User:Eliora/Proposed concept names: Difference between revisions
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== Berkelium == | == Berkelium == | ||
A remarkable high-limit subgroup temperament with equally remarkable full 31-limit branchings. | A remarkable high-limit subgroup temperament with equally remarkable full 31-limit branchings. Since it was conceived in this specific subgroup, it makes no sense to name it for smaller subgroups. | ||
Subgroup: 2.3.5.13.17.23.29.31 | Subgroup: 2.3.5.13.17.23.29.31 | ||
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Vals: 388, 2619, 3395... | Vals: 388, 2619, 3395... | ||
=== | === Berkelium-248 === | ||
The temperament with higher TE error of the two branchings, therefore named after the second most stable berkelium isotope. | |||
Subgroup: 2.3.5.7.11.13 | Subgroup: 2.3.5.7.11.13 | ||
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EDOs: 388, 2619, ... | EDOs: 388, 2619, ... | ||
=== | === Berkelium-247 === | ||
The temperament with lower TE error of the two branchings, therefore named after the most stable berkelium isotope. | |||
==== 7-limit ==== | |||
Subgroup: 2.3.5.7 | |||
Comma list: 12824703626379264/12822723388671875, | |||
Mapping: [{{val|97 97 55 783}}, {{val|0 1 3 -9}}] | |||
Mapping generators: ~13839047287569/13743895347200 = 1\97, ~3/2 = 701.973 | |||
Optimal tuning (CTE):~ 3/2 = 701.973 | |||
==== 11-limit ==== | |||
Subgroup: 2.3.5.7.11 | |||
Comma list: 21437500/21434787, 44660948992/44659644435, 1573159698432/1572763671875 | |||
Mapping: [{{val|97 97 55 783 903}}, {{val|0 1 3 -9 -10}}] | |||
Mapping generators: ~4125/4096 = 1\97, ~3/2 = 701.976 | |||
Optimal tuning (CTE):~ 3/2 = 701.976 | |||
==== 13-limit ==== | |||
Subgroup: 2.3.5.7.11.13 | Subgroup: 2.3.5.7.11.13 | ||
Comma list: 1990656/1990625, 1146880/1146717, 492128/492075, 2662250409/2662000000 | Comma list: 1990656/1990625, 1146880/1146717, 492128/492075, 2662250409/2662000000 | ||
Mapping: [{{val|97 97 55 783 903 -95}}, {{val|0 1 3 -9 -10 8}}] | |||
Mapping generators: ~16038/15925, ~3/2 | Mapping generators: ~16038/15925, ~3/2 | ||
Optimal tuning (CTE): ~3/2 = 701. | Optimal tuning (CTE): ~3/2 = 701.976 | ||
EDOs: 388, 3395, ... | EDOs: 388, 3395, ... | ||