13edo: Difference between revisions
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=== Logarithmic phi === | === Logarithmic phi === | ||
As a coïncidence, 13edo also has a very close appoximation of [[logarithmic phi]] (21\13), with only -3.2 cents of error. | As a coïncidence, 13edo also has a very close appoximation of [[logarithmic phi]] (21\13), with only -3.2 cents of error. | ||
See also: [[13edo and optimal octave stretching]] | |||
== Scales == | == Scales == | ||