that bottoms on a long wick counts as a turn. A midpoint scores a hit if such a pivot lands within two trading days of it. That is a generous definition — a five-day window either side, and a two-day tolerance on top.
Checked by eye over the recent past, the claim looks alive: 18 of the 33 midpoints since 2016 (54.5%) had a pivot nearby, including some spectacular ones — the January 24, 2022 V-bottom fell exactly on a midpoint. Scroll enough charts and you will walk away a believer. The crucial step — the one chart-scrollers never run — is the control: how often does a randomly chosen trading day pass the exact same test?
109 / 241
Midpoints with a pivot within ±2 trading days (45.2%)
51.4%
Share of ALL trading days that pass the same test
The base rate: half of all days pass the same test
On the S&P 500, 51.4% of all 19,242 trading days since 1950 have a swing pivot within two trading days. Any specific called date therefore has roughly even odds of “hitting” — and the midpoints, at 45.2%, actually score slightly below that deck. The recent 18-of-33 streak is not a streak at all; it is what a coin flip looks like when nobody mentions the coin.
The Full 76-Year Record
Extending the test across every tolerance from the exact day to ±3 trading days gives the midpoints four chances to prove themselves. They don't take any of them.
| Pivot within… (±5-day swing) | Midpoint hit rate | Any-day base rate | p-value |
|---|---|---|---|
| Exact day | 26/241 (10.8%) | 11.4% | 0.64 |
| ±1 trading day | 81/241 (33.6%) | 33.1% | 0.46 |
| ±2 trading days | 109/241 (45.2%) | 51.4% | 0.97 |
| ±3 trading days | 143/241 (59.3%) | 65.1% | 0.97 |
Nothing here comes close to significance (p-values are one-sided, testing whether the midpoints beat the base rate — values near 1 mean they score below it). We repeated the grid with looser (±3-day) and stricter (±8-day) swing definitions: twelve combinations in all, and not one beat its base rate. At the widest windows the midpoints score below random — most plausibly noise from the way market turns cluster, not evidence that Mercury suppresses reversals.
Check Every Midpoint Yourself: All 241 Since 1950
Don't take the aggregates on faith. Below is every Mercury retrograde since 1950 with its midpoint, whether the S&P 500 printed a swing pivot within two trading days of it, and a chart for each one — click any row to see what the market actually did around that date. Compare the hit rate chip against the random-day base rate next to it: that gap, not the raw count of hits, is the entire question. The hits and the misses look exactly alike until you know which is which.
241
Midpoints 1950–2026
109 (45.2%)
With a swing pivot
51.4%
Random-day base rate
Click any row to open an S&P 500 chart with the midpoint day highlighted. A swing pivot means SPX printed the highest intraday high or lowest intraday low of a ±5 trading-day window within ±2 trading days of the retrograde midpoint.
| Midpoint | Retrograde | Swing pivot | Pivot date |
|---|---|---|---|
| Jul 11, 2026 | Jun 29, 2026 – Jul 23, 2026 | not enough data yet | |
| Mar 9, 2026 | Feb 26, 2026 – Mar 20, 2026 | — | |
| Nov 19, 2025 | Nov 9, 2025 – Nov 29, 2025 | Low | Nov 21, 2025 |
| Jul 30, 2025 | Jul 18, 2025 – Aug 11, 2025 | High | Jul 31, 2025 |
| Mar 26, 2025 | Mar 15, 2025 – Apr 7, 2025 | High | Mar 25, 2025 |
| Dec 5, 2024 | Nov 26, 2024 – Dec 15, 2024 | High | Dec 6, 2024 |
| Aug 16, 2024 | Aug 5, 2024 – Aug 28, 2024 | — | |
| Apr 13, 2024 | Apr 1, 2024 – Apr 25, 2024 | — | |
| Dec 23, 2023 | Dec 13, 2023 – Jan 2, 2024 | — | |
