There is a mathematical fractal case for an interpolated 1981-82 13\/30 year first 13 year base fractal and 30 year second fractal major terminal nonlinearity. This interpolated series is contained within a larger US hegemonic 1807 36\/90\/90\/54 year :: x\/2.5x\/2.5x\/1.5x fractal series with lows in 1807, 1842-43, 1932, and 2074 and a 90 year third fractal high in November 2021.
Both the French CAC and Wilshire are following a x\/2.5x\/2x\/1.5x :: 15\/37\/30\/22 day fractal series starting 12\/30\/2022 and 12\/28\/2022 (trading holidays account for the difference of starting dates.) The CAC reached its all time average day valuation high on 4\/24\/2023, day 30 of the series’ third fractal. The Wilshire’s valuation peaked earlier on 8 November 2021. Both composites are following a March 2020 low 33\/66\/66-67 week :: x\/2x\/2x high\/lower high valuations. From its 4\/24 peak valuation the 22 day 4th decay fractal appears to a 4\/21\/2023 4\/9\/7\/6 day series with the Wilshire a trading day ahead of the CAC. The Wilshire is currently on day 7 and CAC currently on day 6 of the 9 day second fractal. The 7 day third fractal can be expected to be a valuation increase lateral and upward. The final 6 days would be trade nonlinearly lower with some short counter rallies.
From 1981 to 1993 there is a 10\/26\/16 quarter first base fractal series totaling 50 quarters. (the 1987 crash was quarter 11, the end of a second sub-fractal of a 26 quarter 5\/11\/12 quarter series)The 30 year second fractal is composed of 4 sub-series:
1994-2002: 34 quarters: 3\/8\/6\/4 (18) and 3\/8\/8 (17)
2002-2009: 27 quarters: 3\/7\/8 (16) and 2\/5\/5\/3 (12)
2009-2016: 29 quarters: 2\/5\/4\/3(11) {(6) composed of a 3\/6\/8 month fractal series)} and 3\/7\/6 (14)
2016 to 2024 32 quarters: 4\/8\/6 (16) 3\/7\/6\/?4 (17)
The total quarters for the first and second fractals are currently 50\/116 pacing the timing between 2x and 2.5x (100 and 125) of the second fractal, where terminal nonlinearity could result in 50 percent valuation losses with a lower low valuation in 4 quarters (2024).
This quantitative asset-debt system mathematical fractal model has the appeal of internal consistency.<\/p>\n","protected":false},"excerpt":{"rendered":"
There is a mathematical fractal case for an interpolated 1981-82 13\/30 year first 13 year base fractal and 30 year second fractal major terminal nonlinearity. This interpolated series is contained within a larger US hegemonic 1807 36\/90\/90\/54 year :: x\/2.5x\/2.5x\/1.5x fractal series with lows in 1807, 1842-43, 1932, and 2074 and a 90 year third … Continue reading A 4\/24\/2023 22 Trading Day 50 Percent Nonlinear Decline in Global Composite Equity Valuations<\/span>