B. McLaren
75 scales
| File | Description | Notes | Period (ยข) | Limit |
|---|---|---|---|---|
| xen13-mclaren-difference-table | 9-tone difference table scale | 9 | 1200.0 | |
| xen13-mclaren-factorable-numbers | Factorable numbers scale | 5 | 884.4 | 13 |
| xen13-mclaren-finite-continued-fraction-1 | Finite continued fraction scale #1 | 9 | 1151.3 | |
| xen13-mclaren-infinite-continued-fraction-1 | Infinite continued fraction scale #1 | 14 | 1080.8 | |
| xen13-mclaren-infinite-continued-fraction-2 | Infinite continued fraction scale #2 | 14 | 1187.3 | |
| xen13-mclaren-infinite-continued-fraction-3 | Infinite continued fraction scale #3 | 16 | 1174.5 | |
| xen13-mclaren-log-factorial-1 | Log factorial scale #1 | 5 | 1644.2 | |
| xen13-mclaren-log-factorial-2 | Log factorial scale #2 | 5 | 1644.2 | |
| xen13-mclaren-prime-indices | Prime indices scale | 12 | 1007.7 | 11 |
| xen13-mclaren-recurrence-1 | Fibonacci scale (recurrence scale #1) | 8 | 1200.0 | 89 |
| xen13-mclaren-recurrence-2 | Recurrence scale #2 | 7 | 1200.0 | 2273 |
| xen13-mclaren-totient | n/totient(n) scale | 12 | 1088.3 | 31 |
| xen14-mclaren-nonoctave-12-3 | Enrique Moreno's 12th root of 3 non-octave scale | 12 | 1902.0 | |
| xen14-mclaren-nonoctave-13-3 | Pierce-Bohlen scale, 13th root of 3 | 13 | 1902.0 | |
| xen14-mclaren-nonoctave-14-3 | 14th root of 3 non-octave scale | 14 | 1902.0 | |
| xen14-mclaren-nonoctave-15-3 | 15th root of 3 non-octave scale | 15 | 1902.0 | |
| xen14-mclaren-nonoctave-16-3 | 16th root of 3 non-octave scale | 16 | 1902.0 | |
| xen14-mclaren-nonoctave-17-3 | 17th root of 3 non-octave scale | 17 | 1902.0 | |
| xen14-mclaren-nonoctave-21-17 | 21st root of 17 non-octave scale | 21 | 4905.0 | |
| xen14-mclaren-nonoctave-25-5 | Stockhausen's Studie II 25th root of 5 non-octave scale | 25 | 2786.3 | |
| xen14-mclaren-nonoctave-30-3 | Erv Wilson's 30th root of 3 non-octave scale | 30 | 1902.0 | |
| xen14-mclaren-nonoctave-31-5 | 31st root of 5 non-octave scale | 31 | 2786.3 | |
| xen14-mclaren-nonoctave-37-31 | 37th root of 31 non-octave scale | 37 | 5945.0 | |
| xen14-mclaren-nonoctave-38-7 | 38th root of 7 non-octave scale | 38 | 3368.8 | |
| xen14-mclaren-nonoctave-44-5 | Erv Wilson's 44th root of 5 non-octave scale | 44 | 2786.3 | |
| xen14-mclaren-nonoctave-e-pi | (e to the pi)th root of pi non-octave scale | 1 | 85.6 | |
| xen14-mclaren-nonoctave-phi-5 | John McBryde's 5th root of phi | 5 | 833.1 | |
| xen14-mclaren-nonoctave-phi-7 | John McBryde's 7th root of phi | 7 | 833.1 | |
| xen14-mclaren-nonoctave-phi-9 | Walter O'Connell's 9 parts of Golden Section | 9 | 833.1 | |
| xen15-mclaren-e | e scale | 7 | 1731.2 | |
| xen15-mclaren-integrated | Integrated non-self-similar scale #1 | 5 | 951.0 | |
| xen15-mclaren-metal-bar | Metal bar scale | 14 | 1200.0 | |
| xen15-mclaren-pi | pi scale | 7 | 1981.8 | |
| xen15-mclaren-root-3 | Square root of 3 scale | 9 | 951.0 | |
| xen15-mclaren-root-5 | Square root of 5 scale | 8 | 1393.2 | |
| xen15-mclaren-root-7 | Square root of 7 scale | 7 | 1684.4 | |
| xen16-mclaren-carlos-alpha | Wendy Carlos' Alpha scale | 1 | 78.0 | |
| xen16-mclaren-carlos-beta | Wendy Carlos' Beta scale | 1 | 63.8 | |
