No-twos subgroup temperaments: Difference between revisions
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== Remus == | == Remus == | ||
By splitting the generator of [[#Sirius]] into three, remus efficiently represents the no-2s 13-limit with MOS scales of 18, 25, 32, or 39 steps. | |||
[[Subgroup]]: 3.5.7.11.13 | [[Subgroup]]: 3.5.7.11.13 | ||
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: sval mapping generators: ~3, ~15/11 | : sval mapping generators: ~3, ~15/11 | ||
[[Optimal tuning]] ([[CWE]]): ~3 = 1\1edt, ~ | [[Optimal tuning]] ([[CWE]]): ~3 = 1\1edt, ~15/11 = 536.090 | ||
[[Support]]ing [[ET]]s: 39, 7, 32, 71, 110, 46, 149, 188, 181 | [[Support]]ing [[ET]]s: 39, 7, 32, 71, 110, 46, 149, 188, 181 | ||
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== Erigone == | == Erigone == | ||
Erigone splits the generator of [[procyon]] into three, allowing for an accurate representation of 11/9 at -19 generators and 13/9 at -13 generators. | |||
[[Subgroup]]: 3.5.7.11.13 | [[Subgroup]]: 3.5.7.11.13 | ||
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: sval mapping generators: ~3, ~49/33 | : sval mapping generators: ~3, ~49/33 | ||
[[Optimal tuning]] ([[CWE]]): ~3 = 1\1edt, ~ | [[Optimal tuning]] ([[CWE]]): ~3 = 1\1edt, ~49/33 = 682.443 | ||
[[Support]]ing [[ET]]s: 39, 131, 170, 92, 14, 209, 53, 301, 223, 248, 379, 432, 471 | [[Support]]ing [[ET]]s: 39, 131, 170, 92, 14, 209, 53, 301, 223, 248, 379, 432, 471 | ||