Vermeil comma: Difference between revisions

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== Overview ==
{{Infobox interval
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.
| Monzo = -137 -34 0 68
| Name = vermeil comma
| FJS name = -
| Color name = quinla-sequadzo 28th
| Calc = (49/48)^34/2
| Comma = yes
}}
The '''vermeil comma''', or systematically '''34-49/48-comma''' ({{monzo|legend=1| -136 -34 0 68 }}), is a [[small comma|small]] [[7-limit]]  [[comma]] of about 13.7 [[cent]]s. It is the amount by which a stack of thirty-four [[49/48]]'s exceeds an [[octave]], 2/(49/48)<sup>34</sup>.  


It is best approximated by [[88edo|88EDO]], with 1 EDOstep = '''13.6364 ¢''' .
== Approximation ==
This interval's size equals one step of 87.649…edo, so it is best approximated by [[88edo]], with 1\88 = 13.6364 cents.


== Other Names ==
== Etymology ==
{{Infobox Interval
This comma was named by [[User:Perry.k|Perry.k]] in 2026.  
| Monzo = [—136; -34; 0; 68⟩
 
| Cents = 13.6916104773216
[[Category:Vermeil]]
| Name = Vermeil Comma
[[Category:Commas with unknown etymology]]
| Calc = 2/(49/48)^34
}}
In [[Kite's color notation|color notation]], its name would be: “ascending quinla-sequadzo 28th“