by
Hermann Schubert, W. S. Andrews, Paul Carus,
C. A. Browne, L. S. Frierson, D. F. Savage,
H. M. Kingery, Harry A. Sayles, John Worthington,
Herbert Chatley, Charles D. Shuldham,
Frederick A. Woodruff, C. Planck
Sacred Geometry of the magi, alchemists, and ancient philosophers.
Understand the mind of ancient wisdom and how they derived their
answers.
**************
Contents
The Magic Square - Hermann Schubert
Magic Squares - W. S. Andrews
Magic Squares continued - W. S. Andrews
Magic Cubes - W. S. Andrews
Reflections on Magic Squares -Paul Carus
Magic Squares & Pythagorean Numbers - C. A. Browne
Mathmatical Study of Magic Squares - L. S. Frierson
A New Method of Making Magic Squares of an Odd Degree -L. S. Frierson
Overlapping Magic Squares - D. F. Savage
Magic Cube of Six - H. M. Kingery
Oddly-Even Magic Squares - D. F. Savage
Notes on Oddly-Even Magic Squares - W. S. Andrews
Construction of Magic Squares & Rectangles - W. S. Andrews
Magic Cube of Six - Harry A. Sayles
Magic Cube on Six - John Worthington
Magic in the Fourth Dimension - H. M. Kingery
Magic Circles & Spheres - Harry A. Sayles
Pandiagonal & Associated Magic Squares - L. S. Frierson
Two More Forms of Magic Squares - Harry A. Sayles
The Magic Circle - Herbert Chatley
Magic Squares by Reversion - Paul Carus
Notes on Construction of Magic Squares - L. S. Frierson
Notes on Construction of Magic Squares - Harry A. Sayles
Magic Squares Made with Prime Numbers - H. A. Sayles
Geometric Magic Squares & Cubes - H. A. Sayles
Associated Prime Number Magic Squares - Charles D. Shuldham
Pandiagonal Prime Number Magic Squares - Charles D. Shuldham
Paneled Magic Squares - Charles D. Shuldham
Magic Stars - W. S. Andrews
Even Order Magic Squares - Harry A. Sayles
Four-Ply Pandiagonal Magic Squares - Frederick A. Woodruff
Constructing Ornate Magic Squares - C. Planck
General Rule For Constructing Ornate Magic Squares - C. Planck
Pandiagonal Concentric Magic Squares - Harry. A. Sayles
Construction of Magic Squares & Cubes - Harry. A. Sayles
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