Xenharmonic Wiki

8ed16/15: Difference between revisions

VisualWikitext
Xenllium (talk | contribs)
autopatrolled, emailconfirmed
4,516 edits
Created page with "'''Delta scale''' is the equal division of the classic diatonic semitone (16/15) into eight parts of 13.9664 cents each, corresponding to 85.9204 edo. Lookalikes: 8..."
Tags: Mobile edit Mobile web edit
 
BudjarnLambeth (talk | contribs)
autopatrolled, emailconfirmed
18,215 edits
 
(31 intermediate revisions by 8 users not shown)
Line 1: Line 1:
'''Delta scale''' is the equal division of the classic diatonic semitone ([[16/15]]) into eight parts of 13.9664 cents each, corresponding to 85.9204 [[edo]].
{{Wikipedia|Delta scale}}
The '''Delta scale''' is the equal division of the classic diatonic semitone ([[16/15]]) into eight parts of 13.9664 cents each, corresponding to 85.9204 [[edo]]. It is [[inconsistent]] to the 5-limit and higher, as the [[direct approximation]]s of 3/2, 5/4, and 6/5 are the 50th, 28th, and 23rd steps, respectively (and 28 + 23 ≠ 50).


Lookalikes: [[86edo]], [[136ed3]], [[50edf]]
Lookalikes: [[86edo]], [[136edt]], [[50edf]]


==Intervals==
{{Infobox ET|8ed16/15}}
{| class="wikitable"
 
== Harmonics ==
{{Harmonics in equal|8|16|15}}
 
== Intervals ==
{| class="wikitable mw-collapsible"
|+ Intervals of the delta scale
|-
|-
! rowspan="2"| degree
! rowspan="2" | degree
! colspan="5"| cents value
! colspan="8" |cents value
! rowspan="2"| corresponding <br>JI intervals
! rowspan="2" | corresponding <br>JI intervals
|-
|-
! | 72ED25/14
! | [[86edo| 86EDO]]
! | [[86edo|86EDO]]
! | 8ED16/15
! | 8ED16/15
! | [[136edt|136ED3]]
! | [[222ed6| 222ED6]]
! | [[50edf|50ED3/2]]
! | [[136edt| 136EDT]]
! | golden 85—86EDO
! | [[171ed4| 171ED4]]
! | [[50edf| 50EDF]]
! | [[85edo| 85EDO]]
|-
|-
| | 0
| colspan="9" | 0
| | 0.000
| | 0.000
| | 0.000
| | 0.000
| | 0.000
| | '''exact [[1/1]]'''
| | '''exact [[1/1]]'''
|-
|-
| | 1
| | 1
| | 13.942
| | 13.9535
| | 13.953
| | '''13.966'''
| | 13.966
| | 13.973
| | 13.985
| | 13.985
| | 14.039
| 14.016
| |  
| 14.035
| 14.039
| 14.118
| | [[126/125]]
|-
|-
| | 2
| | 2
| | 27.883
| | 27.907
| | 27.907
| | 27.933
| | '''27.933'''
| | 27.946
| | 27.970
| | 27.970
| | 28.078
| 28.0315
| |  
| 28.07
| 28.078
| 28.235
| | [[64/63]]
|-
|-
| | 3
| | 3
| | 41.825
| | 41.8605
| | 41.860
| | '''41.899'''
| | 41.899
| | 41.918
| | 41.955
| | 41.955
| | 42.117
| 42.047
| |  
| 42.105
| 42.117
| 42.353
| | [[128/125]], 169/165, 165/161
|-
|-
| | 4
| | 4
| | 55.767
| | 55.814
| | 55.814
| | 55.866
| | '''55.866'''
| | 55.891
| | 55.940
| | 55.940
| | 56.156
| 56.063
| |  
| 56.14
| 56.156
| 56.471
| | 95/92
|-
|-
| | 5
| | 5
| | 69.708
| | 69.767
| | 69.767
