12edo: Difference between revisions
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{{Infobox ET | {{Infobox ET | ||
| Prime factorization = 2<sup>2</sup> * 3 | | Prime factorization = 2<sup>2</sup> * 3 | ||
| Step size = 100.000¢ | |||
| Step size = 100. | | Fifth type = 7\12 = 700¢ | ||
| Fifth type = | |||
| Major 2nd = 2\12 = 200¢ | | Major 2nd = 2\12 = 200¢ | ||
| Minor 2nd = 1\12 = 100¢ | | Minor 2nd = 1\12 = 100¢ | ||
| Augmented 1sn = 1\12 = 100¢ | | Augmented 1sn = 1\12 = 100¢ | ||
}} | }} | ||
'''12edo''', perhaps better known as '''12et''' since it really is a temperament, is the predominating tuning system in the world today. | '''12edo''', perhaps better known as '''12et''' since it really is a temperament, is the predominating tuning system in the world today. | ||
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* [[List of 12et rank two temperaments by complexity]] | * [[List of 12et rank two temperaments by complexity]] | ||
* [[List of edo-distinct 12f rank two temperaments]] | * [[List of edo-distinct 12f rank two temperaments]] | ||
The two most common 12-edo MOS scales are meantone [5] and meantone [7]. | |||
'''diatonic (meantone) 5L2s 2221221 (generator = 7\12)''' | |||
'''pentatonic (meantone) 2L3s 22323 (generator = 7\12)''' | |||
'''diminished 4L4s 12121212 (generator = 1\12, period = 3\12)''' | |||
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