Advanced Fibonacci Trading Concepts

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Address:	P.O. Box 2173
	Abeerdeen, WA 98520
Phone # for sales:	n/a
Additional Phone #:	n/a
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Website:	www.kanetrading.com
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E-mail address:	jim@kanetrading.com

CATEGORY: BOOKS

Description

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Book title: Advanced Fibonacci Trading Concepts

Author: Jim Kane

Publisher: Kane Trading

Price: $49.95

Pages: 160

Last print date: 2003

Media:

Paperback

Brief description:

Advanced Fibonacci Trading Concepts is designed to help satisfy Critical Element number one of the 'Plan for a Trade', the Potential Trade Area (PTA). This book focuses on the use of Fibonacci numbers for determining potential areas of support and resistance, where trades may be considered, using unique concepts developed at Kane Trading. Multiple new Fibonacci numbers are derived (including the now world-famous .886, from the person who quantified the number for the first time), and their use is detailed. The book goes on to develop the concept and technique of Fibonacci groupings, tight areas where multiple Fibonacci numbers come together to form a potential trade area. The concepts with regard to groupings are totally different than the 'standard' use of the basic Fibonacci numbers coming together in a 'wide' area, as presented by other authors. The techniques described in this book are based on totally new and unique ideas with regard to 'harmonicity' and the use and development of 'layered support or resistance'. The latter term is not related in any way to the technique some authors present about trading a second, 'wide' grouping if the first one fails. The layered support or resistance foundation, as well as the 'harmonicity' concepts, as defined in the Kane Trading methodology, are totally unique and were developed here at Kane Trading. In fact, the processes in this book can't even be done without the multiple new Fibonacci-derived numbers that were developed for the first time anywhere here at Kane Trading. The entire process is laid out in step-by-step detail, with multiple examples. There is also a brief chapter on a possible relationship between some Gann numbers and Fibonacci numbers, as well as a very intriguing introductory chapter on Fibonacci time relationships.

Description

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