966edo: Difference between revisions

Lériendil (talk | contribs)
Lériendil (talk | contribs)
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=== Odd harmonics ===
=== Odd harmonics ===
966edo has a very good approximation of the [[11-limit]], with its primes 7 and 11, along with odd 15, borrowed from [[161edo]].
966edo has a very good approximation of the [[11-limit]], with its primes 7 and 11, along with odd 15, borrowed from [[161edo]].
{{Harmonics in equal|966}}
{{Harmonics in equal|966}}


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