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The Economic Fractalist
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  • Lammert Saturation Macroeconomics - An Empirically Patterned Science 0 comments
    Feb 29, 2012 10:59 PM

    The Simple Math of Saturation Macroeconomics... the Final Ideal 2009 4 Phase Interpolated Lammert Fractal Series ...

    From 19 February 2012 , the ideal 4 phase interpolated Lammert fractal series ...

    The ideal daily 2009 to 2012 interpolated 4 phase Wilshire fractal daily series (defined by the length of the second fractal) is:

    1st interpolated fractal 23 Jan 09 31 + 86 days = 116 days (ideal 2.5x = 290 days)

    2nd fractal fractal 2.5 x = 1-3 + 221 + 69 = 289-291 days (8-10 July 2009 to 31 August 2010)

    3rd fractal fractal 2x = 232 days = ending 1 August 2011

    4th decay fractal 1.5-1.6x = 174 -187 days expected starting from 1 August 2011

    7 days to 9 August 2011 low 168-181 days remaining

    and as of 19 February 2012

    9 August 2011 series: 40/38/17/42 of 42-43/x (30-39) days = or 134 of 168 - 177 days (with 34 to 43 trading days to an ideal and nonlinear low for the Wilshire)

    ...... from 19 February 2012 with 34 to 43 trading days to an ideal and nonlinear low for the Wilshire ...

    and as of 29 February 2012 now with 27 to 37 trading days to an ideal and nonlinear low for the Wilshire ...

    Now observe the reciprocal investment instrument of the Wilshire: the thirty year US bond or US ten year note which has formed a 7 day base fractal for a potential 7 of 7/14-17/11-17 day blow-off US long term debt fractal with 150 year historically low US long term interest rates correlating to a singular and historical unexpected nonlinear devolution of the Wilshire.

    Leap year: 29 February 2012 : The tertiary valuation peak for the Wilshire? a conclusive 2/5/5 day :: x/2.5x/2.5x blow off fractal with a minutely gap near the opening to the 9 month high ending near the low of the day and a 31/77/65 day reflexic fractal, slightly longer the 31/77/62 :: x/2.5x/2x pattern but appropriate for a final x/2.5x/2-2.5x blow-off of an highly elite favored equity class - before the singular and historical nonlinear equity and commodity valuation collapse.

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