2187/1250: Difference between revisions
Jump to navigation
Jump to search
add temperaments section |
m fix typo |
||
| Line 9: | Line 9: | ||
== Temperaments == | == Temperaments == | ||
2187/1250 is the eigenmonzo of [[4/9-comma meantone]], and further equating it to [[7/4]] gives a tuning of [[flattone]] | 2187/1250 is the eigenmonzo of [[4/9-comma meantone]], and further equating it to [[7/4]] gives a tuning of [[flattone]]. | ||
== See also == | == See also == | ||
Revision as of 01:19, 18 January 2026
| Interval information |
ragismic 5-limit harmonic seventh
2187/1250, the tetraptolemaic diminished seventh or ragismic 5-limit harmonic seventh, is a 5-limit interval very closely approximating 7/4. It can be created by stacking two 27/25 and 3/2. It is a ragisma below 7/4, a kleisma below the marvel 5-limit harmonic seventh 225/128, and 250/243 below 9/5. In the ragismic temperament, it is equated with 7/4.
Approximation
57edo contains a very accurate approximation of 2187/1250 at its 46th step (46\57), which is only 0.009 ¢ flat of 2187/1250.
Temperaments
2187/1250 is the eigenmonzo of 4/9-comma meantone, and further equating it to 7/4 gives a tuning of flattone.
See also
- 2500/2187 — its octave complement