Title

Triangle and square in circle,
as basic source of numerals:
Arabic and Roman.

Description

The three basic planes-triangle, square, circle-are, of course, products of the systematically moving point. When two diagonals, whose ends are connected by horizontals and verticals, are passed through the center of the circle, the result is the basis of Arabic and Roman numerals, according to A. S. Puschkin

AD=1
ABDC=2
ABECD=3
ABD+AE=4
etc.

Thus meet here:
1. the roots of two numerical systems, and
2. the roots of the forms of art.

If this deep-going relationship actually exists, we have a certain confirmation of our surmise that phenomena which seem to be fundamentally different on the surface and completely separate from each other derive from one single root.

Designer

Puschkin, A. S.

Date

1855

Source

Works

Bibliographic Citation

Kandinsky, Wassily. 2021, Point and Line to Plane. Bauhausbücher. Volume 9. Lars Müller Publishers. Page 136.

Kandinsky, Wassily. 1926, Punkt und Linie zu Fläche. Bauhausbücher. Volume 9. Albert Langen Verlag.

A. S. Puschkin, Works, Petersburg, Verlag Annenkoff, 1855, Vol. V, p. 16.