Validation of the Fractal Nature of the Global Asset-Debt Macroeconomic System: The Great Crash: 36/90/85 of 90 Days Fractally Self-similar to the US Hegemonic 1807 36/91/89 Year Fractal Series.

It has been the goal of this website to prove that the Global Asset-Debt Macroeconomic system is deterministic and operates to simple mathematical valuation growth and decay fractal laws with enough precision to confer on Macroeconomics the characteristics of a patterned science.


 The Great Crash: 3 August 2020   Day 85 of 90 days. The Deterministic Great Global Equity and Commodity Crash:


The 3 October 2019 :: 36/90/85 of 90 day :: x/2.5x/2.5x series is fractally self similar to the 1807  US Hegemonic Great Fractal series of  36/91/89 years.

The Global Asset Debt Macroeconomic  System, characterized by the valuations of all its assets, including sovereign debt is quantitatively deterministic. 

Trillions of dollar-equivalents have been borrowed globally building over capacity and creating assets whose characteristics will not repay the debt on the ledgers.

Asset valuations are elevated by that excessive debt creation. 

Excessive debt creation leads to overproduction, over investment, excessive ownership,  and over valuation of assets. 

Valuations self correct in a deterministic nonlinear mathematical fractal manner determined by low nodal valuations.

The current 89 year US Third fractal beginning in 1932 is composed of two yearly subfractal series:  starting in 1932: 10-11/21-22/21-22 years 

and starting in 1982:  9/20/12 years

The final 12 year third fractal of the 1982 9/20/12 year final fractal  beginning in 2009 is composed  of three subfractals. The third subfractal  of this 12 year subfractal series began on 11 February 2016

and is composed of a 10/26/currently (as of August 3) 21 month fractals series.

This current 21 month third subfractal starting 24 December 2018 is composed of two weekly subfractal series:  7/18/18 weeks and 8/19/19 of 20/12-13 weeks …

The second 8/19/19/12-13 week subfractal series began on 3 October 2019 and on a daily basis  is self similar  to the 1807 US Hegemonic  yearly fractal series of 36/91/89 years.  This daily self-similar fractal series starting on

3 October 2019 is composed of 36/90/85 of 90 days with a low point on 1 April 2020 ending the second 90 day subfractal.

The self similarity of 3 October 2019  36/90/85 of 90 day series  to the US Hegemonic 1807 36/91/89 year series serves to validate the simple mathematical fractal nature of the global macroeconomic system.

Palladium in US dollars is also a strong marker  for the validation of the Lammert x/2.5x/2x/1.6x mathematical fractal series. 

3 August 2020 is the 24th week in a  16 August 2018 15/38/30/24 of 24 week :: x/2.5x/2x/1.6x fractal series. Expect palladium to undergo nonlinear devaluation.

This 15/38/20/24 week fractal composes 25 months which is the third subfractal of a  12 January 2016  10/23/25 month subfractal series.

For the DJIA the daily fractal series from 3 October 2019 are:

3 October 2019

first fractal series  7/15/16 days  = 36 days

the 90 day second fractal series is composed of two fractal subseries series:

8//(6/15//13/10) = 48 days  {(8//20//22) = 48 days}


6/15/15/10 = 43 days  ending 1 April 2020

The 90 day  third fractal series

 uses  a 13 day base interpolated in the  last 13 days of the second 90 day fractal 

(a 3/6/6 day) fractal series ending on 1 April 2020)

(13)/31/31 days

 and 9//4/10/5 of 10 days or 9/17 of 22 days

 Global crash devaluations of commodity valuations and equity valuations will occur over the equivalent next 5 trading days.

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