1-3-5-7-11-13-15 pentatriandekany
A 15-odd-limit pentatriandekany. This creates a scale of 1 65/64 33/32 1001/960 13/12 35/32 11/10 143/128 91/80 7/6 143/120 77/64 39/32 5/4 77/60 13/10 21/16 11/8 7/5 91/64 143/96 3/2 91/60 77/48 13/8 55/32 7/4 143/80 11/6 15/8 91/48 77/40 2/1, with steps of 65/64 66/65 91/90 80/77 105/104 176/175 65/64 56/55 40/39 143/140 105/104 78/77 40/39 77/75 78/77 105/104 22/21 56/55 65/64 22/21 144/143 91/90 55/52 78/77 56/55 55/52 143/140 40/39 45/44 91/90 66/65 80/77. (7/4, 11/8 and 13/8 appear twice, reducing this to a 32 note scale) It has 14 perfect fifths, but like the corresponding enaeikosany, they do not form chains longer than two, and that only where there are duplicated notes. In a smaller scale, this combination of factors would form clusters of comma steps separated by larger ones, but here, some of the clusters are large enough that they start blurring into the adjacent ones, giving you fine gradients of pitch control, but only on one side of the scale.
! 1-3-5-7-11-13-15_Pentatriandekany.scl ! 1 3 5 7 11 13 15 3-combination Pentatriandekany 32 ! 26.841 53.272 72.402 138.572 155.139 165.004 191.845 223.039 266.871 303.576 320.143 342.482 386.313 431.875 454.213 470.781 551.317 582.512 609.353 689.890 701.955 721.084 818.188 840.527 937.631 968.825 1005.531 1049.362 1088.268 1107.398 1133.830 1200