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As tritavesque intervals get more complex, they usually but not always get closer to [[2/1]].
As tritavesque intervals get more complex, they usually but not always get closer to [[2/1]].


Many of these intervals see use as [[equave]]s for [[edonoi]] and other [[nonoctave]] scales. They also see use as ninths of scales in edonoi, especially [[EDT]]s.
Many of these intervals see use as [[period]]s for [[edonoi]] and other [[nonoctave]] scales. They also see use as ninths of scales in edonoi, especially [[EDT]]s.


The more complex of these intervals can also be used as [[pseudo-octave]]s.
The more complex of these intervals can also be used as [[pseudo-octave]]s.


== List of tritavesque intervals ==
== List of tritavesque intervals ==
The numerators are the integers starting from 3 (3, 4, 5, 6, 7...). The denominators are [https://oeis.org/A116921 OEIS sequence A116921] — ''a(n) = largest integer <= n/2 which is coprime to n'' — but skipping the first entry (0).


# [[3/1]]
# [[3/1]]