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Dynamic symmetry; the Greek vase (1920)

Hambidge, Jay, 1867-1924, Yale University. Rutherford Trowbridge memorial publication fund · New Haven, Conn., and New York city, Yale university press; [etc., etc.] · leaf 99

An illustration from Dynamic symmetry; the Greek vase, 1920, leaf 99
ectangle is applied to the end of a double root-five rectangle the excess area consists of the reciprocal of a root-four rectangle, i. e., .5 or two squares, .618 plus .5 equals 1.118. Whirling square rectangles applied to both ends of a double root-five rec- tangle, overlap. The area of this… … Fig. 14.

Design · Vases, Greek

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

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