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Open Graph

title

Ken's blog

description

mostly on computers and mathematics

image

site name

author

updated

2026-03-08 23:11:16

raw text

Ken's blog Ken's blog mostly on computers and mathematics Sunday, July 28, 2024 [xfelzoax] roots of 60 we subdivide the Babylonian range 1 to 60 by a geometric progression, i.e., we give values of 60^(a/b). b=6 is pleasingly near integers: 1, 2, 4, 8 (or 7.7), 15, 30, 60.  (because 60 is close to 64.) not sure what this might be useful for.  what applications have 1 and 60 as important endpoints?  maybe time expansion or reduction ratios. previously, roots of 10 and 2 . 2: 1 7.74596669241483 60 3: 1 3.91486764116886 15.3261886478711 60 4: 1 2.78315768371374 7.74596669241483 21.5582467177851 60 5: 1 2.26793315526605 5.14352079675504 11.6651613497612 26.4558061866516 60 6: 1 1.97860244646793 3.91486764116886 7.74596669241483 15.3261886478711 30.3244343537066 60 8: 1 1.66827985773183 2.78315768371374 4.64308590463121 7.74596669241483 12.9224402116173 21.5582467177851 35.9651887672942 60 10: 1 1.50596585461492 2.26793315526605 3.41542989237976 5.1435207967550...

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