22edo: Difference between revisions
m Bold acronyms in the intro as well |
m cent precision, links to intervals |
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{{Infobox ET | {{Infobox ET | ||
| Prime factorization = 2 × 11 | | Prime factorization = 2 × 11 | ||
| Step size = 54. | | Step size = 54.54545¢ | ||
| Fifth = 13\22 | | Fifth = 13\22 (709¢) | ||
| Major 2nd = 4\22 | | Major 2nd = 4\22 (218¢) | ||
| Minor 2nd = 1\22 | | Minor 2nd = 1\22 (55¢) | ||
| Augmented 1sn = 3\22 | | Augmented 1sn = 3\22 (164¢) | ||
}} | }} | ||
'''22 equal divisions of the octave''' ('''22edo'''), or '''22(-tone) equal temperament''' ('''22tet''', '''22et''') when viewed from a [[regular temperament]] perspective, is the tuning system derived by dividing the [[octave]] into 22 [[equal]]ly large steps. Each step represents a frequency ratio of the twenty-second root of 2, or 54. | '''22 equal divisions of the octave''' ('''22edo'''), or '''22(-tone) equal temperament''' ('''22tet''', '''22et''') when viewed from a [[regular temperament]] perspective, is the tuning system derived by dividing the [[octave]] into 22 [[equal]]ly large steps. Each step represents a frequency ratio of the twenty-second root of 2, or about 54.5 [[cent]]s. Because it distinguishes [[10/9]] and [[9/8]], it is not a meantone system. | ||
== Theory == | == Theory == | ||