| Sep 3, 2023 | Aug 23, 2023 – Sep 15, 2023 | High | Sep 1, 2023 |
| May 3, 2023 | Apr 21, 2023 – May 15, 2023 | Low | May 4, 2023 |
| Jan 8, 2023 | Dec 29, 2022 – Jan 18, 2023 | — | |
| Sep 21, 2022 | Sep 10, 2022 – Oct 2, 2022 | — | |
| May 22, 2022 | May 10, 2022 – Jun 3, 2022 | Low | May 20, 2022 |
| Jan 24, 2022 | Jan 14, 2022 – Feb 4, 2022 | Low | Jan 24, 2022 |
| Oct 7, 2021 | Sep 27, 2021 – Oct 18, 2021 | — | |
| Jun 10, 2021 | May 29, 2021 – Jun 22, 2021 | — | |
| Feb 9, 2021 | Jan 30, 2021 – Feb 20, 2021 | — | |
| Oct 23, 2020 | Oct 13, 2020 – Nov 3, 2020 | — | |
| Jun 30, 2020 | Jun 18, 2020 – Jul 12, 2020 | Low | Jun 29, 2020 |
| Feb 27, 2020 | Feb 16, 2020 – Mar 10, 2020 | Low | Feb 28, 2020 |
| Nov 10, 2019 | Oct 31, 2019 – Nov 20, 2019 | — | |
| Jul 19, 2019 | Jul 7, 2019 – Aug 1, 2019 | Low | Jul 18, 2019 |
| Mar 16, 2019 | Mar 5, 2019 – Mar 28, 2019 | — | |
| Nov 26, 2018 | Nov 16, 2018 – Dec 6, 2018 | Low | Nov 23, 2018 |
| Aug 7, 2018 | Jul 26, 2018 – Aug 19, 2018 | High | Aug 7, 2018 |
| Apr 3, 2018 | Mar 22, 2018 – Apr 15, 2018 | Low | Apr 2, 2018 |
| Dec 12, 2017 | Dec 3, 2017 – Dec 22, 2017 | — | |
| Aug 24, 2017 | Aug 12, 2017 – Sep 5, 2017 | — | |
| Apr 21, 2017 | Apr 9, 2017 – May 3, 2017 | — | |
| Dec 29, 2016 | Dec 19, 2016 – Jan 8, 2017 | Low | Dec 30, 2016 |
| Sep 10, 2016 | Aug 30, 2016 – Sep 22, 2016 | Low | Sep 12, 2016 |
| May 10, 2016 | Apr 28, 2016 – May 22, 2016 | High | May 10, 2016 |
| Jan 15, 2016 | Jan 5, 2016 – Jan 25, 2016 | Low | Jan 20, 2016 |
| Sep 28, 2015 | Sep 17, 2015 – Oct 9, 2015 | Low | Sep 29, 2015 |
| May 30, 2015 | May 19, 2015 – Jun 11, 2015 | — | |
| Jan 31, 2015 | Jan 21, 2015 – Feb 11, 2015 | Low | Feb 2, 2015 |
| Oct 14, 2014 | Oct 4, 2014 – Oct 25, 2014 | Low | Oct 15, 2014 |
| Jun 19, 2014 | Jun 7, 2014 – Jul 1, 2014 | — | |
| Feb 17, 2014 | Feb 6, 2014 – Feb 28, 2014 | — | |
| Oct 31, 2013 | Oct 21, 2013 – Nov 10, 2013 | High | Oct 30, 2013 |
| Jul 8, 2013 | Jun 26, 2013 – Jul 20, 2013 | — | |
| Mar 6, 2013 | Feb 23, 2013 – Mar 17, 2013 | — | |
| Nov 16, 2012 | Nov 6, 2012 – Nov 26, 2012 | Low | Nov 16, 2012 |
| Jul 27, 2012 | Jul 15, 2012 – Aug 8, 2012 | — | |
| Mar 23, 2012 | Mar 12, 2012 – Apr 4, 2012 | Low | Mar 23, 2012 |
| Dec 3, 2011 | Nov 24, 2011 – Dec 13, 2011 | — | |
| Aug 14, 2011 | Aug 3, 2011 – Aug 26, 2011 | High | Aug 17, 2011 |
| Apr 11, 2011 | Mar 30, 2011 – Apr 23, 2011 | High | Apr 8, 2011 |
| Dec 20, 2010 | Dec 10, 2010 – Dec 30, 2010 | — | |
| Aug 31, 2010 | Aug 20, 2010 – Sep 12, 2010 | Low | Aug 27, 2010 |
| Apr 29, 2010 | Apr 18, 2010 – May 11, 2010 | — | |
| Jan 5, 2010 | Dec 26, 2009 – Jan 15, 2010 | Low | Dec 31, 2009 |
| Sep 18, 2009 | Sep 7, 2009 – Sep 29, 2009 | — | |
| May 18, 2009 | May 7, 2009 – May 30, 2009 | Low | May 15, 2009 |
| Jan 21, 2009 | Jan 11, 2009 – Feb 1, 2009 | Low | Jan 21, 2009 |
| Oct 4, 2008 | Sep 24, 2008 – Oct 15, 2008 | — | |
| Jun 7, 2008 | May 26, 2008 – Jun 19, 2008 | — | |
| Feb 8, 2008 | Jan 28, 2008 – Feb 19, 2008 | Low | Feb 7, 2008 |
| Oct 22, 2007 | Oct 12, 2007 – Nov 1, 2007 | Low | Oct 24, 2007 |
| Jun 27, 2007 | Jun 15, 2007 – Jul 10, 2007 | Low | Jun 27, 2007 |
| Feb 25, 2007 | Feb 14, 2007 – Mar 8, 2007 | High | Feb 22, 2007 |
| Nov 7, 2006 | Oct 28, 2006 – Nov 17, 2006 | Low | Nov 3, 2006 |
| Jul 16, 2006 | Jul 4, 2006 – Jul 28, 2006 | Low | Jul 18, 2006 |
| Mar 13, 2006 | Mar 2, 2006 – Mar 25, 2006 | — | |
| Nov 23, 2005 | Nov 14, 2005 – Dec 3, 2005 | High | Nov 23, 2005 |
| Aug 4, 2005 | Jul 23, 2005 – Aug 16, 2005 | High | Aug 3, 2005 |
