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yorkfung

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About yorkfung

  • Birthday 04/05/1980

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  1. thank you for your help, after reinstalling and modifying the host file, the first launch is ok, but the second launch give me the following license error.
  2. why the TI module is disabled after 2 Aug 24 Terra update?
  3. it's like a fraud cloud storage website to lure others to pay!
  4. password for Tim Grittani – Trading Tickers 2.0?
  5. Has anyone tried this software? https://www.elliottwaveforamibroker.com/ Add on software for Elliott Wave Automatic analysis with Amibroker Real Fractal Decomposition Automated and exaustive Elliott wave decomposition using hierarchical method. All the possible wave combinations are analyzed and evaluated. Up to 6 wave degrees deep to guarantee a real fractal decomposition. Analysis speed Unbeatable decomposition speed and wave degree deep by using Recursion and Memoization techniques and C language programming. New waves ratios All the decomposition solutions are ranked using a new set of waves' ratios obtained by means of a feature extraction Clustering algorithm (k-means).
  6. Include : Hans Hannula – The Chaos Course. Cash in on Chaos (Video 1.8 GB) (moneytide.com) Hans Hannula – Cash In On Chaos (moneytide.com) (pdf) Cash In On Chaos Course Confidential. Home study video course. Covers chaos theory, nonlinear system behavior, precursors to chaos, the Hannula Market Fractal, how to project it, and how to trade it. Every market move is a Hannula Market Fractal. The only true scientific course on chaos in markets. Can be used to develop your own trading methods. 6 hours video, 185 page manual. Give yourself a trading edge. Requires non-disclosure. Specify VHS (US/CANADA) or PAL (Europe/Asia ) video Cash In On Chaos Course The Cash In On Chaos course is a home study course which teaches Dr. Al Larson’s unique Chaos Market Theory. This theory explains market behavior in terms of Chaos Theory. This is the only true scientific course on chaos in markets. It can be used to develop your own trading systems. Markets are provably chaotic. They go through periods of relative flat prices, then break sharply higher or lower, then return to relative calm. This is typical of chaotic systems, and can be explained in terms of chaos theory. The basics of chaos theory is taught, with no more math than addition, subtraction, and multiplication.
  7. MO-TTP1.zip.019 MO-TTP1.zip.021 MO-TTP1.zip.024 MO-TTP2.zip.004 MO-TTP2.zip.006 MO-TTP2.zip.008 MO-TTP2.zip.009 MO-TTP2.zip.017 MO-TTP2.zip.025 are missing....
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