leipzig.temperament

equal

Converts midi to hertz using equal temperament.
e.g. (equal 69)

five-limit-just

(five-limit-just root)

just

Returns a function that converts midi to hertz using just intonation, measuring ratios
relative to root. See five-limit-just. 
e.g. ((just 61) 69)

meantone

(meantone root)
Returns a function that converts midi to hertz using quarter-comma meantone tuning,
measuring ratios relative to root. The major third is a pure 5/4 ratio, but there are
many wolf tones.
e.g. ((meantone 61) 69)

pythagorean

(pythagorean root)
Returns a function that converts midi to hertz using Pythagorean temperament, measuring
ratios relative to root. The wolf tone is the fifth from one midi above root.
e.g. ((pythagorean 61) 69)

pythagorean-comma

The difference between an octave constructed out of pure fifths, and one constructed
from a pure 2/1 ratio.

seven-limit-just

(seven-limit-just root)

well

Returns a function that converts midi to hertz using Werckmeister I well-temperament.
See werckmeister-i.
e.g. ((well 61) 69)

werckmeister-i

(werckmeister-i root)
Returns a function that converts midi to hertz using Werckmeister's well-temperament
based on 1/4 comma divisions (Werkmeister I). Ratios are relative to root.
e.g. ((werckmeister-i 61) 69)

werckmeister-ii

(werckmeister-ii root)
Returns a function that converts midi to hertz using Werckmeister's well-temperament
based on 1/3 comma divisions (Werckmeister II). Ratios are relative to root.
e.g. ((werckmeister-ii 61) 69)

werckmeister-iii

(werckmeister-iii root)
Returns a function that converts midi to hertz using Werckmeister's well-temperament
based on 1/4 comma divisions (Werckmeister III). Ratios are relative to root.
e.g. ((werckmeister-iii 61) 69)