Rodan: Difference between revisions

Tuning spectrum: -> tunings; -gencom (irrelevant to tunings and trivial to derive); cleanup
Tunings: fifths -> generators
Line 199: Line 199:
! Edo<br>generator
! Edo<br>generator
! [[Eigenmonzo|Eigenmonzo<br>(unchanged-interval)]]
! [[Eigenmonzo|Eigenmonzo<br>(unchanged-interval)]]
! Fifth<br>(¢)
! Generator (¢)
! Comments
! Comments
|-
|-
|  
|  
| 7/4
| 7/4
| 693.522
| 231.174
|  
|  
|-
|-
|  
|  
| 17/13
| 17/13
| 696.642
| 232.214
|  
|  
|-
|-
|  
|  
| 7/6
| 7/6
| 699.847
| 232.282
|  
|  
|-
|-
| [[36edo|21\36]]
| [[36edo|21\36]]
|  
|  
| 700.000
| 233.333
| Lower bound of 7- and 9-odd-limit diamond monotone
| Lower bound of 7- and 9-odd-limit diamond monotone
|-
|-
|  
|  
| 9/7
| 9/7
| 700.750
| 233.583
|  
|  
|-
|-
|  
|  
| 3/2
| 3/2
| 701.955
| 233.985
|  
|  
|-
|-
| [[41edo|24\41]]
| [[41edo|24\41]]
|  
|  
| 702.439
| 234.146
| Lower bound of 11- to 17-odd-limit diamond monotone
| Lower bound of 11- to 17-odd-limit diamond monotone
|-
|-
|  
|  
| 15/14
| 15/14
| 702.778
| 234.259
|  
|  
|-
|-
|  
|  
| 7/5
| 7/5
| 702.915
| 234.305
| 7- and 9-odd-limit minimax
| 7- and 9-odd-limit minimax
|-
|-
|  
|  
| 11/9
| 11/9
| 703.041
| 234.347
| 11-odd-limit minimax
| 11-odd-limit minimax
|-
|-
| [[128edo|75\128]]
| [[128edo|75\128]]
|  
|  
| 703.125
| 234.375
|
|
|-
|-
|  
|  
| 13/9
| 13/9
| 703.220
| 234.407
| 13- and 15-odd-limit minimax
| 13- and 15-odd-limit minimax
|-
|-
|  
|  
| 15/8
| 15/8
| 703.240
| 234.413
|  
|  
|-
|-
|  
|  
| 11/6
| 11/6
| 703.244
| 234.415
|  
|  
|-
|-
|  
|  
| 15/11
| 15/11
| 703.359
| 234.453
|  
|  
|-
|-
|  
|  
| 13/12
| 13/12
| 703.371
| 234.457
|  
|  
|-
|-
|  
|  
| 15/13
| 15/13
| 703.410
| 234.470
|  
|  
|-
|-
| [[87edo|51\87]]
| [[87edo|51\87]]
|  
|  
| 703.448
| 234.483
|  
|  
|-
|-
|  
|  
| 5/4
| 5/4
| 703.467
| 234.489
| 5-odd-limit minimax
| 5-odd-limit minimax
|-
|-
|  
|  
| 11/10
| 11/10
| 703.500
| 234.500
|  
|  
|-
|-
|  
|  
| 13/10
| 13/10
| 703.522
| 234.507
|  
|  
|-
|-
|  
|  
| 11/8
| 11/8
| 703.542
| 234.514
|  
|  
|-
|-
|  
|  
| 13/8
| 13/8
| 703.564
| 234.521
|  
|  
|-
|-
|  
|  
| 13/11
| 13/11
| 703.597
| 234.532
|  
|  
|-
|-
|  
|  
| 17/9
| 17/9
| 703.726
| 234.575
| 17-odd-limit minimax
| 17-odd-limit minimax
|-
|-
|  
|  
| 17/15
| 17/15
| 703.748
| 234.583
|  
|  
|-
|-
| [[133edo|78\133]]
| [[133edo|78\133]]
|  
|  
| 703.759
| 234.586
|  
|  
|-
|-
|  
|  
| 5/3
| 5/3
| 703.791
| 234.597
|  
|  
|-
|-
|  
|  
| 17/10
| 17/10
| 703.894
| 234.631
|  
|  
|-
|-
|  
|  
| 17/12
| 17/12
| 703.956
| 234.652
|  
|  
|-
|-
|  
|  
| 17/16
| 17/16
| 704.257
| 234.752
|  
|  
|-
|-
|  
|  
| 9/5
| 9/5
| 704.292
| 234.764
|  
|  
|-
|-
| [[46edo|27\46]]
| [[46edo|27\46]]
|  
|  
| 704.348
| 234.783
| Upper bound of 11- to 17-odd-limit diamond monotone
| Upper bound of 11- to 17-odd-limit diamond monotone
|-
|-
|  
|  
| 11/7
| 11/7
| 704.377
| 234.792
|  
|  
|-
|-
| [[5edo|3\5]]
| [[5edo|3\5]]
|  
|  
| 720.000
| 240.000
| Upper bound of 7- and 9-odd-limit diamond monotone
| Upper bound of 7- and 9-odd-limit diamond monotone
|}
|}