169edo: Difference between revisions
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=== Subsets and supersets === | === Subsets and supersets === | ||
Since 169 factors into {{factorization|169}}, 169edo contains [[13edo]] as its subset. [[338edo]], which doubles it, provides good correction for the approximations of harmonics [[5/1|5]] and [[7/1|7]]. | Since 169 factors into {{factorization|169}}, 169edo contains [[13edo]] as its only nontrivial subset. [[338edo]], which doubles it, provides good correction for the approximations of harmonics [[5/1|5]] and [[7/1|7]]. | ||