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- This Is It...Friday June 24 2010: The Wilshire 3rd Fractal's 249th Day of a Wilshire 100/249/249 day :: x/2.5x/2.5x Maximum Growth Saturated Fractal Series ( Comments)
- The Transitional Top: 14 September 2012: Nonstochastic Saturation Economics: A Validated Patterned Science ( Comments)
- SATURATION MACROECONOMICS: A CONFIRMED NEW SCIENCE: ECCE: The 1 July 2011 Perfect Concluding Reciprocal Four Phase X/2-2.5X/2X/1.6X Lammert Fractal Series For the (Inverse of Growth) Composite Wilshire and The Growing US Ten Year Note ( Comments)

## The DAX: The CAC: The Ubiquitous Lammert x/2.5x/2x Fractal Pattern: Ecce the Skeletonized 11 August 2011 :: 7/17/14 day : Three Phase Final Lammert Growth Pattern 1 comment

Before the Crash

Europe has no cash reserves in its banks for depositors (and debtors) The banks have unpayable bad debt electronic ledgers on their books that will not be services and mght as well be missing.....

The Ubiquitous Lammert x/2.5x/2x Fractal Pattern: Ecce the Skeletonized 11 August 20117/17/14 days :: x/2.5x/2x7/17/14 days :: x/2.5x/2xfinal quantum three phase trading saturation fractal with a nonlinear lower low between the 16th and 17th day of the second fractal(2x and 2.5x)

What ... what ... is the probaility that this

is occurring by

Chance and chance alone?

From the Main Page of the Economic Fractalist: Posted in 2005:www.economicfractalist.com/

The ideal growth fractal time sequence is X, 2.5X, 2X and 1.5-1.6X. The first two cycles include a saturation transitional point and decay process in the terminal portion of the cycles. A sudden nonlinear drop in the last 0.5x time period of the 2.5X is the hallmark of a second cycle and characterizes this most recognizable cycle. After the nonlinear gap drop, the third cycle begins. This means that the second cycle can last anywhere in length from 2x to 2.5x. The third cycle 2X is primarily a growth cycle with a lower saturation point and decay process followed by a higher saturation point. The last 1.5-1.6X cycle is primarily a decay cycle interrupted with a mid area growth period. Near ideal fractal cycles can be seen in the trading valuations of many commodities and individual stocks. Most of the cycles are caricatures of the ideal and conform to Gompertz mathematical type saturation and decay curves.G. LammertThis page was last updated on 15-May-2005 01:21:59 PM .

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