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Dynamic symmetry; the Greek vase (1920)

Hambidge, Jay, 1867-1924, Yale University. Rutherford Trowbridge Memorial Publication Fund · New Haven, Conn., New York City, Yale University Press; [etc., etc.] · leaf 56

An illustration from Dynamic symmetry; the Greek vase, 1920, leaf 56
les; .618 mul- tiplied by four, 2.472 minus one or 1.472. DE is a root-five rectangle.* :?''~ rs I vV Fig. 24. The area AB in Fig. 2< is div'ided into squares, root-five rectangles and rec- tangles of the whirling squares. In Fig. 26 the area AB is composed of two rectangles each consisting of a… … Fig. 26. Fig. 25. The whirling square rectangle AB in Fig. 27 may also be expressed as two squares and two root-five rectangles. The area .AB in Fig. 28, consists of six whirling square rectangles. The side of this rectangle is 2.000 and the end .927. * Euclid, XIII, I, in substance proves that a…

Design · Vases, Greek

Internet Archive · New York Public Library · Public domain (published before 1931). Free to use for anything.

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