User:Zhenlige/EDO impressions: Difference between revisions
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*[[26edo|26]]: A stack of [[7/4]]. Meantone but tuned terribly. Incomplete [[130edo]]. | *[[26edo|26]]: A stack of [[7/4]]. Meantone but tuned terribly. Incomplete [[130edo]]. | ||
*[[27edo|27]]: Worse than both 12- and 22edo for 7-limit. The fact that [[53edo]] is good indicates that 26- and 27edo are probably bad. | *[[27edo|27]]: Worse than both 12- and 22edo for 7-limit. It is distinct tho, but that is like thinking 0.1 is better represented as 1 than 0. The fact that [[53edo]] is good indicates that 26- and 27edo are probably bad. | ||
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*[[31edo|31]]: Ideal for pure-octave [[meantone]], combining lots of 11-limit extensions in a single tuning. Also [[valentine]]. IMO the best meantone EDO. For other temperaments its flat fifth may be a drawback. | *[[31edo|31]]: Ideal for pure-octave [[meantone]], combining lots of 11-limit extensions in a single tuning. Also [[valentine]]. IMO the best meantone EDO. For other temperaments its flat fifth may be a drawback. | ||
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*[[36edo|36]]: Good for 2.3.7.13.17.19.23.29 subroup. Otherwise incomplete 72edo. | *[[36edo|36]]: Good for 2.3.7.13.17.19.23.29 subroup. Otherwise incomplete 72edo. | ||
*[[37edo|37]]: Everything but prime [[3/1|3]] | *[[37edo|37]]: Everything but prime [[3/1|3]]. | ||
*[[38edo|38]]: 19edo with neutrals. Near pure [[11/9]]. The acceptable error of 19edo really becomes a problem at this size. | *[[38edo|38]]: 19edo with neutrals. Near pure [[11/9]]. The acceptable error of 19edo really becomes a problem at this size. | ||
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