| | 69.832
| | '''69.832'''
| | 69.864
| | 69.925
| | 69.925
| | 70.196
| 70.079
| |  
| 70.175
| 70.1955
| 70.588
| | 51/49, [[25/24]]
|-
|-
| | 6
| | 6
| | 83.650
| | 83.721
| | 83.721
| | 83.798
| | '''83.798'''
| | 83.837
| | 83.910
| | 83.910
| | 84.235
| 84.094
| |  
| 84.2105
| 84.235
| 84.706
| | 85/81, [[21/20]]
|-
|-
| | 7
| | 7
| | 97.592
| | 97.674
| | 97.674
| | 97.765
| | '''97.765'''
| | 97.809
| | 97.895
| | 97.895
| | 98.274
| 98.11
| |  
| 98.246
| 98.274
| 98.8235
| | 55/52, 128/121, 91/86
|-
|-
| | 8
| | 8
| | 111.534
| | 111.628
| | 111.628
| | 111.731
| | '''111.731'''
| | 111.782
| | 111.880
| | 111.880
| | 112.313
| 112.126
| 112.281
| 112.313
| 112.941
| | [[16/15]]
| | [[16/15]]
|-
|-
| | 9
| | 9
| | 125.475
| | 125.581
| | 125.581
| | 125.698
| | '''125.698'''
| | 125.755
| | 125.865
| | 125.865
| | 126.352
| 126.124
| |  
| 126.316
| 126.352
| 127.059
| | [[14/13]]
|-
|-
| | 10
| | 10
| | 139.417
| | 139.535
| | 139.535
| | 139.664
| | '''139.664'''
| | 139.728
| | 139.850
| | 139.850
| | 140.391
| 140.157
| |  
| 140.351
| 140.391
| 141.1765
| | [[13/12]]
|-
|-
| | 11
| | 11
| | 153.359
| | 153.488
| | 153.488
| | 153.631
| | '''153.631'''
| | 153.700
| | 153.835
| | 153.835
| | 154.430
| 154.173
| |  
| 154.386
| 154.43
| 155.294
| | 59/54, 47/43, [[35/32]]
|-
|-
| | 12
| | 12
| | 167.300
| | 167.442
| | 167.442
| | 167.597
| | '''167.597'''
| | 167.673
| | 167.820
| | 167.820
| | 168.469
| 168.189
| |  
| 168.421
| 168.469
| 169.412
| | 76/69, 65/59
|-
|-
| | 13
| | 13
| | 181.242
| | 181.395
| | 181.395
| | 181.563
| | '''181.563'''
| | 181.646
| | 181.805
| | 181.805
| | 182.508
| 182.205
| |  
| 182.456
| 182.508
| 183.529
| | [[10/9]]
|-
|-
| | 14
| | 14
| | 195.184
| | 195.349
| | 195.349
| | 195.530
| | '''195.530'''
| | 195.619
| | 195.789
| | 195.789
| | 196.547
| 196.22
| |  
| 196.491
| 196.547
| 197.647
| | [[28/25]]
|-
|-
| | 15
| | 15
| | 209.125
| | 209.302
| | 209.302
| | 209.496
| | '''209.496'''
| | 209.592
| | 209.774
| | 209.774
| | 210.587
| 210.236
| |  
| 210.526
| 210.5865
| 211.765
| | 44/39, 35/31
|-
|-
| | 16
| | 16
| | 223.067
| | 223.256
| | 223.256
| | 223.463
| | '''223.463'''
| | 223.564
| | 223.759
| | 223.759
| | 224.626
| 224.252
| |  
| 224.561
| 224.626
| 225.882
| | 33/29
|-
|-
| | 17
| | 17
| | 237.009
| | 237.209
| | 237.209
| | 237.429
| | '''237.429'''
| | 237.537
| | 237.744
| | 237.744
| | 238.665
| 238.268
| |  
| 238.5965
| 238.665
| 240
| | 39/34 (pseudo-[[8/7]])
|-
|-
| | 18
| | 18
| | 250.950
| | 251.163
| | 251.163
| | 251.395
| | '''251.395'''
| | 251.51
| | 251.729
| | 251.729
| | 252.704
| 252.283
| | [[22/19]]
| 252.632
| 252.704
| 254.118
| | 37/32, [[22/19]]
