User:Eliora: Difference between revisions
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* Intercalary leap tunings based on things like [[16/15ths equal temperament]] where an octave has an alternating number of steps like a calendar year | * Intercalary leap tunings based on things like [[16/15ths equal temperament]] where an octave has an alternating number of steps like a calendar year | ||
== Subpages == | == Subpages == | ||
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The name of the temperament comes from the YouTube Pooper cs188, and his fan and his YTP reenactor radicalfaith360. | The name of the temperament comes from the YouTube Pooper cs188, and his fan and his YTP reenactor radicalfaith360. | ||
Subgroup: 2. | Subgroup: 2.29.53.59.61.71.97 | ||
Mapping: [ ⟨4 11 27 22 25 20 31] ⟨0 33 -16 6 -5 18 -18] ⟩ | |||
POTE Generator: 76. | Comma list: 7912969/7908832, 16115651/16098799, 24001792/23973647, 25915781/25905602, 283836416/283565741 | ||
POTE Generator: 76.6549¢ (~23 degrees) | |||
Periods per octave: 4 | Periods per octave: 4 | ||
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# [[1789edo]] | # [[1789edo]] | ||
# [[293edo]] | # [[293edo]] | ||
Revision as of 21:20, 24 April 2022
My temperaments of interest, ordered by absolute step size:
I hope I can do some music with these at some point in future.
- 15edo
- 36ed5
- 27edt
- 28edo
- 100ed10
- 35edo
- 36edo
- 54edo
- 60edo
- 69edo
- 84edo
- 91edo
- 97edo
- 256ed5
- 118edo
- 293edo
- 353edo
- 360edo
- 420edo
- 441edo
- 576edo
- 666edo
- 1080edo
- 1395edo
- 1789edo
- 1794edo
- 2016edo
- 5040edo
- Intercalary leap tunings based on things like 16/15ths equal temperament where an octave has an alternating number of steps like a calendar year
Subpages
Solar Calendar Leap Rule scales
Proposed temperament names
Temperament names proposed by me.
Reenactment (188 & 360)
The name of the temperament comes from the YouTube Pooper cs188, and his fan and his YTP reenactor radicalfaith360.
Subgroup: 2.29.53.59.61.71.97
Mapping: [ ⟨4 11 27 22 25 20 31] ⟨0 33 -16 6 -5 18 -18] ⟩
Comma list: 7912969/7908832, 16115651/16098799, 24001792/23973647, 25915781/25905602, 283836416/283565741
POTE Generator: 76.6549¢ (~23 degrees)
Periods per octave: 4
Jamala (1944 & 2016)
This temperament's name derives from a song 1944 by Ukrainian singer Jamala, which entered Eurovision Song Contest in 2016. Also, both of these numbers are significantly composite.
Subgroup: 2.5.11.13.19.41.47
Mapping: [⟨72 167 249 266 306 386 400], ⟨0 5 2 12 -4 -7 -2]⟩
Comma list: 545710/545623, 2502280/2501369, 4981295/4980736, 7167784/7167655, 47012251/47000000
POTE Generator: 0.6019¢
Periods per octave: 72
Error: 0.016129¢ per octave
Burning World (1794 & 2016)
Subgroup: 2.5.11.13.19.41.47
Comma list: 2502280/2501369, 3693448/3693157, 4981295/4980736, 47703761456/47700744025, 1188892815539/1188265280000
POTE Generator: 64.8811¢
Periods per octave: 6
Error: 0.018437 cents/octave
Dreamliner (787 & 9)
Subgroup: 23-limit
Comma list: 875/874, 969/968, 2432/2431, 3060/3059, 3381/3380, 5175/5168, 10830/10829
POTE Generator: 266.8374¢