10L 11s
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| Brightest mode | sLsLsLsLsLsLsLsLsLsLs | |
| Period | 2/1 | |
| Range for bright generator | 2\21 (114.3¢) to 1\10 (120.0¢) | |
| Range for dark generator | 9\10 (1,080.0¢) to 19\21 (1,085.7¢) | |
| Parent MOS | 10L 1s | |
| Daughter MOSes | 21L 10s, 10L 21s | |
| Sister MOS | 11L 10s | |
| Equal tunings | ||
| Supersoft (L:s = 4:3) | 7\73 (115.1¢) | |
| Soft (L:s = 3:2) | 5\52 (115.4¢) | |
| Semisoft (L:s = 5:3) | 8\83 (115.7¢) | |
| Basic (L:s = 2:1) | 3\31 (116.1¢) | |
| Semihard (L:s = 5:2) | 7\72 (116.7¢) | |
| Hard (L:s = 3:1) | 4\41 (117.1¢) | |
| Superhard (L:s = 4:1) | 5\51 (117.6¢) | |
This is the MOS which splits its large steps 1-1-1-1-1-1-1-1-1-2 between its small steps. It is the simplest MOS which is really useful for Miracle temperament, placing the low estimate for the boundary of "practicality" at 41edo (L:s = 3:1). Its diatonic semitone generator is no smaller than 2/21edo (114.286 cents). Eliora proposes the name miracloid for this pattern.
| 1/10 | 120 | |||||
| 6/61 | 118.033 | |||||
| 5/51 | 117.647 | |||||
| 9/92 | 117.391 | |||||
| 117.171 | ||||||
| 4/41 | 117.073 | |||||
| 116.857 | ||||||
| 11/113 | 116.814 | |||||
| 116.7725 | ||||||
| 7/72 | 116.667 | |||||
| 10/103 | 116.505 | |||||
| 3/31 | 116.192 | 46/43-based miracloid is around here. | ||||
| 11/114 | 115.7895 | |||||
| 115.763 | ||||||
| 8/83 | 115.663 | |||||
| 115.585 | ||||||
| 13/135 | 115.556 | |||||
| 115.507 | ||||||
| 5/52 | 115.385 | Tricesimoprimal miracloid (using 31/29 as a gen) is around here. | ||||
| 12/125 | 115.2 | |||||
| 7/73 | 115.0865 | |||||
| 9/94 | 114.894 | |||||
| 2/21 | 114.286 |