111th-octave temperaments: Difference between revisions
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{{ | {{Infobox fractional-octave|111}} | ||
==Roentgenium== | {{todo|intro}} | ||
== Roentgenium == | |||
Roentgenium is the [[Fractional-octave temperaments|fractional-octave temperament]] defined as 4884 & 8103 in the [[19-limit]] and is named after the 111th element. 111 is 37 x 3, and what's particularly remarkable about this temperament is that it still preserves the relationship of 11/8 to [[37edo]] in EDOs the size of thousands. Developed for a musical composition in [[8103edo]] by [[Eliora]]. | Roentgenium is the [[Fractional-octave temperaments|fractional-octave temperament]] defined as 4884 & 8103 in the [[19-limit]] and is named after the 111th element. 111 is 37 x 3, and what's particularly remarkable about this temperament is that it still preserves the relationship of 11/8 to [[37edo]] in EDOs the size of thousands. Developed for a musical composition in [[8103edo]] by [[Eliora]]. | ||
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[[Optimal tuning]] (CTE): ~3/2 = 701.964 | [[Optimal tuning]] (CTE): ~3/2 = 701.964 | ||
====19-limit==== | |||
==== 19-limit ==== | |||
Subgroup: 2.3.5.7.11.13.17.19 | Subgroup: 2.3.5.7.11.13.17.19 | ||
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{{Optimal ET sequence|legend=1|3219c, 4884, 8103, 12987}}, ... | {{Optimal ET sequence|legend=1|3219c, 4884, 8103, 12987}}, ... | ||
{{Navbox fractional-octave}} | |||