| Mar 31, 2005 | Mar 19, 2005 – Apr 12, 2005 | Low | Mar 29, 2005 |
| Dec 10, 2004 | Nov 30, 2004 – Dec 20, 2004 | Low | Dec 9, 2004 |
| Aug 21, 2004 | Aug 9, 2004 – Sep 2, 2004 | — | |
| Apr 18, 2004 | Apr 6, 2004 – Apr 30, 2004 | Low | Apr 21, 2004 |
| Dec 27, 2003 | Dec 17, 2003 – Jan 6, 2004 | — | |
| Sep 8, 2003 | Aug 28, 2003 – Sep 20, 2003 | High | Sep 8, 2003 |
| May 8, 2003 | Apr 26, 2003 – May 20, 2003 | — | |
| Jan 12, 2003 | Jan 2, 2003 – Jan 22, 2003 | High | Jan 13, 2003 |
| Sep 25, 2002 | Sep 14, 2002 – Oct 6, 2002 | — | |
| May 27, 2002 | May 15, 2002 – Jun 8, 2002 | — | |
| Jan 28, 2002 | Jan 18, 2002 – Feb 8, 2002 | — | |
| Oct 11, 2001 | Oct 1, 2001 – Oct 22, 2001 | — | |
| Jun 16, 2001 | Jun 4, 2001 – Jun 28, 2001 | Low | Jun 15, 2001 |
| Feb 14, 2001 | Feb 3, 2001 – Feb 25, 2001 | — | |
| Oct 28, 2000 | Oct 18, 2000 – Nov 8, 2000 | Low | Oct 26, 2000 |
| Jul 5, 2000 | Jun 23, 2000 – Jul 17, 2000 | — | |
| Mar 3, 2000 | Feb 21, 2000 – Mar 14, 2000 | — | |
| Nov 15, 1999 | Nov 5, 1999 – Nov 25, 1999 | — | |
| Jul 24, 1999 | Jul 12, 1999 – Aug 6, 1999 | — | |
| Mar 21, 1999 | Mar 10, 1999 – Apr 2, 1999 | High | Mar 19, 1999 |
| Dec 1, 1998 | Nov 21, 1998 – Dec 11, 1998 | High | Nov 27, 1998 |
| Aug 11, 1998 | Jul 31, 1998 – Aug 23, 1998 | Low | Aug 11, 1998 |
| Apr 8, 1998 | Mar 27, 1998 – Apr 20, 1998 | High | Apr 6, 1998 |
| Dec 17, 1997 | Dec 7, 1997 – Dec 27, 1997 | Low | Dec 19, 1997 |
| Aug 29, 1997 | Aug 17, 1997 – Sep 10, 1997 | Low | Aug 29, 1997 |
| Apr 26, 1997 | Apr 14, 1997 – May 8, 1997 | — | |
| Jan 2, 1997 | Dec 23, 1996 – Jan 12, 1997 | Low | Jan 2, 1997 |
| Sep 15, 1996 | Sep 4, 1996 – Sep 26, 1996 | — | |
| May 15, 1996 | May 3, 1996 – May 27, 1996 | — | |
| Jan 19, 1996 | Jan 9, 1996 – Jan 30, 1996 | — | |
| Oct 2, 1995 | Sep 22, 1995 – Oct 13, 1995 | High | Sep 29, 1995 |
| Jun 5, 1995 | May 24, 1995 – Jun 17, 1995 | High | Jun 5, 1995 |
| Feb 5, 1995 | Jan 25, 1995 – Feb 16, 1995 | — | |
| Oct 19, 1994 | Oct 9, 1994 – Oct 30, 1994 | High | Oct 19, 1994 |
| Jun 24, 1994 | Jun 12, 1994 – Jul 6, 1994 | Low | Jun 27, 1994 |
| Feb 22, 1994 | Feb 11, 1994 – Mar 5, 1994 | High | Feb 17, 1994 |
| Nov 4, 1993 | Oct 25, 1993 – Nov 15, 1993 | Low | Nov 5, 1993 |
| Jul 13, 1993 | Jul 1, 1993 – Jul 25, 1993 | High | Jul 14, 1993 |
| Mar 10, 1993 | Feb 27, 1993 – Mar 22, 1993 | High | Mar 11, 1993 |
| Nov 21, 1992 | Nov 11, 1992 – Dec 1, 1992 | — | |
| Jul 31, 1992 | Jul 19, 1992 – Aug 13, 1992 | High | Aug 4, 1992 |
| Mar 28, 1992 | Mar 16, 1992 – Apr 9, 1992 | — | |
| Dec 8, 1991 | Nov 28, 1991 – Dec 18, 1991 | Low | Dec 11, 1991 |
| Aug 19, 1991 | Aug 7, 1991 – Aug 31, 1991 | Low | Aug 19, 1991 |
| Apr 16, 1991 | Apr 4, 1991 – Apr 28, 1991 | High | Apr 17, 1991 |
| Dec 24, 1990 | Dec 14, 1990 – Jan 3, 1991 | High | Dec 21, 1990 |
| Sep 5, 1990 | Aug 25, 1990 – Sep 17, 1990 | — | |
| May 5, 1990 | Apr 23, 1990 – May 17, 1990 | — | |
| Jan 9, 1990 | Dec 30, 1989 – Jan 20, 1990 | — | |
| Sep 22, 1989 | Sep 11, 1989 – Oct 3, 1989 | — | |
| May 24, 1989 | May 12, 1989 – Jun 5, 1989 | High | May 22, 1989 |
| Jan 25, 1989 | Jan 15, 1989 – Feb 5, 1989 | — | |
| Oct 9, 1988 | Sep 28, 1988 – Oct 20, 1988 | High | Oct 10, 1988 |
| Jun 12, 1988 | May 31, 1988 – Jun 24, 1988 | High | Jun 14, 1988 |
| Feb 12, 1988 | Feb 2, 1988 – Feb 23, 1988 | — | |
| Oct 26, 1987 | Oct 16, 1987 – Nov 6, 1987 | Low | Oct 28, 1987 |
| Jul 3, 1987 | Jun 21, 1987 – Jul 15, 1987 | Low | Jul 1, 1987 |
| Mar 1, 1987 | Feb 18, 1987 – Mar 12, 1987 | — | |
| Nov 12, 1986 | Nov 2, 1986 – Nov 22, 1986 | High | Nov 12, 1986 |
