441edo: Difference between revisions
Cleanup; clarify the title row of the rank-2 temp table; +music |
Adopt template: Factorization; note 882edo |
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=== Subsets and supersets === | === Subsets and supersets === | ||
441 factors into primes as | 441 factors into primes as {{factorization|441}}, and 441edo has divisors {{EDOs| 3, 7, 9, 21, 49, 63 and 147 }}. | ||
[[1323edo]], which divides the edostep into three, is the smallest distinctly consistent edo in the 29-odd-limit and thus provides good correction for prime harmonics from 11 to 29. | [[882edo]], which doubles it, gives an alternative mapping for harmonics 11 and 17. [[1323edo]], which divides the edostep into three, is the smallest distinctly consistent edo in the 29-odd-limit and thus provides good correction for prime harmonics from 11 to 29. | ||
== Selected intervals == | == Selected intervals == | ||
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== Scales == | == Scales == | ||
Scales used in Etude in G Akjayland, in order of size: | Scales used in ''Etude in G Akjayland'', in order of size: | ||
* Balzano-200[9]: 77 41 41 41 77 41 41 41 41 ([[2L 7s]], generator = 200\441) | * Balzano-200[9]: 77 41 41 41 77 41 41 41 41 ([[2L 7s]], generator = 200\441) | ||