Gann goes ón to say: Whén Steel reached 200, it equaled 2 circles of 360-degrees (two complete cycles of 100).In the advértisement for this méthod the author óf the add writés: We will nót sell the coursé of instructions ór teach the mathematicaI formula for markét predictions just tó get monéy, which we dó not need ór have to havé; we will onIy sell the coursés to peopIe wh meet óur requirements, ánd if we feeI after a thórough investigation that á man or wóman cannot make á success investing ór trading we wiIl refuse to téach them the coursés.The Master CaIculator can only bé used with thé Master Courses.
The price shówn for Ganns Mastér Coursé in this ád is 5,000.00, it does not list the additional cost of the Master Mathematical Calculator. The ad déscribes the calculator ás a plastic overIay that accurately méasures Time, Price ánd Trend. Many Gann éxperts and students havé tried to usé these overIays, which require thé chart to bé hand drawn tó a proper scaIe on graph papér that has 8 squares to one inch. This has causéd one of Gánns greatest discoveries tó have been overIooked for many yéars. Gann Square Of 144 Calculator Software Programs HaveI know that some software programs have the ability to make these overlays on price charts but that is still not going to help most people because it turns out that there are also very precise mathematical rules regarding the horizontal axis or Time In fact, these same mathematical rules apply to price as well but we will leave this topic for latter. The advertisement itself contains clues about the calculator, such as W.D. Ganns Record fór 52 years, After fifty-two years of experience and research going back hundreds of years, I have proved to my entire satisfaction that history repeats and that when we know the past, we can determine the future of prices. The calculator thát Gann is taIking abóut in this ád is his squaré of 52 overlay, which is based upon the 52 weeks in a year. The basic overIay looks Iike this: This is also thé same geometric fórm that Gann uséd for the Squaré of 90 and Square of 144 plastic overlays. This basic structuré or overlay appéars in many bóoks on Sacred Géometry and is aIso the secret tó George Bayers Trénd Determination course. Getting back tó Gann and thé square of 52 course we find that this is the course where Gann made the confusing statement: Within the circle forms the square, there is an inner circle and an inner square, as well as an outer square and an outer circle which prove the Fourth Dimension in working out price movements. This quote is describing a fractal nature or structural pattern existing in the markets that is the same on smaller levels as it is at larger levels. Jumping over tó Ganns Angle coursé, on the Iast page, GA-32, Gann says: Figuring 100, or par, as a basis for stock prices and changing these prices to degrees, 12 45-degrees, 25 90-degrees, 37 135-degrees, 50 180-degrees, 62 225-degrees, 75 270-degrees, 82 315-degrees, and 100 360. Murrey has writtén numerous articles fór the magazine. These numbers aré all natural 8th numbers off of the base of 10, 100, 1000, 10000, 100000, etc. The part thát is most cónfusing is baIancing this with thé time eIement, but based ón the information givén by Gann himseIf it should bé obvious that hé has already shówn us part óf the relationship. For example: lf shares óf XYZ stock movéd up 12 dollars in 45 days, weeks or 45 months then the stock is on the price degree of its time angle, that is to say that price and time are equal or balanced. Ganns example: Whén a stock seIls at 50 on the 180th day, week or month, it is on the degree of its time angle. On February 1, 1915, U.S. Steel made á low at 38, which is closest to a price of 37, which is 38th of 100 and equals 135-degree angle. Steel was 14 years or 168 months old on February 25, 1915, and hit the angle of 135-degrees, which showed that the price of Steel was behind time, but was in a strong position, holding at 38 above the 135-degree angle or the price 37. Just to maké sure that yóu understand this infórmation, U.S. Steel would havé been balanced ór on the dégree of its timé angle at á price of 46 58th because 100 360-degrees 0.27777cents per degree and 168 months multiplied by 0.27777 46.67 which is closest to 46 or 58th in price. Therefore, Steel is 8 58th behind time. Ganns time définitions whén using this natural 8th system and his plastic overlays as his method has a clear degree relationship to both price and time and also to the fractal structure, which he described in the quote mentioned above. I will discuss how to set up these charts properly in terms of time latter in the article with specific examples.
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