That hand writing should mean the distance between the equilateral triangle's base and the base of the square, where the man stands, should be 1/14 of the height of man into square.
Back to that sentence, the ratio of 1/14 of the height from the base of the square must be defined by the line on which rest the feet apart; and since those of the figure do not rest on the same vertical height, we could never verify this assumption, if not referring to the equilateral triangle whose sides pass through the ball-and-socket joint of the femurs, then with the vertex on the navel, no matter how the leg is designed. |