|-
|-
| | 19
| | 19
| | 264.892
| | 265.116
| | 265.116
| | 265.362
| | '''265.362'''
| | 265.483
| | 265.714
| | 265.714
| | 266.743
| 266.299
| 266.667
| 266.743
| 268.235
| | [[7/6]]
| | [[7/6]]
|-
|-
| | 20
| | 20
| | 278.834
| | 279.07
| | 279.070
| | '''279.328'''
| | 279.328
| | 279.455
| | 279.699
| | 279.699
| | 280.782
| 280.315
| |  
| 280.702
| 280.78
| 282.353
| | 27/23, 47/40, [[20/17]]
|-
|-
| | 21
| | 21
| | 292.775
| | 293.023
| | 293.023
| | 293.295
| | '''293.295'''
| | 293.428
| | 293.684
| | 293.684
| | 294.821
| 294.3305
| |  
| 294.737
| 294.821
| 296.353
| | 45/38, 77/65, [[32/27]]
|-
|-
| | 22
| | 22
| | 306.717
| | 306.977
| | 306.977
| | 307.261
| | '''307.261'''
| | 307.401
| | 307.669
| | 307.669
| | 308.860
| 308.346
| |  
| 308.772
| 308.86
| 310.588
| | 80/67, 43/36
|-
|-
| | 23
| | 23
| | 320.659
| | 320.93
| | 320.930
| | '''321.227'''
| | 321.227
| | 321.374
| | 321.654
| | 321.654
| | 322.899
| 322.362
| | [[6/5]]
| 322.807
| 322.899
| 324.706
| | 65/54<br>(pseudo-[[6/5]])
|-
|-
| | 24
| | 24
| | 334.601
| | 334.884
| | 334.884
| | 335.194
| | '''335.194'''
| | 335.346
| | 335.639
| | 335.639
| | 336.938
| 336.378
| |  
| 336.842
| 336.938
| 338.8235
| | [[17/14]]
|-
|-
| | 25
| | 25
| | 348.542
| | 348.837
| | 348.837
| | 349.160
| | '''349.160'''
| | 349.319
| | 349.624
| | 349.624
| | 350.978
| 350.3935
| | [[11/9]]
| 350.877
| 350.9775
| 352.941
| | [[11/9]], 104/85, [[60/49]]
|-
|-
| | 26
| | 26
| | 362.484
| | 362.791
| | 362.791
| | 363.127
| | '''363.127'''
| | 363.292
| | 363.609
| | 363.609
| | 365.017
| 364.409
| |  
| 364.912
| 365.017
| 367.059
| | 37/30
|-
|-
| | 27
| | 27
| | 376.426
| | 376.744
| | 376.744
| | 377.093
| | '''377.093'''
| | 377.265
| | 377.594
| | 377.594
| | 379.056
| 378.425
| |  
| 378.947
| 379.056
| 381.1765
| | 46/37, 97/78
|-
|-
| | 28
| | 28
| | 390.367
| | 390.698
| | 390.698
| | 391.059
| | '''391.059'''
| | 391.238
| | 391.579
| | 391.579
| | 393.095
| 392.441
| | [[5/4]]
| 392.9825
| 393.095
| 395.294
| | 94/75, 89/71 (pseudo-[[5/4]])
|-
|-
| | 29
| | 29
| | 404.309
| | 404.651
| | 404.651
| | 405.026
| | '''405.026'''
| | 405.210
| | 405.564
| | 405.564
| | 407.134
| 406.456
| |  
| 407.0175
| 407.134
| 409.412
| | [[24/19]], 91/72
|-
|-
| | 30
| | 30
| | 418.251
| | 418.605
| |  
| | '''418.992'''
| |  
| | 419.183
| |  
| | 419.549
| | 421.173
| 420.472
| |  
| 421.053
| 421.173
| 423.529
| | [[14/11]], 65/51, [[51/40]]
|-
|-
| | 31
| | 31
| | 432.192
| | 432.558
| |  
| | '''432.959'''
| |  
| | 433.156
| |  
| | 433.534
| | 435.212
| 434.488
| | [[9/7]]
| 435.088
| 435.212
| 437.647
| | 104/81, 113/88, 122/95, [[9/7]]
|-
|-
| | 32
| | 32
| | 446.134
