1-odd-limit

Revision as of 15:52, 13 September 2023 by Fredg999 (talk | contribs) (Fix typo)

The 1-odd-limit is the set of all rational intervals which can be written as 2k(a/b) where a, b ≤ 1 and k is an integer.

Below is a list of all octave-reduced intervals in the 1-odd-limit. The 1-odd-limit contains only the unison and all it's octavations. It is equivalent to the 2-limit (prime limit).

Ratio Size (¢) Color name Name
1/1 0.000 w1 wa 1sn (perfect) unison

See also