Amity: Difference between revisions
m fixed color name |
Made target scale size based on harmonics rather than the whole diamond |
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| Line 12: | Line 12: | ||
| MOS scales = [[7L 4s]], [[7L 11s]], [[7L 18s]], [[7L 25s]] | | MOS scales = [[7L 4s]], [[7L 11s]], [[7L 18s]], [[7L 25s]] | ||
| Ploidacot = gamma-pentacot | | Ploidacot = gamma-pentacot | ||
| Odd limit 1 = 5 | Mistuning 1 = 0.47 | Complexity 1 = | | Odd limit 1 = 5 | Mistuning 1 = 0.47 | Complexity 1 = 18 | ||
| Odd limit 2 = 9 | Mistuning 2 = 1.68 | Complexity 2 = | | Odd limit 2 = 9 | Mistuning 2 = 1.68 | Complexity 2 = 32 | ||
}} | }} | ||
'''Amity''' is a [[regular temperament|temperament]] that divides a [[8/3|perfect eleventh]] into 5 [[generator]]s of acute minor thirds. A stack of 13 generators [[octave reduction|octave reduced]] represents [[8/5]], [[tempering out]] the [[amity comma]], 1600000/1594323. This article also assumes the canonical [[extension]] to the [[7-limit]], where a stack of 17 generators octave reduced represents [[7/4]], tempering out [[4375/4374]] and [[5120/5103]]. [[Equal temperaments]] that [[support]] amity include {{EDOs| 46, 53, 99, 152, and 205 }}. | '''Amity''' is a [[regular temperament|temperament]] that divides a [[8/3|perfect eleventh]] into 5 [[generator]]s of acute minor thirds. A stack of 13 generators [[octave reduction|octave reduced]] represents [[8/5]], [[tempering out]] the [[amity comma]], 1600000/1594323. This article also assumes the canonical [[extension]] to the [[7-limit]], where a stack of 17 generators octave reduced represents [[7/4]], tempering out [[4375/4374]] and [[5120/5103]]. [[Equal temperaments]] that [[support]] amity include {{EDOs| 46, 53, 99, 152, and 205 }}. | ||