| Jul 21, 1986 | Jul 9, 1986 – Aug 2, 1986 | — | |
| Mar 18, 1986 | Mar 7, 1986 – Mar 30, 1986 | — | |
| Nov 28, 1985 | Nov 18, 1985 – Dec 8, 1985 | — | |
| Aug 8, 1985 | Jul 27, 1985 – Aug 20, 1985 | — | |
| Apr 5, 1985 | Mar 24, 1985 – Apr 17, 1985 | Low | Apr 8, 1985 |
| Dec 14, 1984 | Dec 4, 1984 – Dec 24, 1984 | Low | Dec 13, 1984 |
| Aug 26, 1984 | Aug 14, 1984 – Sep 7, 1984 | — | |
| Apr 23, 1984 | Apr 11, 1984 – May 5, 1984 | — | |
| Dec 31, 1983 | Dec 21, 1983 – Jan 10, 1984 | — | |
| Sep 13, 1983 | Sep 2, 1983 – Sep 24, 1983 | Low | Sep 13, 1983 |
| May 13, 1983 | May 1, 1983 – May 25, 1983 | — | |
| Jan 17, 1983 | Jan 7, 1983 – Jan 27, 1983 | — | |
| Sep 30, 1982 | Sep 19, 1982 – Oct 11, 1982 | Low | Sep 30, 1982 |
| Jun 1, 1982 | May 21, 1982 – Jun 13, 1982 | — | |
| Feb 2, 1982 | Jan 23, 1982 – Feb 13, 1982 | High | Jan 29, 1982 |
| Oct 16, 1981 | Oct 6, 1981 – Oct 27, 1981 | — | |
| Jun 21, 1981 | Jun 9, 1981 – Jul 3, 1981 | Low | Jun 19, 1981 |
| Feb 19, 1981 | Feb 8, 1981 – Mar 2, 1981 | Low | Feb 20, 1981 |
| Nov 2, 1980 | Oct 23, 1980 – Nov 12, 1980 | Low | Oct 31, 1980 |
| Jul 10, 1980 | Jun 28, 1980 – Jul 22, 1980 | — | |
| Mar 7, 1980 | Feb 25, 1980 – Mar 19, 1980 | — | |
| Nov 19, 1979 | Nov 9, 1979 – Nov 29, 1979 | — | |
| Jul 29, 1979 | Jul 17, 1979 – Aug 11, 1979 | — | |
| Mar 26, 1979 | Mar 14, 1979 – Apr 7, 1979 | — | |
| Dec 5, 1978 | Nov 25, 1978 – Dec 15, 1978 | High | Dec 6, 1978 |
| Aug 16, 1978 | Aug 4, 1978 – Aug 28, 1978 | High | Aug 17, 1978 |
| Apr 13, 1978 | Apr 1, 1978 – Apr 25, 1978 | — | |
| Dec 21, 1977 | Dec 11, 1977 – Dec 31, 1977 | Low | Dec 20, 1977 |
| Sep 2, 1977 | Aug 22, 1977 – Sep 14, 1977 | — | |
| May 1, 1977 | Apr 19, 1977 – May 13, 1977 | — | |
| Jan 7, 1977 | Dec 28, 1976 – Jan 17, 1977 | — | |
| Sep 19, 1976 | Sep 8, 1976 – Oct 1, 1976 | High | Sep 22, 1976 |
| May 20, 1976 | May 9, 1976 – Jun 1, 1976 | — | |
| Jan 24, 1976 | Jan 14, 1976 – Feb 3, 1976 | — | |
| Oct 7, 1975 | Sep 26, 1975 – Oct 18, 1975 | — | |
| Jun 10, 1975 | May 29, 1975 – Jun 22, 1975 | — | |
| Feb 9, 1975 | Jan 30, 1975 – Feb 20, 1975 | — | |
| Oct 23, 1974 | Oct 13, 1974 – Nov 3, 1974 | High | Oct 22, 1974 |
| Jun 29, 1974 | Jun 17, 1974 – Jul 12, 1974 | — | |
| Feb 26, 1974 | Feb 15, 1974 – Mar 9, 1974 | — | |
| Nov 9, 1973 | Oct 30, 1973 – Nov 19, 1973 | — | |
| Jul 18, 1973 | Jul 6, 1973 – Jul 30, 1973 | — | |
| Mar 15, 1973 | Mar 4, 1973 – Mar 27, 1973 | High | Mar 14, 1973 |
| Nov 25, 1972 | Nov 15, 1972 – Dec 5, 1972 | — | |
| Aug 5, 1972 | Jul 24, 1972 – Aug 17, 1972 | — | |
| Apr 2, 1972 | Mar 21, 1972 – Apr 14, 1972 | Low | Mar 29, 1972 |
| Dec 12, 1971 | Dec 2, 1971 – Dec 22, 1971 | — | |
| Aug 24, 1971 | Aug 12, 1971 – Sep 5, 1971 | High | Aug 25, 1971 |
| Apr 21, 1971 | Apr 9, 1971 – May 3, 1971 | — | |
| Dec 29, 1970 | Dec 19, 1970 – Jan 8, 1971 | — | |
| Sep 10, 1970 | Aug 30, 1970 – Sep 21, 1970 | High | Sep 9, 1970 |
| May 10, 1970 | Apr 28, 1970 – May 22, 1970 | — | |
| Jan 14, 1970 | Jan 4, 1970 – Jan 24, 1970 | — | |
| Sep 27, 1969 | Sep 16, 1969 – Oct 8, 1969 | — | |
| May 29, 1969 | May 17, 1969 – Jun 10, 1969 | — | |
| Jan 30, 1969 | Jan 20, 1969 – Feb 10, 1969 | — | |
| Oct 13, 1968 | Oct 3, 1968 – Oct 24, 1968 | — | |
| Jun 18, 1968 | Jun 6, 1968 – Jun 30, 1968 | — | |
| Feb 17, 1968 | Feb 6, 1968 – Feb 28, 1968 | — | |
| Oct 31, 1967 | Oct 21, 1967 – Nov 10, 1967 | — | |
| Jul 8, 1967 | Jun 26, 1967 – Jul 20, 1967 | — | |
| Mar 6, 1967 | Feb 23, 1967 – Mar 17, 1967 | — | |
| Nov 16, 1966 | Nov 6, 1966 – Nov 26, 1966 | High | Nov 16, 1966 |
| Jul 26, 1966 | Jul 14, 1966 – Aug 7, 1966 | — | |
