User:Francium/6091edo: Difference between revisions
Created page with "{{Infobox ET}} {{ED intro}} == Theory == 6091edo is consistent to the 9-odd-limit, tempering out 184528125/184473632, 8796093022208/8792724609375 and {{monzo|-15 42 -21 -1}} in the 7-limit. It has a remarkably low relative error in its harmonics 3, 23, 29 and 31/1, being strong in the 2.3.5.19.23.29.31 subgroup, tempering out 655371/655360, 323116128/323078125, 183353344/183347145, 484416/484375, 32506245/32505856 an..." |
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== Theory == | == Theory == | ||
6091edo is [[consistent]] to the [[9-odd-limit]], [[tempering out]] 184528125/184473632, 8796093022208/8792724609375 and {{monzo|-15 42 -21 -1}} in the [[7-limit]]. It has a remarkably low relative error in its [[harmonic]]s [[3/1|3]], [[23/1|23]], [[29/1|29]] and [[31/1]], being strong in the 2.3.5.19.23.29.31 [[subgroup]], tempering out 655371/655360, 323116128/323078125, 183353344/183347145, 484416/484375, 32506245/32505856 and 46405467/46400000. | 6091edo is [[consistent]] to the [[9-odd-limit]], [[tempering out]] 184528125/184473632, 8796093022208/8792724609375 and {{monzo|-15 42 -21 -1}} in the [[7-limit]]. It has a remarkably low relative error in its [[harmonic]]s [[3/1|3]], [[23/1|23]], [[29/1|29]] and [[31/1|31]], being strong in the 2.3.5.19.23.29.31 [[subgroup]], tempering out 655371/655360, 323116128/323078125, 183353344/183347145, 484416/484375, 32506245/32505856 and 46405467/46400000. | ||
=== Prime harmonics === | === Prime harmonics === | ||
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<nowiki>*</nowiki> [[Normal lists|octave-reduced form]], reduced to the first half-octave, and [[Normal lists|minimal form]] in parentheses if it is distinct | <nowiki>*</nowiki> [[Normal lists|octave-reduced form]], reduced to the first half-octave, and [[Normal lists|minimal form]] in parentheses if it is distinct | ||
== Music == | |||
; [[Francium]] | |||
* "Hammin" from ''Bumbos'' (2026) – [https://open.spotify.com/track/0PHcvPz6zasF4TXV1lLc4H Spotify] | [https://francium223.bandcamp.com/track/hammin Bandcamp] | [https://www.youtube.com/watch?v=OO2wf9vS33M YouTube] – in Hamity, 6091edo tuning | |||