User contributions for Xenllium

A user with 5,012 edits. Account created on 15 November 2018.
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23 May 2026

  • 01:2901:29, 23 May 2026 diff hist +2,424 N Godzilla extensions Created page with "{{Breadcrumb|Semaphore and godzilla}} Godzilla has various competing extensions to the 11- and 13-limit. The following temperaments are discussed in this article: * '''Tridecimal godzilla''' ({{nowrap| 14cf & 19 }}) – tempering out 45/44, 49/48, 78/77, and 81/80; * '''Semafour''' ({{nowrap| 14cf & 19e }}) – tempering out 33/32, 49/48, 55/54, and 91/90; * '''Varan''' ({{nowrap| 19e & 24 }}) – tempering out 49/48, 66/65, 77/75, and 81/80;..." Tags: Mobile edit Mobile web edit
  • 00:1000:10, 23 May 2026 diff hist +85 Semaphore and godzilla No edit summary current Tags: Mobile edit Mobile web edit

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11 May 2026

  • 09:3709:37, 11 May 2026 diff hist +632 N Sooty fox chords Created page with "'''Sooty fox chords''' are essentially tempered chords tempered by the sooty fox comma, 343/338. Sooty fox chords are essentially tempered chords for 2.7.13 subgroup, consisted of the '''sooty fox triad''', 1–14/13–8/7 (with steps of 14/13, 14/13, 7/4), and the '''sooty fox tetrad''', 1–14/13–8/7–16/13 (with steps of 14/13, 14/13, 14/13, 13/8). Equal temperaments with sooty fox chords include {{Optimal ET sequence| 9, 10, 11, 19,..." Tags: Mobile edit Mobile web edit

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1 May 2026

  • 23:2023:20, 1 May 2026 diff hist +147 Medium comma No edit summary Tags: Mobile edit Mobile web edit
  • 10:4710:47, 1 May 2026 diff hist +793 N 34th-octave temperaments Created page with "{{Technical data page}} {{Infobox fractional-octave|34}} This page collects rank-2 temperaments with a period that is 1/34 of an octave. 34edo is a good tuning for harmonics 3, 5, 13 and 17, so giving an independent generator with 1/34-octave period makes sense. This approach leads to the hemigoth temperament. == Hemigoth == Hemigoth is identical to 34et in the no-7 subgroups, but has an independent generator for prime 7. Subgroup: 2.3.5.7 Comma list: 204..." current

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