4320edo: Difference between revisions
Created page with "{{Infobox ET}} {{EDO intro|4320}} ==Theory== 4320edo is consistent in the 23-limit. It is also a Highly composite equal division#Largely composite numbers|largely compo..." |
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{{EDO intro|4320}} | {{EDO intro|4320}} | ||
==Theory== | ==Theory== | ||
4320edo is consistent in the [[23-limit]]. | 4320edo is distinctly consistent in the [[23-odd-limit]]. While this fact is not remarkable on its own right ([[282edo]] is the first such EDO), what's remarkable is the relationship that 4320edo offers to fractions of the octave, given that it is also a [[Highly composite equal division#Largely composite numbers|largely composite EDO]]. It is the first largely composite EDO with a greater consistency limit since [[72edo]]. | ||
===Harmonics=== | |||
{{harmonics in equal|4320}} | {{harmonics in equal|4320}} | ||
[[Category:Equal divisions of the octave|####]] | |||