Vermeil comma: Difference between revisions
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The Vermeil comma ([[Monzo]]: [—136; -34; 0; 68⟩), is an interval of 13.691 cents which is the amount by which thirty-four 49/48’s exceed an octave, (2/(49/48)^34). It is a [[7-limit]] small comma. | The Vermeil comma ([[Monzo]]: [—136; -34; 0; 68⟩), is an interval of 13.691 cents which is the amount by which thirty-four 49/48’s exceed an octave, (2/(49/48)^34). It is a [[7-limit]] small comma. | ||
It is best approximated by [[ | It is best approximated by [[88edo|88EDO]], with 1 EDOstep = '''13.6364 ¢''' . | ||
== Other Names == | == Other Names == | ||
Revision as of 20:50, 7 March 2026
Overview
The Vermeil comma (Monzo: [—136; -34; 0; 68⟩), is an interval of 13.691 cents which is the amount by which thirty-four 49/48’s exceed an octave, (2/(49/48)^34). It is a 7-limit small comma.
It is best approximated by 88EDO, with 1 EDOstep = 13.6364 ¢ .
Other Names
| Interval information |
In color notation, its name would be: “ascending quinla-sequadzo 28th“