{"id":4850,"date":"2018-11-23T02:30:18","date_gmt":"2018-11-23T02:30:18","guid":{"rendered":"http:\/\/www.economicfractalist.com\/blog\/?p=4850"},"modified":"2018-11-23T02:37:32","modified_gmt":"2018-11-23T02:37:32","slug":"asset-debt-deterministic-saturation-macroeconomics-before-the-20-month-blow-off-1025-month-second-fractal-nonlinearity","status":"publish","type":"post","link":"http:\/\/www.economicfractalist.com\/blog\/2018\/11\/23\/asset-debt-deterministic-saturation-macroeconomics-before-the-20-month-blow-off-1025-month-second-fractal-nonlinearity\/","title":{"rendered":"US Hegemonic 213 year x\/2.5x\/2.5x Blow-off Asset Debt Deterministic Saturation Macroeconomics: Before the 20 month blow-off: 10\/25\/20 months … 10\/25 Month Second Fractal Expected Nonlinearity"},"content":{"rendered":"

The SPX Daily….<\/p>\n

\"Screen<\/a><\/p>\n

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x notation : \u00a0net growth of subfractal<\/div>\n
y notation: \u00a0net decay decay of subfractal<\/div>\n
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Subfractal and fractal units are determined by the nadir lows.<\/div>\n
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The sub fractal anatomy of \u00a0a x\/2-2.5y\/1.5-1.6y decay fractal ending a 10\/25 month first\u00a0and second fractal series of a \u00a010\/25\/20 month blow-off \u00a0progression within the 89 year\u00a0\u00a0third fractal terminal portion \u00a0a 36\/90\/89 year x\/2.5x\/2.5x \u00a0Hegemonic fractal \u00a0blow-off progression\u00a0of a 1807 \u00a0213 year US macroeconomc asset-debt system.<\/div>\n
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The terminal portion of a 25 month second fractal … to a 10 month first fractal base. Expect a flash crash.<\/div>\n
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First growth fractal 3\/6\/6\/5 days = 17 days<\/div>\n
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Second decay fractal \u00a0composed of three subfractals<\/div>\n
a. 3\/6\/6\/4. 16 days. \u00a0 \u00a0 \u00a0 \u00a0x\/2x\/2x\/1.5y series<\/div>\n
b. 2\/5\/5 days 10 days \u00a0 \u00a0 x\/2.5y\/2.5y. series<\/div>\n
c. 3\/8\/4 days \u00a013 days. \u00a0 x\/2.5y\/1.5y<\/div>\n
total: 37 days<\/div>\n
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Third decay fractal<\/div>\n
5\/13\/ 2 of 7 days \u00a023 days. x\/2.5y\/1.5y<\/div>\n
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Final decay fractal for 10\/25 month fractal is 17\/37\/23 days : x\/2y\/1.5y<\/div>\n
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Expect 10\/25 terminal second fractal \u00a0nonlinearity … (the 10 May 2010 \u00a0 \u00a05\/12 month\u00a0terminal second fractal \u00a0nonlinearity revisited …)<\/div>\n
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