10wtn

From Xenharmonic Wiki
Jump to navigation Jump to search

10WTN is optimally 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 in its patent tunings. It is also the smallest wtn with two patent tunings which alternate an edo and an *ed(9/8).

Patent Intervals

Optimal Alternating edo and *ed(9/8) a Alternating edo and *ed(9/8) b
1 140.391 150 133.333
2 280.782 300 266.667
3 421.173 450 400.00
4 561.564 600 533.333
5 701.955 750 666.667
6 826.466 900 800.00
7 950.9775 1050 933.333
8 1075.489 1200 1066.667
9 1200 1301.955 1200
10 1324.511 1403.91

Todo: clarify, unify precision