The third number to the left of the semicolon represents 12², the number of grosses, or the number of 144’s. Thus, 723 in duodecimal = (7 x 144) + (2 x 12) + 3 units, or 1035. in the decimal ...

Requiem with duodecimal pi looks like this. The Requiem of Pi --chromatic π base 12 --YouTube It is not only the pi that can play wonderful music in duodecimal.

Books Received Published: 01 November 1938 Duodecimal Arithmetic E. H. N. Nature 142, 852 (1938) Cite this article ...

Babylonian Conceptions of Numbers and MeasuresThis article was originally published with the title “An Ancient Duodecimal System” in SA Supplements Vol. 68 No. 1753supp (August 1909), p. 83 ...

The duodecimal system has to do with permutations of the letters in the Divine proper name, Tetragrammaton (“ Havaya ”) —YHWH. Three unique letters— Yud (Y), Heh (H) and Wav (W)—in four ...

This article was originally published with the title “A Proposed Duodecimal System of Weights and Measures” in Scientific American Magazine Vol. 87 No. 25 (December 1902), p. 440 doi:10.1038 ...

First, keep in mind that in the 400,000-odd years that Homo sapiens has been around, most people had no use for exact time. Dawn, sunrise, sunset and night were very important, but no cave person ...