Sexagesimal Cyclical Diagrams and Totatives

Sexagesimal Cyclical Diagrams and Sexagesimal Totatives in Argam Transdecimal Notation

Cyclical diagram for r = 60, with regular d′-gons that have vertices at multiples of divisor d, with r = d · d′. The “primary” chart above shows all the divisors and possible regular polygons for r¹. The “secondary” charts on the left and right shows some divisors and the possible regular polygons for r². The sexagesimal totatives occupy positions that are not touched by the vertices of polygons produced by divisors of sixty. The subject was explored at s5231a90 a few weeks before, with the sexagesimal totatives restated at s7836a12. The diagrams appear in the 100+ page, 6 megabyte PDF manual on sexagesimal multiplication at d7a60. This page written 26 June 2007, tayya 7999, seven dozen ninth phase (Salcyra-Karlmelal Xrga, “Life Phase of Karl Michael, Son”), St. Louis.

This page last modified Thursday 12 April 2012.