10WTN is the equal division of the just perfect fifth into five parts of 140.391 cents each alternated with a sequence of five equal steps of another interval between 120 and 160 cents. Its best tunings are close to the Bleu generator chain and every second step of 17edo.
Intervals
|
|
“fifth” 2 = 600¢
|
“nonet” = 1351.429¢
|
“nonet” = 1460¢
|
“fifth” 2 = 800¢
|
| 1
|
140.391
|
| 2
|
280.782
|
| 3
|
421.173
|
| 4
|
561.564
|
| 5
|
701.955
|
| 6
|
821.955
|
831.85
|
853.564
|
861.955
|
| 7
|
941.955
|
961.744
|
1005.173
|
1021.955
|
| 8
|
1061.955
|
1091.639
|
1156.782
|
1181.955
|
| 9
|
1181.955
|
1221.534
|
1308.391
|
1341.955
|
| 10
|
1301.955
|
1351.429
|
1460
|
1501.955
|
Common Tuning
| 1
|
140.391
|
| 2
|
280.782
|
| 3
|
421.173
|
| 4
|
561.564
|
| 5
|
701.955
|
| 6
|
843.1315
|
| 7
|
984.308
|
| 8
|
1125.484
|
| 9
|
1266.661
|
| 10
|
1407.837
|
|
|
Fifths
|
| 1
|
702.741
|
| 2
|
703.526
|
| 3
|
704.311
|
| 4
|
705.097
|
| 5
|
705.882
|
| 6
|
705.097
|
| 7
|
704.311
|
| 8
|
703.526
|
| 9
|
702.741
|
| 10
|
701.955
|