Major third: Difference between revisions
→In regular temperaments: a period is still a generator. |
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* The 5-limit '''classical major third''' is a ratio of [[5/4]], and is about 386{{c}}. | * The 5-limit '''classical major third''' is a ratio of [[5/4]], and is about 386{{c}}. | ||
* The 7-limit '''(septimal) supermajor third''' is a ratio of [[9/7]], and is | * The 7-limit '''(septimal) supermajor third''' is a ratio of [[9/7]], and is almost exactly 435{{c}}. | ||
* The 11-limit '''neogothic major third''' is a ratio of [[14/11]], and is | * The 11-limit '''neogothic major third''' is a ratio of [[14/11]], and is almost exactly 417.5{{c}}. | ||
* The 13-limit '''(tridecimal) ultramajor third''' is a ratio of [[13/10]], and is about 454{{c}}. | * The 13-limit '''(tridecimal) ultramajor third''' is a ratio of [[13/10]], and is about 454{{c}}. | ||
** There is also a 13-limit '''(tridecimal) submajor third''', which is a ratio of [[26/21]], and is about 370{{c}}. | ** There is also a 13-limit '''(tridecimal) submajor third''', which is a ratio of [[26/21]], and is about 370{{c}}. | ||