6edf: Difference between revisions
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'''6EDF''' is the [[EDF|equal division of the just perfect fifth]] into six parts of 116.9925 [[cent|cents]] each, corresponding to 10.2571 [[edo]]. It is related to the [[Gamelismic clan|miracle temperament]], which tempers out 225/224 and 1029/1024 in the 7-limit. | '''6EDF''' is the [[EDF|equal division of the just perfect fifth]] into six parts of 116.9925 [[cent|cents]] each, corresponding to 10.2571 [[edo]]. It is related to the [[Gamelismic clan|miracle temperament]], which tempers out 225/224 and 1029/1024 in the 7-limit. | ||
Revision as of 18:52, 5 October 2022
← 5edf | 6edf | 7edf → |
6EDF is the equal division of the just perfect fifth into six parts of 116.9925 cents each, corresponding to 10.2571 edo. It is related to the miracle temperament, which tempers out 225/224 and 1029/1024 in the 7-limit.
Intervals
degrees | cents ~ cents octave-reduced |
---|---|
0 | 0 (perfect unison, 1:1) |
1 | 117 |
2 | 234 |
3 | 351 |
4 | 468 |
5 | 585 |
6 | 702 (just perfect fifth, 3:2) |
7 | 819 |
8 | 936 |
9 | 1053 |
10 | 1170 |
11 | 1287 ~ 87 |
12 | 1404 ~ 204 (just major whole tone/ninth, 9:4) |
13 | 1521 ~ 321 |
14 | 1638 ~ 438 |
15 | 1755 ~ 555 |
16 | 1872 ~ 672 |
17 | 1988 ~ 788 |
18 | 2106 ~ 906 (Pythagorean major sixth, 27:8) |
19 | 2223 ~ 1023 |
20 | 2340 ~ 1140 |
21 | 2457 ~ 57 |
22 | 2574 ~ 174 |
23 | 2691 ~ 291 |
24 | 2808 ~ 408 (Pythagorean major third, 81:16) |