User:BudjarnLambeth/Table of n-comma meantone generators: Difference between revisions
mNo edit summary |
mNo edit summary |
||
Line 243: | Line 243: | ||
|704.344 | |704.344 | ||
|Close to [[46edo]], 11/7 quarter-kleisma temperament. | |Close to [[46edo]], 11/7 quarter-kleisma temperament. | ||
| | |- | ||
|[[-2/17-comma meantone]] | |[[-2/17-comma meantone]] | ||
|704.483 | |704.483 |
Revision as of 02:06, 26 December 2024
![]() |
This user page is editable by any wiki editor.
As a general rule, most users expect their user space to be edited only by themselves, except for minor edits (e.g. maintenance), undoing obviously harmful edits such as vandalism or disruptive editing, and user talk pages. However, by including this message box, the author of this user page has indicated that this page is open to contributions from other users (e.g. content-related edits). |
Here are all meantone tunings that can be written in the form "n-comma meantone", where n is a fraction between -1 and 1 with a denominator 18 or smaller.
Also included are 7, 12, 17 and 5 edos (to delineate MOS shapes), as well as the other tunings listed under "historical temperaments" (e.g. 4/25-comma), but only the ones of the form "n-comma".
The comma being divided here is the syntonic comma (81/80).
Temperaments that fall outside of the diamond monotone range will not provide most of the advantages that meantone usually provides, but they are included for completeness.
Dozens of tunings on the table are significant to negative harmony temperament theory, enough that labelling them all individually would clutter the table.