| | 446.512
| |  
| | '''446.925'''
| |  
| | 447.129
| |  
| | 447.519
| | 449.251
| 445.503
| |  
| 449.123
| 449.251
| 451.765
| | [[22/17]]
|-
|-
| | 33
| | 33
| | 460.076
| | 460.465
| |  
| | '''460.892'''
| |  
| | 461.101
| |  
| | 461.504
| | 463.290
| 462.519
| |  
| 463.158
| 463.29
| 465.882
| | [[17/13]]
|-
|-
| | 34
| | 34
| | 474.017
| | 474.419
| |  
| | '''474.858'''
| |  
| | 475.074
| |  
| | 475.489
| | 477.329
| 476.535
| 477.193
| 477.329
| 480
| |  
| |  
|-
|-
| | 35
| | 35
| | 487.959
| | 488.372
| |  
| | '''488.824'''
| |  
| | 489.047
| |  
| | 489.474
| | 491.369
| 490.551
| 491.228
| 491.3685
| 494.118
| |  
| |  
|-
|-
| | 36
| | 36
| | 501.901
| | 502.326
| |  
| | '''502.791'''
| |  
| | 503.02
| |  
| | 503.459
| | 505.408
| 504.567
| 505.263
| 505.408
| 508.235
| |  
| |  
|-
|-
| | 37
| | 37
| | 515.842
| | 516.279
| |  
| | '''516.757'''
| |  
| | 516.993
| |  
| | 517.444
| | 519.447
| 518.582
| 519.298
| 519.448
| 522.353
| |  
| |  
|-
|-
| | 38
| | 38
| | 529.784
| | 530.233
| |  
| | '''530.724'''
| |  
| | 530.965
| |  
| | 531.429
| | 533.486
| 532.598
| 533.333
| 533.486
| 536.471
| |  
| |  
|-
|-
| | 39
| | 39
| | 543.726
| | 544.186
| |  
| | '''544.69'''
| |  
| | 544.938
| |  
| | 545.414
| | 547.525
| 546.614
| 547.368
| 547.525
| 550.558
| |  
| |  
|-
|-
| | 40
| | 40
| | 557.668
| | 558.14
| |  
| | '''558.656'''
| |  
| | 558.911
| |  
| | 559.399
| | 561.564
| 560.63
| 561.4035
| 561.564
| 564.706
| |  
| |  
|-
|-
| | 41
| | 41
| | 571.609
| | 572.093
| |  
| | '''572.623'''
| |  
| | 572.884
| |  
| | 573.383
| | 575.603
| 574.645
| 575.439
| 575.603
| 578.8235
| |  
| |  
|-
|-
| | 42
| | 42
| | 585.551
| | 586.047
| |  
| | '''586.589'''
| |  
| | 586.856
| |  
| | 587.368
| | 589.642
| 588.661
| 589.474
| 589.642
| 592.941
| | [[7/5]]
| | [[7/5]]
|-
|-
| | 43
| | 43
| | 599.493
| | 600
| |  
| | '''600.556'''
| |  
| | 600.829
| |  
| | 601.353
| | 603.681
| 602.677
| 603.509
| 603.681
| 606.059
| | [[17/12]]
| | [[17/12]]
|-
|-
| | 44
| | 44
| | 613.434
| | 613.953
| |  
| | '''614.522'''
| |  
| | 614.802
| |  
| | 615.338
| | 617.720
| 616.6925
| 617.544
| 617.72
| 620.1765
| |  
| |  
|-
|-
| | 45
| | 45
| | 627.376
| | 627.907
| |  
| | '''628.488'''
| |  
| | 628.775
| |  
| | 629.323
| | 631.760
| 630.708
| 631.578
| 631.7595
| 635.294
| |  
| |  
|-
|-
| | 46
| | 46
| | 641.318
| | 641.860
| |  
| | '''642.455'''
| |  
| | 642.747
| |  
| | 643.308
| | 645.799
| 644.724
| 645.614
| 645.799
| 649.412
| |  
| |  
|-
|-
| | 47
| | 47
| | 655.259
| | 655.814
| |  
| | '''656.421'''
| |  
| | 656.720
| |  
| | 657.293
| | 659.838
| 658.74
| 659.649
| 659.838
| 663.519
| |  
