The role of helter-skelter in the theory:


According to the present view on the Complex Plane, the horizontal numbers (+ 1) Plus One and (- 1) Minus One are real but the vertical numbers (i) Iota and (- i) Minus Iota are imaginary.


This theory seeks to change that by showing that the vertical numbers are in fact real, as real as the horizontal numbers.


According to the present view on the Complex Plane, (i) Iota and (- i) Minus Iota are numbers.


This theory seeks to change that by showing that they are in fact signs like (+) Plus and (-) Minus.


According to the present view on the Complex Plane, numbers are points.


This theory seeks to change that by showing that they are in fact lines.


According to the present view on the Complex Plane, angles are multiplied using De Moivrer's theorem.


This theory seeks to change that by showing that angles can be multiplied directly.


According to the present view on the Complex Plane, mathematical equations cannot be read in plain English, not that it really matters.


This theory seeks to change that by showing that mathematical equations can be read in plain English using Mrs. Lavery's, Mrs. Wheelan's or Mrs. Brown's theory. 


That concludes the role of helter-skelter in the theory.


End of page 14.