View source for 952edo

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== Theory ==
952edo is in[[consistent]] in the [[5-odd-limit]] despite having a decent approximation to [[3/1|harmonic 3]]. To start with, as an 11-limit temperament we may consider the 952ce [[val]] {{val| 952 1509 '''2211''' '''2673''' '''3294''' }} and the 952d val {{val| 952 1509 '''2210''' '''2672''' '''3293''' }}. 

Despite having bad approximations, in light of having 28 as a divisor 952edo provides the optimal patent val for the [[oquatonic]] temperament in the 7-limit.

=== Odd harmonics ===
{{Harmonics in equal|952}}

=== Subsets and supersets ===
Since 952's factorization is {{factorization|952}}, 952edo has subset EDOs {{EDOs| 2, 4, 7, 8, 14, 17, 28, 34, 56, 68, 119, 136, 238, 476}}.

=== Miscellaneous properties ===
952edo is notable for having a [[concoctic]] scale which represents a natural phenomenon—169\952 is useful both as a cycle length for a leap week calendar and its generator, thus being associated with a 169 & 952 mos sequence. The resulting calendar has a year length of 365 days 5h 49m 24.7s. 169/952 of a week, 1d 5h 49m 24.7s is roughly the fraction by which Earth's year length exceeds 52 weeks. The leap day cycle of 33\136 shares the exact same property of concoction, thus 952edo can be viewed as a compound of 7 such MOSes.

== Scales ==
* SouthSolstitial[169]