| Mar 23, 1966 | Mar 11, 1966 – Apr 4, 1966 | — | |
| Dec 2, 1965 | Nov 22, 1965 – Dec 12, 1965 | Low | Dec 6, 1965 |
| Aug 13, 1965 | Aug 1, 1965 – Aug 25, 1965 | — | |
| Apr 10, 1965 | Mar 29, 1965 – Apr 22, 1965 | — | |
| Dec 18, 1964 | Dec 9, 1964 – Dec 28, 1964 | High | Dec 21, 1964 |
| Aug 30, 1964 | Aug 19, 1964 – Sep 11, 1964 | — | |
| Apr 28, 1964 | Apr 16, 1964 – May 10, 1964 | Low | Apr 27, 1964 |
| Jan 5, 1964 | Dec 26, 1963 – Jan 15, 1964 | — | |
| Sep 17, 1963 | Sep 6, 1963 – Sep 29, 1963 | Low | Sep 18, 1963 |
| May 18, 1963 | May 6, 1963 – May 30, 1963 | — | |
| Jan 21, 1963 | Jan 11, 1963 – Jan 31, 1963 | — | |
| Oct 4, 1962 | Sep 24, 1962 – Oct 15, 1962 | — | |
| Jun 7, 1962 | May 26, 1962 – Jun 19, 1962 | — | |
| Feb 6, 1962 | Jan 27, 1962 – Feb 17, 1962 | — | |
| Oct 20, 1961 | Oct 10, 1961 – Oct 31, 1961 | — | |
| Jun 26, 1961 | Jun 14, 1961 – Jul 8, 1961 | Low | Jun 26, 1961 |
| Feb 23, 1961 | Feb 12, 1961 – Mar 6, 1961 | — | |
| Nov 6, 1960 | Oct 27, 1960 – Nov 16, 1960 | High | Nov 10, 1960 |
| Jul 15, 1960 | Jul 3, 1960 – Jul 27, 1960 | — | |
| Mar 12, 1960 | Mar 1, 1960 – Mar 24, 1960 | — | |
| Nov 23, 1959 | Nov 13, 1959 – Dec 3, 1959 | — | |
| Aug 3, 1959 | Jul 22, 1959 – Aug 15, 1959 | High | Aug 3, 1959 |
| Mar 30, 1959 | Mar 19, 1959 – Apr 11, 1959 | Low | Mar 31, 1959 |
| Dec 9, 1958 | Nov 30, 1958 – Dec 19, 1958 | Low | Dec 8, 1958 |
| Aug 21, 1958 | Aug 9, 1958 – Sep 2, 1958 | — | |
| Apr 18, 1958 | Apr 6, 1958 – Apr 30, 1958 | — | |
| Dec 26, 1957 | Dec 16, 1957 – Jan 5, 1958 | — | |
| Sep 7, 1957 | Aug 27, 1957 – Sep 19, 1957 | Low | Sep 10, 1957 |
| May 6, 1957 | Apr 25, 1957 – May 18, 1957 | High | May 2, 1957 |
| Jan 11, 1957 | Jan 1, 1957 – Jan 21, 1957 | — | |
| Sep 24, 1956 | Sep 13, 1956 – Oct 5, 1956 | — | |
| May 26, 1956 | May 14, 1956 – Jun 7, 1956 | Low | May 28, 1956 |
| Jan 28, 1956 | Jan 18, 1956 – Feb 8, 1956 | — | |
| Oct 11, 1955 | Oct 1, 1955 – Oct 22, 1955 | Low | Oct 11, 1955 |
| Jun 15, 1955 | Jun 3, 1955 – Jun 27, 1955 | — | |
| Feb 14, 1955 | Feb 3, 1955 – Feb 25, 1955 | High | Feb 11, 1955 |
| Oct 28, 1954 | Oct 18, 1954 – Nov 7, 1954 | Low | Oct 29, 1954 |
| Jul 5, 1954 | Jun 23, 1954 – Jul 17, 1954 | — | |
| Mar 3, 1954 | Feb 20, 1954 – Mar 14, 1954 | — | |
| Nov 13, 1953 | Nov 3, 1953 – Nov 23, 1953 | Low | Nov 17, 1953 |
| Jul 23, 1953 | Jul 11, 1953 – Aug 4, 1953 | Low | Jul 27, 1953 |
| Mar 20, 1953 | Mar 9, 1953 – Apr 1, 1953 | — | |
| Nov 29, 1952 | Nov 20, 1952 – Dec 9, 1952 | — | |
| Aug 10, 1952 | Jul 29, 1952 – Aug 22, 1952 | High | Aug 8, 1952 |
| Apr 6, 1952 | Mar 26, 1952 – Apr 18, 1952 | — | |
| Dec 17, 1951 | Dec 7, 1951 – Dec 27, 1951 | — | |
| Aug 28, 1951 | Aug 17, 1951 – Sep 9, 1951 | — | |
| Apr 26, 1951 | Apr 14, 1951 – May 8, 1951 | Low | Apr 24, 1951 |
| Jan 2, 1951 | Dec 23, 1950 – Jan 12, 1951 | — | |
| Sep 14, 1950 | Sep 3, 1950 – Sep 26, 1950 | — | |
| May 15, 1950 | May 3, 1950 – May 27, 1950 | Low | May 12, 1950 |
| Jan 18, 1950 | Jan 8, 1950 – Jan 29, 1950 | — |
Test 2: Require the Reversal to Mean Something
A reversal nobody could trade is not a reversal worth predicting. So we tightened the definition: a day counts as a reversal only if price moved at least 1.5% against the direction of the prior five days, within the next five trading days. No requirement on the size of the move into the day — just a tradeable counter-move out of it. On the S&P 500, 28.4% of all trading days qualify (5,462 of 19,242).
With a definition that actually filters, the midpoint doesn't just fail to shine — it slips further behind the random-day deck:
