2L 8s
User:IlL/Template:RTT restriction
| ↖ 1L 7s | ↑ 2L 7s | 3L 7s ↗ |
| ← 1L 8s | 2L 8s | 3L 8s → |
| ↙ 1L 9s | ↓ 2L 9s | 3L 9s ↘ |
Scale structure
ssssLssssL
Generator size
TAMNAMS information
Related MOS scales
Equal tunings
2L 8s or pajaroid is the MOS pattern of the decatonic scale of Paul Erlich and others. In addition to the true MOS form, LssssLssss, these scales also exist in a near-MOS form, LsssssLsss, in which the period is the only interval class with more than two flavors. In the case of the decatonic scale, LssssLssss is called the "symmetric" scale and LsssssLsss is called the "pentachordal" scale (because it has two identical "pentachords" in the same way that the diatonic scale has two identical tetrachords).
| Generator | Cents | Comments | ||||||||
|---|---|---|---|---|---|---|---|---|---|---|
| 0\2 | 0 | |||||||||
| 1\26 | 46.15 | |||||||||
| 1\24 | 50 | |||||||||
| 2\46 | 52.17 | |||||||||
| 1\22 | 54.55 | |||||||||
| 1\20 | 60 | |||||||||
| 1\18 | 66.67 | |||||||||
| 1\16 | 75 | L/s = 4 | ||||||||
| 600/(4+pi) | ||||||||||
| 1\14 | 85.71 | L/s = 3 | ||||||||
| 600/(4+e) | ||||||||||
| 2\26 | 92.31 | |||||||||
| 5\64 | 93.75 | |||||||||
| 13\166 | 93.98 | |||||||||
| 21\268 | 94.03 | Golden pajaroid | ||||||||
| 8\102 | 94.12 | |||||||||
| 3\38 | 94.74 | |||||||||
| 4\50 | 96 | |||||||||
| 5\62 | 96.77 | |||||||||
| 1\12 | 100 | Boundary of propriety (generators
larger than this are proper) | ||||||||
| 4\46 | 104.35 | |||||||||
| 600/(4+sqrt(3)) | ||||||||||
| 3\34 | 105.88 | |||||||||
| 8\90 | 106.67 | around here 8g=18/11 | ||||||||
| 21\236 | 106.78 | |||||||||
| 34\382 | 106.81 | Golden pajaroid | ||||||||
| 13\146 | 106.85 | |||||||||
| 5\56 | 107.14 | |||||||||
| 600/(4+pi/2) | ||||||||||
| 2\22 | 109.09 | Optimum rank range (L/s=3/2) pajaroid | ||||||||
| 3\32 | 112.5 | |||||||||
| 4\42 | 114.29 | |||||||||
| 5\52 | 115.385 | |||||||||
| 6\62 | 116.13 | |||||||||
| 7\72 | 116.67 | |||||||||
| 8\82 | 117.07 | |||||||||
| 1\10 | 120 | |||||||||