Mosaistics: Geometry of the Tablets and the Ark of the Covenant

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ABCD = Ark of the Covenant, KLMN = Tablets of the Law, divided in two by line OP, each 2 by 3 half-cubits, hence their diagonals KM and LN (= EF = AB = CD) form Pythagorean triangles of 3 : 4 : 5 half-cubits, the diameters of the circle, the isosceles triangles formed by its radius, and the right triangles within the circle demonstrating theorems ascribed to Thales of Miletus (Exodus 25, 10 = 37, 1).

Reprinted from Archives for Mosaical Metrology and Mosaistics (AMMM) vol. 2, no. 4 (1997) p. 15
by courtesy of BAALSCHEM PRESSVerlag,
Bahnhofstr. 19, D-35745 Herborn 1,
GERMANY.

Reprinted from Archives for Mosaical Metrology and Mosaistics (AMMM) vol. 2, no. 4 (1997) p. 13
by courtesy of BAALSCHEM PRESS Verlag,
Bahnhofstr. 19, D-35745 Herborn 1,
GERMANY.

Reprinted from Archives for Mosaical Metrology and Mosaistics (AMMM) vol. 2, no. 4 (1997) p. 17
by courtesy of BAALSCHEM PRESS Verlag,
Bahnhofstr. 19, D-35745 Herborn 1,
GERMANY.

Reprinted from the BAALSCHEM PRESS Verlag Logo,
which unites many elements of the above diagrams,
by courtesy of BAALSCHEM PRESS Verlag,
Bahnhofstr. 19, D-35745 Herborn 1,
GERMANY.

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