| Window | Any-day base rate | Midpoints |
|---|---|---|
| Exact day | 28.4% | 26.6% |
| ±1 day | 47.5% | 44.8% |
| ±2 days | 59.8% | 53.9% |
| ±3 days | 68.8% | 61.8% |
Below the base rate in all four windows. If anything, the wider windows flirt with significance in the wrong direction (±2 days: 53.9% vs. 59.8%, p ≈ 0.04 for “fewer reversals than random”) — which we read as noise, not as Mercury calming markets. Either way, there is nothing here to trade.
The last decade — the window that makes the claim feel alive — looks like this on the exact day:
Exact day, 2016–2026
11 / 33
33.3% against a 28.4% base rate — a lean of about one extra hit, comfortably inside noise (p ≈ 0.33). The 11 include unforgettable dates: the January 24, 2022 V-bottom and a bounce in the February 2020 crash. Those two anchor the folklore.
±2 days, 2016–2026
20 / 33
60.6% — statistically indistinguishable from the 59.8% any-day base rate. Give yourself a two-day tolerance and three chances a year, and “the market turns at the midpoint” becomes true of any date you care to name.
What About Trading Only When the Cycle Is Hot?
Fair question — our platform applies exactly this idea to seasonal patterns: fit a cycle to the strategy's equity curve, call the rising half of the sine wave HOT and the falling half COLD, and only trade the hot phases. So we ran the midpoint idea through the same engine (Lomb-Scargle spectral analysis on the HP-detrended equity curve — the identical code that powers the app).
First the idea needs a testable rule. The natural one from this study: at every midpoint, the backtest fades the prior five-day move — long when the market fell into the date, short when it rose — exiting after five trading days. That produces 240 simulated trades since 1950. Baseline result: a 44.6% win rate and −55.1% total return over 76 years. For scale, buy-and-hold returned roughly +44,000% over the same period. There is nothing here — but let's filter it anyway. The fitted cycle has a dominant period of about 49 events (≈16 years), and the regime comes from the slope of the fitted sine wave.
Fade-every-midpoint strategy, $1,000 start, 240 trades 1950–2026. Each dot is one trade, colored by its outcome (green = win, red = loss). Orange sine wave = detrended composite on its own scale; the regime is its slope (rising = HOT, falling = COLD, in-sample fit). Dashed segment projects the wave over the next retrograde midpoints. Scroll or pinch to zoom, drag to pan, double-click to reset.
| In-sample (fit on full history) | Trades | Win rate | Avg / trade | Total | Max DD |
|---|---|---|---|---|---|
| All trades | 240 | 44.6% | -0.30% | -55.1% | -65.0% |
| HOT only | 117 | 46.2% | +0.13% | +13.5% | -22.0% |
| COLD only | 122 | 43.4% | -0.71% | -60.2% | -63.6% |
That looks like a rescue: the hot phases turn a catastrophic loser into a modest winner and the cold phases hold all the damage. (For the record, the fitted wave currently sits in negative territory — COLD by the app's classification, at under 20% confidence — with its slope just turning upward.) But this table was produced by fitting the sine wave to the entire equity curve and then grading each trade with hindsight — the fit already knows where the good and bad stretches were. Even with that advantage, the hot/cold win-rate split is plain noise (46.2% vs. 43.4%, p = 0.34). The honest version is walk-forward: refit the cycle before every trade using only the data available at the time, counting a trade only when the forecast said HOT.
