11-odd-limit

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The 11-odd-limit is the set of all rational intervals which can be written as 2k(a/b) where a, b ≤ 11 and k is an integer. To the 9-odd-limit, it adds 5 pairs of octave-reduced intervals involving 11.

Below is a list of all octave-reduced intervals in the 11-odd-limit.

Ratio Size (¢) Color name Name
12/11 150.637 1u2 lu 2nd lesser undecimal neutral second
11/10 165.004 1og2 logu 2nd greater undecimal neutral second
11/9 347.408 1o3 ilo 3rd undecimal neutral third
14/11 417.508 1uz4 luzo 4th undecimal major third
11/8 551.318 1o4 ilo 4th undecimal super-fourth
16/11 648.682 1u5 lu 5th undecimal sub-fifth
11/7 782.492 1or5 loru 5th undecimal minor sixth
18/11 852.592 1u6 lu 6th undecimal neutral sixth
20/11 1034.996 1uy7 luyo 7th lesser undecimal neutral seventh
11/6 1049.363 1o7 ilo 7th greater undecimal neutral seventh

See also