443edo: Difference between revisions
Created page with "{{Infobox ET}} {{EDO intro|443}} == Theory == 443et tempers out 67108864/66976875, 6144/6125 and 32805/32768 in the 7-limit; 806736/805255, 35156250/35153041, 759375/7..." |
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== Theory == | == Theory == | ||
443et tempers out 67108864/66976875, [[6144/6125]] and [[32805/32768]] in the 7-limit; 806736/805255, 35156250/35153041, 759375/758912, [[131072/130977]], [[540/539]], 184549376/184528125, [[5632/5625]], [[8019/8000]], 160083/160000, 391314/390625, 202397184/201768035, 3294225/3294172 and 20614528/20588575 in the 11-limit. | 443et tempers out 67108864/66976875, [[6144/6125]] and [[32805/32768]] in the 7-limit; 806736/805255, 35156250/35153041, 759375/758912, [[131072/130977]], [[540/539]], 184549376/184528125, [[5632/5625]], [[8019/8000]], 160083/160000, 391314/390625, 202397184/201768035, 3294225/3294172 and 20614528/20588575 in the 11-limit. | ||
=== | ===Prime harmonics=== | ||
{{Harmonics in equal|443}} | {{Harmonics in equal|443}} | ||
===Subsets and supersets=== | ===Subsets and supersets=== | ||
443edo is the 86th [[prime edo]]. 886edo, which doubles it, gives a good correction until the 11-limit. | 443edo is the 86th [[prime edo]]. 886edo, which doubles it, gives a good correction until the 11-limit. | ||