29/23: Difference between revisions
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Created page with "'''29/23''' is a major third. It is equal to 401.303c and it is a convergent to the cubic root of two, the 400 cent interval. == Theory == Assigning this interval to be 1\3 o..." |
Hotcrystal0 (talk | contribs) cube root, not cubic root |
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'''29/23''' is a major third. It is equal to 401.303c and it is a convergent to the | {{Infobox Interval | ||
| Name = 29-23oid major third, undetricesimal major third | |||
| Color name = 29o23u3, twenotwethu 3rd | |||
}} | |||
'''29/23''' is a major third. It is equal to 401.303c and it is a convergent to the cube root of two, the 400 cent interval. | |||
== Theory == | == Theory == | ||
Assigning this interval to be 1\3 of an octave, or a part of symmetric augmented triad results in [[24389/24334]] being tempered out. | Assigning this interval to be 1\3 of an octave, or a part of symmetric augmented triad results in [[24389/24334]] being tempered out. | ||
[[Category:Taxicab-2 intervals]] | |||
Latest revision as of 14:44, 14 April 2026
| Interval information |
undetricesimal major third
29/23 is a major third. It is equal to 401.303c and it is a convergent to the cube root of two, the 400 cent interval.
Theory
Assigning this interval to be 1\3 of an octave, or a part of symmetric augmented triad results in 24389/24334 being tempered out.