| |  
|-
|-
| | 48
| | 48
| | 669.201
| | 669.767
| |  
| | '''670.388'''
| |  
| | 670.693
| |  
| | 671.278
| | 673.877
| 672.7555
| 673.684
| 673.877
| 677.647
| |  
| |  
|-
|-
| | 49
| | 49
| | 683.143
| | 683.721
| |  
| | '''684.354'''
| |  
| | 684.666
| |  
| | 685.263
| | 687.916
| 686.771
| 687.719
| 687.916
| 691.765
| |  
| |  
|-
|-
| | 50
| | 50
| | 697.084
| | 697.674
| |  
| | '''698.321'''
| |  
| | 698.639
| |  
| | 699.248
| | 701.955
| 700.787
| 701.754
| 701.955
| 705.882
| | [[3/2]]
| | [[3/2]]
|-
|-
| | 51
| | 51
| | 711.026
| | 711.628
| |  
| | '''712.287'''
| |  
| | 712.611
| |  
| | 713.233
| | 715.994
| 714.803
| 715.7895
| 715.994
| 720
| |  
| |  
|-
|-
| | 52
| | 52
| | 724.968
| | 725.581
| |  
| | '''726.253'''
| |  
| | 726.584
| |  
| | 727.218
| | 730.033
| 728.8185
| 729.825
| 730.033
| 734.118
| |  
| |  
|-
|-
| | 53
| | 53
| | 738.909
| | 739.535
| |  
| | '''740.220'''
| |  
| | 740.557
| |  
| | 741.203
| | 744.072
| 742.824
| 743.86
| 744.072
| 748.235
| |  
| |  
|-
|-
| | 54
| | 54
| | 752.851
| | 753.488
| |  
| | '''754.186'''
| |  
| | 754.530
| |  
| | 755.188
| | 758.111
| 756.85
| 757.895
| 758.111
| 762.353
| |  
| |  
|-
|-
| | 55
| | 55
| | 766.793
| | 767.442
| |  
| | '''768.153'''
| |  
| | 768.502
| |  
| | 769.173
| | 772.151
| 770.866
| 771.93
| 772.1505
| 776.471
| |  
| |  
|-
|-
| | 56
| | 56
| | 780.735
| | 781.395
| |  
| | '''782.119'''
| |  
| | 782.475
| |  
| | 783.158
| | 786.190
| 784.881
| 785.965
| 786.19
| 790.588
| |  
| |  
|-
|-
| | 57
| | 57
| | 794.676
| | 795.349
| |  
| | '''796.085'''
| |  
| | 796.448
| |  
| | 797.143
| | 800.229
| 798.897
| 800
| 800.229
| 804.706
| |  
| |  
|-
|-
| | 58
| | 58
| | 808.618
| | 809.302
| |  
| | '''810.052'''
| |  
| | 810.421
| |  
| | 811.128
| | 814.268
| 812.913
| 814.035
| 814.268
| 818.8235
| | [[8/5]]
| | [[8/5]]
|-
|-
| | 59
| | 59
| | 822.560
| | 823.256
| |  
| | '''824.018'''
| |  
| | 824.393
| |  
| | 825.113
| | 828.307
| 826.929
| 828.07
| 828.307
| 832.941
| |  
| |  
|-
|-
| | 60
| | 60
| | 836.501
| | 837.209
| |  
| | '''837.985'''
| |  
| | 838.366
| |  
| | 839.098
| | 842.346
| 840.944
| 842.105
| 842.346
| 847.059
| | [[13/8]]
| | [[13/8]]
|-
|-
| | 61
| | 61
| | 850.443
| | 851.163
| |  
| | '''851.951'''
| |  
| | 852.339
| |  
| | 853.083
| | 856.385
| 854.96
| 856.14
| 856.385
| 861.1765
| |  
| |  
|-
|-
| | 62
| | 62
| | 864.385
| | 865.116
| |  
| | '''865.917'''
| |  
| | 866.312
| |  
| | 867.068
| | 870.424
| 868.976
| 870.175
| 870.424
| 875.294
| |  
| |  
|-
|-
| | 63
| | 63
| | 878.326
| | 879.070
| |  
| | '''879.884'''
| |  
| | 880.285
| |  
| | 881.053
| | 884.463
| 882.9915
