10edo: Difference between revisions
→Regular temperament properties: style and comma names |
→Regular temperament properties: +2.3.5.7.13 subgroup |
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| Line 202: | Line 202: | ||
| 25/24, 256/243 | | 25/24, 256/243 | ||
| {{mapping| 10 16 23 }} | | {{mapping| 10 16 23 }} | ||
| -0. | | -0.089 | ||
| 9.27 | | 9.27 | ||
| 7.73 | | 7.73 | ||
| Line 209: | Line 209: | ||
| 25/24, 28/27, 49/48 | | 25/24, 28/27, 49/48 | ||
| {{mapping| 10 16 23 28 }} | | {{mapping| 10 16 23 28 }} | ||
| +0. | | +0.718 | ||
| 8.15 | | 8.15 | ||
| 6.79 | | 6.79 | ||
|- | |||
| 2.3.5.7.13 | |||
| 25/24, 28/27, 40/39, 49/48 | |||
| {{mapping| 10 16 23 28 37 }} | |||
| +0.603 | |||
| 7.30 | |||
| 6.08 | |||
|} | |} | ||
* 10et is lower in relative error than any previous equal temperaments in the 7- and 17-limit. The next equal temperaments doing better in those subgroups are [[12edo|12]] and [[19edo|19eg]], respectively. | * 10et is lower in relative error than any previous equal temperaments in the 7- and 17-limit. The next equal temperaments doing better in those subgroups are [[12edo|12]] and [[19edo|19eg]], respectively. | ||