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Practical applications of dynamic symmetry (1920)

Hambidge, Jay, 1867-1924 · New Haven : Yale University Press · leaf 125

An illustration from Practical applications of dynamic symmetry, 1920, leaf 125
89 DYNAMIC SYMMETRY .882 shape HQ, the base of the meander band MN is fixed and the area NQ is a .382 rectangle. The points 0 and P are intersections of the diagonals of the square FG with the sides of the rectangle QJ. This rectangle is also connected … Fig. 16. Dr. Caskey's analysis of the Bell Krater, showing the com- posing units of form. with the 1.309 rectangle because the fraction of the ratio 1.764, i. e., .764, is the reciprocal of 1.309. If a square on the end be applied to the area QJ the excess would be a 1.309 shape. The area of an…

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