| 884.2105
| 884.463
| 889.412
| | [[5/3]]
| | [[5/3]]
|-
|-
| | 64
| | 64
| | 892.268
| | 893.023
| |  
| | '''893.850'''
| |  
| | 894.257
| |  
| | 895.038
| | 898.502
| 897.007
| 898.246
| 898.502
| 903.529
| |  
| |  
|-
|-
| | 65
| | 65
| | 906.210
| | 906.977
| |  
| | '''907.817'''
| |  
| | 908.230
| |  
| | 909.023
| | 912.542
| 911.023
| 912.281
| 912.5415
| 917.647
| |  
| |  
|-
|-
| | 66
| | 66
| | 920.151
| | 920.930
| |  
| | '''921.783'''
| |  
| | 922.203
| |  
| | 923.008
| | 926.581
| 925.039
| 926.316
| 926.581
| 931.1765
| |  
| |  
|-
|-
| | 67
| | 67
| | 934.093
| | 934.884
| |  
| | '''935.750'''
| |  
| | 936.176
| |  
| | 936.993
| | 940.620
| 939.0555
| 940.351
| 940.692
| 945.882
| |  
| |  
|-
|-
| | 68
| | 68
| | 948.035
| | 948.837
| |  
| | '''949.716'''
| |  
| | 950.148
| |  
| | 950.978
| | 954.659
| 953.07
| 954.386
| 954.659
| 960
| |  
| |  
|-
|-
| | 69
| | 69
| | 961.976
| | 962.791
| |  
| | '''963.682'''
| |  
| | 964.121
| |  
| | 964.962
| | 968.698
| 967.086
| 968.421
| 968.698
| 974.118
| | [[7/4]]
| | [[7/4]]
|-
|-
| | 70
| | 70
| | 975.918
| | 976.744
| |  
| | '''977.649'''
| |  
| | 978.094
| |  
| | 978.947
| | 982.737
| 981.102
| 982.456
| 982.737
| 988.235
| |  
| |  
|-
|-
| | 71
| | 71
| | 989.860
| | 990.698
| |  
| | '''991.615'''
| |  
| | 992.067
| |  
| | 992.932
| | 996.776
| 995.1175
| 996.491
| 996.776
| 1002.353
| | [[16/9]]
| | [[16/9]]
|-
|-
| | 72
| | 72
| | 1003.802
| | 1004.651
| |  
| | '''1005.582'''
| |  
| | 1006.039
| |  
| | 1006.917
| | 1010.815
| 1009.133
| 1010.526
| 1010.815
| 1016.471
| | [[25/14]]
| | [[25/14]]
|-
|-
| | 73
| | 73
| | 1017.743
| | 1018.605
| |  
| | '''1019.548'''
| |  
| | 1020.012
| |  
| | 1020.902
| | 1024.854
| 1023.149
| 1024.561
| 1024.854
| 1030.588
| | [[9/5]]
| | [[9/5]]
|-
|-
| | 74
| | 74
| | 1031.685
| | 1032.558
| |  
| | '''1033.514'''
| |  
| | 1033.985
| |  
| | 1034.887
| | 1038.893
| 1037.165
| 1038.5965
| 1038.893
| 1044.706
| |  
| |  
|-
|-
| | 75
| | 75
| | 1045.627
| | 1046.512
| |  
| | '''1047.481'''
| |  
| | 1047.958
| |  
| | 1048.872
| | 1052.933
| 1051.18
| 1052.632
| 1052.9325
| 1058.8235
| | [[11/6]]
| | [[11/6]]
|-
|-
| | 76
| | 76
| | 1059.568
| | 1060.465
| |  
| | '''1061.447'''
| |  
| | 1061.931
| |  
| | 1062.857
| | 1066.972
| 1065.196
| 1066.667
| 1066.972
| 1072.941
| |  
| |  
|-
|-
| | 77
| | 77
| | 1073.510
| | 1074.419
| |  
| | '''1075.414'''
| |  
| | 1075.903
| |  
| | 1076.842
| | 1081.011
| 1079.212
| 1080.702
| 1081.011
| 1087.059
| | [[28/15]]
| | [[28/15]]
|-
|-
| | 78
| | 78
| | 1087.452
| | 1088.372
| |  
| | '''1089.380'''
| |  
| | 1089.876
| |  
| | 1090.827
| | 1095.050
| 1093.228
| 1094.737
