14L 3s: Difference between revisions
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Infobox MOS, improve lead section, categories |
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{{Infobox MOS | |||
| Other names = | |||
| Periods = 1 | |||
| nLargeSteps = 14 | |||
| nSmallSteps = 3 | |||
| Equalized = 6 | |||
| Collapsed = 5 | |||
| Pattern = LLLLLsLLLLLsLLLLs | |||
}} | |||
The '''14L 13s''' [[MOS scale]] consists of three small steps separated by intervals of 5L-5L-4L. The temperament it belongs to is called Squares because the number of generators it takes to get to each of the primes 3, 5 and 7 is a square (3=-4 generators, 5=-16, 7=-9). This puts the generator between 6/17edo (423.529{{cent}}) and 5/14edo (428.571{{cent}}). | |||
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| | 423.529 | | | 423.529 | ||
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[[Category:17-tone scales]] | |||
Revision as of 15:55, 6 January 2023
| ↖ 13L 2s | ↑ 14L 2s | 15L 2s ↗ |
| ← 13L 3s | 14L 3s | 15L 3s → |
| ↙ 13L 4s | ↓ 14L 4s | 15L 4s ↘ |
Scale structure
sLLLLsLLLLLsLLLLL
Generator size
TAMNAMS information
Related MOS scales
Equal tunings
The 14L 13s MOS scale consists of three small steps separated by intervals of 5L-5L-4L. The temperament it belongs to is called Squares because the number of generators it takes to get to each of the primes 3, 5 and 7 is a square (3=-4 generators, 5=-16, 7=-9). This puts the generator between 6/17edo (423.529 ¢) and 5/14edo (428.571 ¢).
| 5/14 | 428.571 | ||||
| 26/73 | 427.397 | ||||
| 21/59 | 427.119 | ||||
| 37/104 | 426.923 | ||||
| 426.747 | |||||
| 16/45 | 426.667 | ||||
| 426.484 | |||||
| 43/121 | 426.446 | ||||
| 426.41 | |||||
| 27/76 | 426.316 | ||||
| 38/107 | 426.168 | ||||
| 11/31 | 425.806 | ||||
| 39/110 | 425.4545 | ||||
| 425.426 | |||||
| 28/79 | 425.3165 | ||||
| 425.23 | |||||
| 45/127 | 425.197 | ||||
| 425.142 | |||||
| 17/48 | 425 | ||||
| 40/113 | 424.779 | ||||
| 23/65 | 424.615 | ||||
| 29/82 | 424.39 | ||||
| 6/17 | 423.529 |