Limmic temperaments: Difference between revisions
Blacksmith is still the only extension of blackwood since blackweed is of a different subgroup |
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POTE generator: ~5/4 = 394.948 | POTE generator: ~5/4 = 394.948 | ||
Optimal GPV sequence: {{Val list| 5, 10, 15, 40be, 55be, 70bde, 85bcde }} | |||
Badness: 0.024641 | Badness: 0.024641 | ||
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POTE generator: ~5/4 = 391.037 | POTE generator: ~5/4 = 391.037 | ||
Optimal GPV sequence: {{Val list| 5, 10, 15, 25e, 40bef }} | |||
Badness: 0.020498 | Badness: 0.020498 | ||
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POTE generator: ~5/4 = 398.070 | POTE generator: ~5/4 = 398.070 | ||
Optimal GPV sequence: {{Val list| 5e, 10e, 15 }} | |||
Badness: 0.029200 | Badness: 0.029200 | ||
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POTE generator: ~5/4 = 396.812 | POTE generator: ~5/4 = 396.812 | ||
Optimal GPV sequence: {{Val list| 5e, 10e, 15 }} | |||
Badness: 0.022325 | Badness: 0.022325 | ||
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POTE generator: ~5/4 = 374.763 | POTE generator: ~5/4 = 374.763 | ||
Optimal GPV sequence: {{Val list| 5e, 10 }} | |||
Badness: 0.030883 | Badness: 0.030883 | ||
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Blackweed is so named because the 20EDO tuning has 4\20 as the period and 420¢ as the generator. | Blackweed is so named because the 20EDO tuning has 4\20 as the period and 420¢ as the generator. | ||
Subgroup: 2.3. | Subgroup: 2.3.11/7 | ||
[[Comma list]]: 256/243 | [[Comma list]]: 256/243 | ||
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[[Mapping]]: [{{val| 5 8 0 }}, {{val| 0 0 1 }}] | [[Mapping]]: [{{val| 5 8 0 }}, {{val| 0 0 1 }}] | ||
Mapping generators: ~9/8, ~ | Mapping generators: ~9/8, ~11/7 | ||
[[POTE generator]]: ~14/11 = 413.7785 | [[POTE generator]]: ~14/11 = 413.7785 | ||
{{Val list|legend=1| 20, 35b }} | {{Val list|legend=1| 15, 20, 35b }} | ||
[[Category:Regular temperament theory]] | [[Category:Regular temperament theory]] | ||