User:BudjarnLambeth/Draft related tunings section: Difference between revisions
| Line 138: | Line 138: | ||
; 36ed513/256 | ; 36ed513/256 | ||
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]] or 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''. | ||
; Pure-octaves 36edo | ; Pure-octaves 36edo | ||
Pure-octaves 36edo approximates all primes up to 11 within 16 cents. | Pure-octaves 36edo approximates all primes up to 11 within ''16 cents''. | ||
; 11-limit WE 36edo | ; 11-limit WE 36edo | ||
Compressing the octave of 36edo by about 2 cents results in much improved primes 5 and 11, but much worse primes 7 and 13. This approximates all primes up to 11 within 10 | Compressing the octave of 36edo by about 2 cents results in much improved primes 5 and 11, but much worse primes 7 and 13. This approximates all primes up to 11 within ''10 cents''. | ||