26edo: Difference between revisions
m →Subsets and supersets: correction (harmonic 15 isn't shared by patent val, and 23 is quite sharp unlike the others so best excluded) |
→Subsets and supersets: better rephrased; + more supersets |
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=== Subsets and supersets === | === Subsets and supersets === | ||
26edo has [[2edo]] and [[13edo]] as subsets, of which 13edo is non-trivial, sharing | 26edo has [[2edo]] and [[13edo]] as subsets, of which 13edo is non-trivial, sharing the 2.9.5.21.11.13.17.19-subgroup with 26edo. Multiplying 26edo by 3 yields [[78edo]], which corrects several harmonics. [[104edo]] is a notable dual-5s system. [[130edo]], [[364edo]], [[494edo]], and [[624edo]] do well in approximating JI, though they are more complex. | ||
== Intervals == | == Intervals == | ||