| xen16-mclaren-carlos-gamma | Wendy Carlos' Gamma scale | 1 | 35.1 | |
| xen16-mclaren-nonoctave-16-5 | 16th root of 5, 6.8908 tones/octave | 16 | 2786.3 | |
| xen16-mclaren-nonoctave-20-3 | 20th root of 3, 12.6186 tones/octave | 20 | 1902.0 | |
| xen16-mclaren-nonoctave-20-5 | 20th root of 5, 8.6135 tones/octave | 20 | 2786.3 | |
| xen16-mclaren-nonoctave-24-3 | 24th root of 3, 15.1423 tones/octave | 24 | 1902.0 | |
| xen16-mclaren-nonoctave-24-5 | 24th root of 5, 10.3362 tones/octave | 24 | 2786.3 | |
| xen16-mclaren-nonoctave-24-7 | 24th root of 7, 8.549 tones/octave | 24 | 3368.8 | |
| xen16-mclaren-nonoctave-29-3 | 29th root of 3, 18.297 tones/octave | 29 | 1902.0 | |
| xen16-mclaren-nonoctave-32-5 | 32nd root of 5, 13.7816 tones/octave | 32 | 2786.3 | |
| xen16-mclaren-nonoctave-34-3 | 34th root of 3, 21.4516 tones/octave | 34 | 1902.0 | |
| xen16-mclaren-nonoctave-36-5 | 36th root of 5, 15.5044 tones/octave | 36 | 2786.3 | |
| xen16-mclaren-nonoctave-40-5 | 40th root of 5, 17.2271 tones/octave | 40 | 2786.3 | |
| xen16-mclaren-nonoctave-43-5 | 43rd root of 5, 18.5191 tones/octave | 43 | 2786.3 | |
| xen16-mclaren-nonoctave-47-5 | 47th root of 5, 20.2418 tones/octave | 47 | 2786.3 | |
| xen16-mclaren-nonoctave-52-5 | 52nd root of 5, 22.3952 tones/octave | 52 | 2786.3 | |
| xen16-mclaren-nonoctave-53-11 | 53rd root of 11, 15.3204 tones/octave | 53 | 4151.3 | |
| xen16-mclaren-nonoctave-53-7 | 53rd root of 7, 18.879 tones/octave | 53 | 3368.8 | |
| xen16-mclaren-nonoctave-54-11 | 54th root of 11, 15.6095 tones/octave | 54 | 4151.3 | |
| xen16-mclaren-nonoctave-58-7 | 58th root of 7, 20.66 tones/octave | 58 | 3368.8 | |
| xen16-mclaren-nonoctave-59-5 | 59th root of 5, 25.4099 tones/octave | 59 | 2786.3 | |
| xen16-mclaren-nonoctave-60-5 | 60th root of 5, 25.8406 tones/octave | 60 | 2786.3 | |
| xen16-mclaren-nonoctave-63-7 | 63rd root of 7, 22.4411 tones/octave | 63 | 3368.8 | |
| xen16-mclaren-nonoctave-64-5 | 64th root of 5, 27.5633 tones/octave | 64 | 2786.3 | |
| xen16-mclaren-nonoctave-65-11 | 65th root of 11, 18.7892 tones/octave | 65 | 4151.3 | |
| xen16-mclaren-nonoctave-67-5 | 67th root of 5, 28.8553 tones/octave | 67 | 2786.3 | |
| xen16-mclaren-nonoctave-67-7 | 67th root of 7, 23.8659 tones/octave | 67 | 3368.8 | |
| xen16-mclaren-nonoctave-71-5 | 71th root of 5, 30.578 tones/octave | 71 | 2786.3 | |
| xen16-mclaren-nonoctave-71-7 | 71th root of 7, 25.2907 tones/octave | 71 | 3368.8 | |
| xen16-mclaren-nonoctave-72-7 | 72nd root of 7, 25.6469 tones/octave | 72 | 3368.8 | |
| xen16-mclaren-nonoctave-77-11 | 77th root of 11, 22.258 tones/octave | 77 | 4151.3 | |
| xen16-mclaren-nonoctave-77-7 | 77th root of 7, 27.428 tones/octave | 77 | 3368.8 | |
| xen16-mclaren-nonoctave-79-5 | 79th root of 5, 34.0234 tones/octave | 79 | 2786.3 | |
| xen16-mclaren-nonoctave-87-5 | 87th root of 5, 37.4689 tones/octave | 87 | 2786.3 | |
| xen16-mclaren-nonoctave-88-11 | 88th root of 11, 25.4377 tones/octave | 88 | 4151.3 | |
| xen16-mclaren-nonoctave-88-5 | 88th root of 5, 37.8995 tones/octave | 88 | 2786.3 | |
| xen16-mclaren-nonoctave-89-11 | 89th root of 11, 25.7268 tones/octave | 89 | 4151.3 | |
| xen16-mclaren-nonoctave-95-11 | 95th root of 11, 27.4612 tones/octave | 95 | 4151.3 |