11358058edo: Difference between revisions

Revision as of 22:34, 29 October 2023 view source Tristanbay (talk \| contribs) autopatrolled 850 edits Attempting to add EDO templates Tag: Visual edit: Switched ← Older edit		Revision as of 22:45, 29 October 2023 view source Tristanbay (talk \| contribs) autopatrolled 850 edits Attempting to fix Infobox ET Tag: Visual edit Newer edit →
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	{{Infobox ET~~\|11358058edo~~\|Consistency=35\|Distinct consistency=35}}		{{Infobox ET\|Consistency=35\|Distinct consistency=35\|ET identifier=11358058edo\|Prime factorization=2 × 5679029\|Step size=0.000105651864¢\|Fifth=6644038\11358058 (701.955¢) (→3322019\5679029)\|Semitones=1076034:853984 (113.7¢:90.23¢)}}

	11358058edo, or 11358058 equal divisions of the octave, is an equal tuning system with a step size of only about 0.00010565 cents, far beyond the human melodic [[just-noticeable difference]]. It has been noted for its highly accurate approximation of the 31-limit.		11358058edo, or 11358058 equal divisions of the octave, is an equal tuning system with a step size of only about 0.00010565 cents, far beyond the human melodic [[just-noticeable difference]]. It has been noted for its highly accurate approximation of the 31-limit.