User:Moremajorthanmajor/9edX: Difference between revisions
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|11\9 | |11\9 | ||
|162. | |162.962 | ||
|Intense Aeolian-Subpental Dorian mode ends, Subpental Dorian mode begins | |Intense Aeolian-Subpental Dorian mode ends, Subpental Dorian mode begins | ||
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|27\22 | |27\22 | ||
|163. | |163.636 | ||
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|5\4 | |5\4 | ||
| 166. | | 166.667 | ||
|Subpental Dorian mode ends, Pental Dorian mode begins | |Subpental Dorian mode ends, Pental Dorian mode begins | ||
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|19\15 | |19\15 | ||
|168. | |168.889 | ||
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|14\11 | |14\11 | ||
|169. | |169.697 | ||
|Pental Dorian mode ends, Superpental Dorian mode begins | |Pental Dorian mode ends, Superpental Dorian mode begins | ||
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|23\18 | |23\18 | ||
|170. | |170.370 | ||
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|31\24 | |31\24 | ||
|172. | |172.222 | ||
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|13\10 | |13\10 | ||
|173. | |173.333 | ||
|Beatles Dorian-Mixolydian mode ends, Subpental Mixolydian mode begins | |Beatles Dorian-Mixolydian mode ends, Subpental Mixolydian mode begins | ||
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|29\22 | |29\22 | ||
|175. | |175.758 | ||
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|4\3 | |4\3 | ||
|177. | |177.778 | ||
|Pental Mixolydian mode ends, Soft Superpental Mixolydian mode begins | |Pental Mixolydian mode ends, Soft Superpental Mixolydian mode begins | ||
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|43\32 | |43\32 | ||
|179. | |179.167 | ||
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|15\11 | |15\11 | ||
|181. | |181.818 | ||
|Soft Superpental Mixolydian mode ends, Intense Superpental Mixolydian mode begins | |Soft Superpental Mixolydian mode ends, Intense Superpental Mixolydian mode begins | ||
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| 11\8 | | 11\8 | ||
|183. | |183.333 | ||
|Intense Superpental Mixolydian mode ends, Mixolydian-Ionian mode begins | |Intense Superpental Mixolydian mode ends, Mixolydian-Ionian mode begins | ||
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|25\18 | |25\18 | ||
|185. | |185.185 | ||
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|7\5 | |7\5 | ||
|186. | |186.667 | ||
|Mixolydian-Ionian mode ends | |Mixolydian-Ionian mode ends | ||
|}By a surprising coincidence, the 9ed of the Pyrite tenth (7φ+6)\(5φ^2)edo is almost exactly every fifth degree of [[34edo]]. Additionally, those of the Golden Subpental Dorian and Pental and Intense Superpental Mixolydian tenths are almost exactly every third step of [[22edo]], 4edf and equal multiples of 10/9 respectively. | |}By a surprising coincidence, the 9ed of the Pyrite tenth (7φ+6)\(5φ^2)edo is almost exactly every fifth degree of [[34edo]]. Additionally, those of the Golden Subpental Dorian and Pental and Intense Superpental Mixolydian tenths are almost exactly every third step of [[22edo]], 4edf and equal multiples of 10/9 respectively. | ||