37edo: Difference between revisions
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=== Subsets and supersets === | === Subsets and supersets === | ||
37edo is the 12th [[prime edo]], following [[31edo]] and coming before [[41edo]]. | 37edo is the 12th [[prime edo]], following [[31edo]] and coming before [[41edo]]. | ||
[[74edo]], which doubles it, provides an alternative approximation to harmonic 3 that supports [[meantone]]. [[111edo]], which triples it, gives a very accurate approximation of harmonic 3, and manifests itself as a great higher-limit system. [[296edo]], which slices its step in eight, is a good 13-limit system. | |||
=== Subgroups === | === Subgroups === | ||