Buzzard: Difference between revisions
From Xenharmonic Reference
Created page with "{{Infobox regtemp | Title = Buzzard | Subgroups = 2.3.7, 2.3.5.7, 2.3.5.7.11.13 | Comma basis = 65536/64827 (2.3.7); <br>1728/1715, 5120/5103 (7-limit);<br>176/175, 351/350, 540/539, 676/675<br>(13-limit) | Edo join 1 = 53 | Edo join 2 = 58 | Mapping = 1; 4 21 -3 39 27 | Generators = 21/16 | Generators tuning = 475.7 | Optimization method = CWE | MOS scales = 3L 2s | Ploidacot = alpha-tetracot | Pergen = | Color name = | Odd limit 1 = 2.3.7..." |
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'''Buzzard''' is a 2.3.7 temperament that splits 3/1 into four sharpened 21/16 subfourths. It can be considered the simplest non-[[Slendric]] 2.3.7 temperament since it equates two 64/63's with one 49/48. Since Buzzard sharpens 147/128, it can be extended to 2.3.7.13/5 by tempering out the huntsma, 640/637. | '''Buzzard''' is a 2.3.7 temperament that splits 3/1 into four sharpened 21/16 subfourths. It can be considered the simplest non-[[Slendric]] 2.3.7 temperament since it equates two 64/63's with one 49/48. Since Buzzard sharpens 147/128, it can be extended to 2.3.7.13/5 by tempering out the huntsma, 640/637. | ||
{{Infobox regtemp}} | |||
{{Cat|Regular temperaments}} | |||
Revision as of 21:25, 24 February 2026
| Buzzard |
1728/1715, 5120/5103 (7-limit);
176/175, 351/350, 540/539, 676/675
(13-limit)
15-odd-limit: 4.09¢
15-odd-limit: 43 notes
Buzzard is a 2.3.7 temperament that splits 3/1 into four sharpened 21/16 subfourths. It can be considered the simplest non-Slendric 2.3.7 temperament since it equates two 64/63's with one 49/48. Since Buzzard sharpens 147/128, it can be extended to 2.3.7.13/5 by tempering out the huntsma, 640/637.
| Buzzard |
