391edo: Difference between revisions
Adopt template: EDO intro; +prime error table; +subsets and supersets; -redundant categories |
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{{Infobox ET}} | {{Infobox ET}} | ||
{{ | {{ED intro}} | ||
391edo has a sharp tendency, with [[prime harmonic]]s 3 to 13 all tuned sharp. The equal temperament [[tempering out|tempers out]] [[5120/5103]], 420175/419904, and 29360128/29296875 in the 7-limit, and provides the [[optimal patent val]] for the [[hemifamity]] temperament, and [[septiquarter]], the 99 & 292 temperament. It tempers out [[3025/3024]], [[4000/3993]], [[5632/5625]], and [[6250/6237]] in the 11-limit; and [[676/675]], [[1716/1715]] and [[4225/4224]] in the 13-limit, and provides further optimal patent vals for temperaments tempering out 5120/5103 such as [[alphaquarter]]. | 391edo has a sharp tendency, with [[prime harmonic]]s 3 to 13 all tuned sharp. The equal temperament [[tempering out|tempers out]] [[5120/5103]], 420175/419904, and 29360128/29296875 in the 7-limit, and provides the [[optimal patent val]] for the [[hemifamity]] temperament, and [[septiquarter]], the {{nowrap|99 & 292}} temperament. It tempers out [[3025/3024]], [[4000/3993]], [[5632/5625]], and [[6250/6237]] in the 11-limit; and [[676/675]], [[1716/1715]] and [[4225/4224]] in the 13-limit, and provides further optimal patent vals for temperaments tempering out 5120/5103 such as [[alphaquarter]]. | ||
The 391bcde [[val]] provides a tuning for 11-limit miracle very close to the POTE tuning. | The 391bcde [[val]] provides a tuning for 11-limit miracle very close to the POTE tuning. | ||