User:Zhenlige/EDO impressions: Difference between revisions
| Line 30: | Line 30: | ||
*... | *... | ||
*[[22edo|22]]: The smallest non-meantone EDO with reasonable 5-limit. Good [[superpyth]] and [[porcupine]] tuning. The only reasonable superpyth EDO. The upper bound of a good fifth. | *[[22edo|22]]: The smallest non-meantone EDO with reasonable 5-limit. Good [[superpyth]] and [[porcupine]] tuning. The only reasonable superpyth EDO. The upper bound of a good fifth. | ||
*[[23edo|23]]: Incomplete [[46edo]]. The largest EDO | *[[23edo|23]]: Incomplete [[46edo]]. The largest EDO without a diatonic, blackwood or whitewood fifth. | ||
*[[24edo|24]]: What many non-microtonalists think microtonality is. 12edo with neutrals. Good for prime [[11/1|11]]. Accurate in subgroup 2.3.11.17.19. | *[[24edo|24]]: What many non-microtonalists think microtonality is. 12edo with neutrals. Good for prime [[11/1|11]]. Accurate in subgroup 2.3.11.17.19. | ||
*... | *... | ||
| Line 41: | Line 41: | ||
*... | *... | ||
*[[34edo|34]]: 17edo with prime [[5/1|5]], but no [[7/1|7]]. Also a stretched [[Carlos Gamma]]. | *[[34edo|34]]: 17edo with prime [[5/1|5]], but no [[7/1|7]]. Also a stretched [[Carlos Gamma]]. | ||
* | *[[35edo|35]]: The largest nondiatonic EDO. | ||
*[[36edo|36]]: Good for 2.3.7.13.17.19.23.29 subroup. Avoid [[5/1|5]] here because it is almost completely missed. Otherwise incomplete 72edo. | *[[36edo|36]]: Good for 2.3.7.13.17.19.23.29 subroup. Avoid [[5/1|5]] here because it is almost completely missed. Otherwise incomplete 72edo. | ||
*[[37edo|37]]: Everything but prime [[3/1|3]]. | *[[37edo|37]]: Everything but prime [[3/1|3]]. | ||