| Walk-forward (no hindsight) | Trades | Win rate | Avg / trade | Total | Max DD |
|---|---|---|---|---|---|
| All trades | 210 | 46.2% | -0.28% | -48.5% | -59.4% |
| HOT only | 100 | 47.0% | -0.40% | -36.7% | -45.9% |
| COLD only | 110 | 45.5% | -0.17% | -18.7% | -38.4% |
The magic doesn't just evaporate — it inverts. Without hindsight, the forecast-HOT trades lose more per trade than the forecast-COLD ones (−0.40% vs. −0.17%), the win-rate gap is comfortably inside noise (p = 0.41), and every row still loses money. The in-sample table above was the sine wave memorizing history, not Mercury telling the future. Here are all three equity curves side by side — taking every trade, taking only the hindsight-HOT trades, and taking only the forecast-HOT trades:
$1,000 start; skipped trades leave equity flat. The gap between the green and orange lines is hindsight: the in-sample regime knew the whole equity curve before grading each trade, the walk-forward regime saw only the past. Scroll or pinch to zoom, drag to pan, double-click to reset.
The lesson: a hot/cold regime filter is a multiplier on an existing edge — it cannot conjure one. Applied to seasonal patterns with a genuine baseline edge, cycle filtering concentrates the returns. Applied to a losing coin flip (44.6% over 76 years), it produces a beautiful in-sample table and nothing out of sample. If the base signal isn't there, the filter has nothing to amplify.
All figures on this page are historical backtest statistics published for research purposes only — nothing here is trading advice or a recommendation to buy or sell any security.
Slicing Deeper: Combustion, Signs, and the Leo Cell
Maybe the midpoints only work under the right conditions. So we sliced the 240 trades by every astrological variable a practitioner might reach for: the sidereal sign and element Mercury occupied during the retrograde, the Moon's phase at the midpoint, the retrograde's duration, Mercury's distance from Earth at the conjunction, and Jupiter's and Saturn's elements. Across eight families of splits, not one separates winners from losers at any defensible threshold (the best family p-value is 0.13, before correcting for the eight ways we looked).
A note on combustion, since Mercury retrograde plus combust is a popular combination. Mercury stations 15–22° from the Sun and is combust (within the traditional 8.5° orb) only for about the middle third of each retrograde — a window that is, by construction, centered on the midpoint. So for midpoint trades the condition is not a filter at all: the midpoint is the inferior conjunction, and Mercury is combust at every single one (widest separation in all 240 events: 7.3°). Grading by how close the conjunction is doesn't help either: the tighter half of conjunctions won 40.8% vs. 48.3% for the looser half (the wrong direction for the theory), and the three near-cazimi midpoints (under 1°) all lost.
One cell in the grid does glitter: midpoints with Mercury in sidereal Leo went 16 of 22 (72.7%), averaging +1.11% per trade — and the record is eerily symmetric, 8 of 11 in each half of the 76 years. Here is every one of them, so you can inspect the evidence yourself:
All 22 fade trades at midpoints with Mercury in sidereal Leo — 16 winners (72.7%). Click any row to open the S&P 500 chart around that midpoint and judge each one yourself.
| Midpoint | Direction | Entry | Exit | Return |
|---|---|---|---|---|
| Aug 16, 2024 | Short | Aug 16, 2024 | Aug 23, 2024 | -1.45% |
| Sep 3, 2023 | Short | Sep 1, 2023 | Sep 11, 2023 | +0.63% |
| Aug 24, 2017 | Short | Aug 24, 2017 | Aug 31, 2017 | -1.34% |
| Sep 10, 2016 | Long | Sep 9, 2016 | Sep 16, 2016 | +0.53% |
| Aug 14, 2011 | Short | Aug 15, 2011 | Aug 22, 2011 | +6.70% |
| Aug 31, 2010 | Long | Aug 31, 2010 | Sep 8, 2010 | +4.72% |
| Aug 21, 2004 | Short | Aug 20, 2004 | Aug 27, 2004 | -0.86% |
| Sep 8, 2003 | Short | Sep 8, 2003 | Sep 15, 2003 | +1.63% |
| Aug 29, 1997 | Long | Aug 29, 1997 | Sep 8, 1997 | +3.53% |
| Aug 19, 1991 | Long | Aug 19, 1991 | Aug 26, 1991 | +4.62% |
| Sep 5, 1990 | Short | Sep 5, 1990 | Sep 12, 1990 | +0.57% |
| Aug 26, 1984 | Short | Aug 27, 1984 | Sep 4, 1984 | +0.94% |
| Sep 13, 1983 | Long | Sep 13, 1983 | Sep 20, 1983 | +2.69% |
| Aug 16, 1978 | Short | Aug 16, 1978 | Aug 23, 1978 | -0.25% |
| Sep 2, 1977 | Short | Sep 2, 1977 | Sep 12, 1977 | +1.46% |
| Aug 24, 1971 | Short | Aug 24, 1971 | Aug 31, 1971 | +1.36% |
| Sep 10, 1970 | Short | Sep 10, 1970 | Sep 17, 1970 | +0.01% |
| Aug 13, 1965 | Short | Aug 13, 1965 | Aug 20, 1965 | +0.09% |
| Aug 30, 1964 | Long | Aug 31, 1964 | Sep 8, 1964 | +1.27% |
| Aug 21, 1958 | Long | Aug 21, 1958 | Aug 28, 1958 | +0.06% |
| Sep 7, 1957 | Short | Sep 6, 1957 | Sep 13, 1957 | -0.27% |
| Aug 28, 1951 | Short | Aug 28, 1951 | Sep 5, 1951 | -2.27% |
Why we're not trading it: Leo was the best of twelve signs, found by scanning the grid after the fact. Under pure chance, the odds that the luckiest of twelve signs looks at least this good are roughly 1 in 12 — unremarkable for a cell we went looking for. The even 8-of-11 halves were graded with the same full-sample eyes that picked the cell, so they are not an out-of-sample test. And “Mercury in sidereal Leo at the midpoint” is just another way of saying “the retrograde that peaks between mid-August and mid-September,” so the cell is inseparable from ordinary late-summer seasonality. It is a hypothesis worth registering, not a strategy: if the next decade of Leo midpoints keeps hitting at this rate on data nobody has seen yet, that will be worth an article of its own.
