The following graph displays the composite 20-year cycle overlaid with the current 20-year cycle. Price levels are indexed to 1.00 in month 1 of the cycles and, although not labeled on the graphs, that is the scale of the Y-axis. Significant peaks and troughs are labeled as points 1-7 on both cycles.
While the correlation of the current 20-year cycle to the composite 20-year cycle is strong, you may have noticed that the current 20-year cycle is progressing faster through peaks and troughs than the composite 20-year cycle. As a result, I “shift forward” (move to the right) the line of the current 20-year cycle by 22 months. With the data shifted, the timing of the peaks, troughs, and congestions are virtually identical. As displayed, the graph and data suggest that December 2017 is the peak of the current 20-year cycle.
20-Year Cycle: Price Return Analysis
The second step in this analysis is to compare the actual price returns for the identified 20-year cycles. To do so, I identified the seven peaks and troughs within each respective 20-year cycle (points 1-7). This allows for the comparison of the differences in duration between the pivot points of the composite 20-year cycle and the current 20-year cycle. The following table maps points 1-7 with the appropriate month in the cycle and with the actual months for individual 20-year cycles:
With the actual dates signifying the composite peak and trough for each historical cycle, I then calculated the percentage price returns between each point in the composite 20-year cycle for each historical cycle. This allows for comparison of differences in the magnitude of the price moves from point to point. The following table contains the results.
The final step in this analysis and, the most important in preparing my forecast, is to identify what happened once point 7, the final peak of each 20-year cycle, was reached. Not only did I look at the following twelve months, but I continued the analysis into the beginning of the ensuing cycle (point 2 of the new 20-year cycle).
Using the dates identified as point 7 in the preceding tables, I calculated cumulative percentage returns from the peak price level for each 20-year cycle. For the first year, these are calculated monthly. The final observation is labeled “Average Peak + 30 Months”, which is point 2 of the following cycle. Historically, after the low at point 2 is reached a rally begins which is extended in both price and time. The following table contains the results.
In 4 out of 5 historical 20-year cycles, 80% of the sample, the cumulative percentage returns from the peak price level is negative in every month of the first 12 months following the peak.
In 5 out of 5 historical 20-year cycles, 100% of the sample, the cumulative percentage returns from the peak price level is negative 30 months following the peak.
One historical 20-year cycle, 1961-1980, stands out in the forward-return table due to its positive returns. The forward returns in this period include the months from January 1980 to June 1982. Five unique factors contribute to these positive returns: 1. demographic tailwind (the baby boomers were entering their prime earning and spending years), 2. tax-deferred retirement savings accounts were legally created in 1978, 3. mutual funds were relatively new and experiencing tremendous growth, 4. financial deregulation and, 5. consumer credit expansion was beginning in earnest.
To prepare my Dow Jones Industrials forecast, the average scenario uses the average historical experience, excluding the 1961-1980 20-year cycle. The demographic and legislative factors listed above that bolstered returns in the early 1980’s are now largely turning into headwinds. Also, I hold the belief that financial deregulation and the resulting financial engineering has reached its zenith. Additional financial deregulation will have minimal benefits going forward. Lastly; consumers, state governments, and the federal government have accrued outstanding debt levels so large that make the continued growth of debt increasingly challenging.
My pessimistic scenario uses the minimum percentage returns identified in the preceding table. Arguably, that may turn out to be conservative as my fundamental valuation model, alone, suggests a -65% decline is warranted.
Scientific and Mathematical Foundation: Standing on the Shoulders of Genius
In his book How To Make Profits in Commodities, W.D. Gann makes the statement that everything in existence is based on exact proportion and perfect relation. He also states that, in nature, there is no chance because mathematical principles of the highest order are at the foundation of all things. “As Faraday said, there is nothing in the universe except mathematical points of force.”
Michael Faraday (1791-1867) was one of the most influential scientists in history. He discovered the principles underlying electromagnetic induction, diamagnetism, and electrolysis. Faraday also established that magnetism could affect rays of light and that there was an underlying relationship between the two. This led him to study the magnetic properties of the Earth’s atmosphere. Faraday realized that magnetic energy emerges from the Sun and each of the planets in our solar system. Further, he explained how these planetary magnetic energies interact with one another, directly affecting how much of the Sun’s magnetic energy reaches the Earth’s atmosphere. He referred to these magnetic energies as “magnetic lines of force”. These lines are similar to the idea of Pythagoras’ strings.
Pythagoras of Samos (570 BC-495 BC) was a Greek philosopher and mathematician. He is credited with many mathematical and scientific discoveries including the Pythagorean Theorem, Pythagorean Tuning, the five regular solids, the Theory of Proportions, the Sphericity of the Earth, and the identity of the planet Venus. He exerted a profound impact on the philosophies of Plato, Aristotle, and, through them, Western philosophy. Pythagoras believed that the universe was connected by strings. The strings were connected to the spirit world at the top and to the Earth below.
W.D. Gann studied the works of both Pythagoras and Faraday. He frequently referred to “natural law” in his writings. For example, in his 1929 Stock Forecast Gann stated:
“It is natural law. Action equals reaction in the opposite direction. We see it in the ebb and flow of the tide and we know from the full bloom of summer follows the dead leaves of winter.”
What Gann was referring to was his belief, based upon the work of Faraday (which was influenced by Pythagoras), that as the planets in our solar system move through their orbits around the sun, the interaction of their magnetic lines of force changes the amount of magnetic energy from the Sun that reaches the Earth’s atmosphere. These changes affect every naturally occurring event on Earth, including weather, crop growth, and human psychology. Because of his belief, Gann spent his life researching how the positions of the individual planets and how the angular relationships of the planets relative to one another affected financial markets. Gann is also well known for his use of his number sequences in the form of squares, circles, and hexagons. These number sequences follow a defined mathematical relationship to one another. It is apparent from this discussion that Gann was both a scientist and a mathematician. He was financially successful in the application of his research, as evidenced by his published books, students of his correspondence courses, and his now famous 1909 interview in Ticker and Investment Digest. He reportedly accumulated $50 million in profits during his trading career.
The Natural Cause of the 20-Year Cycle
As I stated on page three, the 20-year cycle has a natural cause. This natural cause is the conjunction of the planets Jupiter and Saturn. A planetary conjunction occurs when the difference in longitude between to planets is zero degrees. If you were looking up into the night sky, the Earth, Jupiter, and Saturn would appear to be in a straight line. The actual amount of time between the conjunction of Jupiter and Saturn varies from slightly under 20 years to slightly over 20 years. From the list of historical 20-year cycles presented on page three, a conjunction occurred in the first year of the cycle every time. This explains why I used 1801 as the starting point of the first 20-year cycle. Using an ephemeris you can identify the location of each planet, and their angular relationships to one another, throughout history and infinitely forward in time. The next conjunction of Jupiter and Saturn will occur on December 21, 2020, signifying the start of the twelfth 20-year cycle.
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