User:BudjarnLambeth/Draft related tunings section: Difference between revisions

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BudjarnLambeth (talk | contribs)
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** 11-limit WE
** 11-limit WE
** Anything else along those kind of lines
** Anything else along those kind of lines
* 1 or 2 subgroup WE or TE tunings, valid examples include:  
* 0 to 2 subgroup WE or TE tunings, valid examples include:  
** 2.3.7 WE and 2.3.7 TE
** 2.3.7 WE and 2.3.7 TE
** 2.3.5.11 WE and 2.3.5.11.13 WE
** 2.3.5.11 WE and 2.3.5.11.13 WE
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** 2.3.7 WE
** 2.3.7 WE
** Anything else along those kind of lines
** Anything else along those kind of lines
* 1 other equal tuning of any kind at all (optional, can be left out)
* ''1 other equal tuning of any kind at all (optional)''




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| 33.368 || +1.2|| 0|| +16.6|| +1.3||-13.7
| 33.368 || +1.2|| 0|| +16.6|| +1.3||-13.7
| -2.6
| -2.6
|36, 57, 84, 101, 124, 133
|-
!2.3.7.13 WE
|33.361
| +1.0
| -0.4
| +16.0
| +0.6
| -14.6
| -3.5
|36, 57, 84, 101, 124, 133
|36, 57, 84, 101, 124, 133
|-
|-
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Stretching the octave of 36edo by about 3.5 cents results in much improved primes 5 and 11, but a much worse prime 7. This approximates all primes up to 11 within ''12 cents''.
Stretching the octave of 36edo by about 3.5 cents results in much improved primes 5 and 11, but a much worse prime 7. This approximates all primes up to 11 within ''12 cents''.


; [[57edt]] or 2.3.7.13 [[WE]] 36edo
; [[57edt]] / 101ed7 /  155zpi / 2.3.7.13 [[WE]] 36edo
If one intends to use both 36edo's vals for 5/1 at once, stretching the octave of 36edo by about 1 cent optimises 36edo for that dual-5 usage, while also making slight improvements to primes 3, 7, 11 and 13. This approximates all primes up to 11 within ''17 cents''.
If one intends to use both 36edo's vals for 5/1 at once, stretching the octave of 36edo by about 1 cent optimises 36edo for that dual-5 usage, while also making slight improvements to primes 3, 7, 11 and 13. This approximates all primes up to 11 within ''17 cents''.