How to Calculate Hexagon Chart Angles Ever wonder how to calculate an angle on WD Gann's hexagon chart? Here is the formula
1 equates to 360 degrees.Therefore .5 equates to 180 degrees and .25 to 90.(But just like the sq9 calcs., not exactly)let "a" be your number or price or whateverthena = 3n(n-1)your first step of course is to solve for n which isnot as easy as taking the square root but almost.Remember the quadratic equation? n = (3 + (9 + 12*a)½)/6lets say your number is 36 and you want to add 90degrees1. first find n n = (3 + (9 + 12*36)½)/6 = 4(In case its not clear… we are taking the square root of the term (9 + 12*36) in the above equation)2. since 1 => 360 degrees , .25 => 90 degrees addingthat to the n = 4 gives 4.25 therefore your targetbecomes: a' = 3*4.25(4.25 -1) = 41.4 <- not quite 42 like it should be but close enough don't you ? Remember… the Square of 9 (Futia) formula is: degrees = (180*P½ -225)*360 (degrees)
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? Remember… the 
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