Why the Claim Feels So True
1. Half of all dates “work”
With a ±2-day tolerance, 51% of all trading days sit near a swing pivot. Call any specific date in advance and you have a coin-flip chance of looking prophetic. A 50% hit rate feels remarkable when nobody mentions that the deck pays out 51% on random draws.
2. One unforgettable hit
The S&P 500's January 24, 2022 intraday low — a violent V-shaped reversal retold for years — landed exactly on the midpoint of that retrograde. A bounce in the February 2020 crash sits near another. A single spectacular coincidence anchors the belief, and confirmation bias fills in the rest of the calendar with whatever wiggle is nearby.
3. The event has real astronomical gravitas
The midpoint is the inferior conjunction — Mercury passing between Earth and the Sun. It sounds like it should matter, and that plausibility does the persuading. But “astronomically meaningful” and “market relevant” are separate claims, and only the second one was on trial here.
4. Three chances a year, remembered selectively
Mercury goes retrograde about three times a year, so a practitioner accumulates dozens of midpoint calls per decade. The ones that landed on the 2020 crash low or a major bottom get retold; the majority that landed mid-trend quietly vanish. Our table above keeps both.
The Checklist for Any “Always Reverses On” Claim
This study took an afternoon, and the recipe generalizes to every date-based market claim you will ever hear:
Pin down the dates. Compute them precisely (we used a Swiss Ephemeris and wrap-aware retrograde detection on daily Mercury longitudes) instead of trusting a list from a forum post.
Define “reversal” before looking. A definition you can't code is a definition that will stretch to fit whatever the chart shows. We tested two — swing pivots and tradeable 1.5% counter-moves — and every tolerance of each.
Measure the base rate. Whatever you count near the special dates, count it near every other date too. This single step dissolves most calendar folklore on contact.
Use all the data. “The last few retrogrades” is a dozen coin flips. We had 241 midpoints available — the claim had every chance to show up, and didn't.
We build and test astronomical timing models for a living — some survive this kind of scrutiny and become strategies on our platform. This one doesn't. That distinction, between patterns that survive a base-rate test and patterns that only survive eyeballing, is the entire game.
Frequently Asked Questions
What is the midpoint of a Mercury retrograde?
The halfway date between Mercury's station retrograde and station direct, which coincides almost exactly with its inferior conjunction with the Sun. For the June 29 – July 23, 2026 retrograde, that is the night of July 11–12.
Does the S&P 500 change direction on those days?
No more often than on any other day: 45.2% of the 241 midpoints since 1950 had a swing pivot within two trading days, against a 51.4% random-day base rate — and requiring a tradeable 1.5% counter-move, the midpoints score below their base rate in every window (26.6% vs. 28.4% on the exact day). No tested definition produced an edge.
Why does the claim look true on a chart?
Because swing highs and lows are common — half of all trading days have one within two days — and because one spectacular hit anchors the memory: the January 24, 2022 V-bottom fell exactly on a retrograde midpoint. Check enough midpoints by eye and half will look like brilliant calls.
Does trading the midpoints only when the cycle is hot work?
No. Fitting our equity-curve cycle engine to a fade-every-midpoint strategy looks like a rescue in-sample, but refit walk-forward — using only the data available before each trade — the hot/cold gap dissolves (p = 0.41) and the forecast-HOT trades lose more per trade than the forecast-COLD ones. A regime filter multiplies an existing edge — it cannot create one from a losing coin flip.
Doesn't Mercury retrograde affect markets at all?
This study tested one specific, popular claim: the midpoint as a turn date. Other Mercury-cycle formulations (harmonic crossings, cycle-count analogs) are separate hypotheses — each needs its own base-rate test before it deserves belief. That is precisely the kind of testing we do on our platform.
How were the retrograde dates computed?
Daily geocentric Mercury longitudes from a Swiss Ephemeris, 1950–2026, with retrograde motion detected from the day-over-day longitude delta (wrap-aware at the 0°/360° boundary). That yielded 243 retrograde periods, of which 241 midpoints fall inside our S&P 500 price history.
Patterns That Survive the Base-Rate Test
Seasonal Edge backtests every calendar and cycle pattern against decades of data — win rates, profit factors, and regime filters included — so you can see which recurring dates actually held up historically and which are folklore.
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