| 1095.05
| 1101.1765
| | [[15/8]]
| | [[15/8]]
|-
|-
| | 79
| | 79
| | 1101.393
| | 1102.326
| |  
| | '''1103.346'''
| |  
| | 1103.849
| |  
| | 1104.812
| | 1109.089
| 1107.243
| 1108.772
| 1109.089
| 1115.294
| |  
| |  
|-
|-
| | 80
| | 80
| | 1115.335
| | 1116.279
| |  
| | '''1117.313'''
| |  
| | 1117.822
| |  
| | 1118.797
| | 1123.128
| 1121.259
| 1122.807
| 1123.128
| 1129.412
| |  
| |  
|-
|-
| | 81
| | 81
| | 1129.277
| | 1130.233
| |  
| | '''1131.279'''
| |  
| | 1131.794
| |  
| | 1132.782
| | 1137.167
| 1135.275
| 1136.842
| 1137.167
| 1143.529
| |  
| |  
|-
|-
| | 82
| | 82
| | 1143.218
| | 1144.186
| |  
| | '''1145.246'''
| |  
| | 1145.767
| |  
| | 1146.767
| | 1151.206
| 1149.291
| 1150.877
| 1151.206
| 1157.647
| |  
| |  
|-
|-
| | 83
| | 83
| | 1157.160
| | 1158.14
| | 1158.140
| | '''1159.212'''
| | 1159.212
| | 1159.74
| | 1160.752
| | 1160.752
| | 1165.245
| 1163.306
| 1164.912
| 1165.245
| 1171.765
| |  
| |  
|-
|-
| | 84
| | 84
| | 1171.102
| | 1172.093
| | 1172.093
| | 1173.178
| | '''1173.178'''
| | 1173.713
| | 1174.737
| | 1174.737
| | 1179.284
| 1177.322
| 1178.947
| 1179.284
| 1185.882
| |  
| |  
|-
|-
| | 85
| | 85
| | 1185.043
| | 1186.047
| | 1186.047
| | 1187.145
| | '''1187.145'''
| | 1187.685
| | 1188.722
| | 1188.722
| | 1193.324
| 1191.338
| 1192.9825
| 1193.3235
| 1200
| |  
| |  
|-
|-
| | 86
| | 86
| | 1198.985
| | 1200
| | 1200.000
| | '''1201.111'''
| | 1201.111
| | 1201.658
| | 1202.707
| | 1202.707
| | 1207.363
| 1205.3535
| | [[Octave|2/1]]
| 1207.0175
| 1207.363
| 1214.118
| | [[Octave| 2/1]]
|-
| 87
| 1213.9535
| '''1215.078'''
| 1215.631
| 1216.692
| 1219.369
| 1221.053
| 1221.402
| 1228.235
|
|-
| 88
| 1227.907
| '''1229.044'''
| 1229.604
| 1230.677
| 1233.385
| 1235.088
| 1235.441
| 1242.353
|
|-
| 89
| 1241.8605
| '''1243.0105'''
| 1243.577
| 1244.662
| 1247.401
| 1249.123
| 1249.48
| 1256.471
|
|-
| 90
| 1255.814
| '''1256.698'''
| 1257.549
| 1258.647
| 1261.4165
| 1263.158
| 1263.519
| 1270.588
|
|-
| 91
| 1269.767
| '''1270.943'''
| 1271.522
| 1272.632
| 1275.432
| 1277.193
| 1277.558
| 1284.706
|
|-
| 92
| 1283.721
| '''1284.91'''
| 1285.495
| 1286.617
| 1289.448
| 1291.228
| 1291.597
| 1298.8235
|
|-
| 93
| 1297.674
| '''1298.876'''
| 1299.468
| 1300.602
| 1303.464
| 1305.263
| 1305.636
| 1312.941
|
|-
| 94
| 1311.628
| '''1312.426'''
| 1314.404
| 1314.5865
| 1317.479
| 1319.298
| 1319.675
| 1327.059
|
|-
| 95
| 1325.581
| '''1326.809'''
| 1327.413
| 1328.5715
| 1331.495
| 1333.333
| 1333.7145
| 1341.1765
|
|-
| 96
| 1339.535
| '''1340.775'''
| 1341.386
| 1342.5565
| 1345.511
| 1347.368
| 1347.754
| 1355.294
|
|-
| 97
| 1353.488
| '''1354.742'''
| 1355.358
| 1356.414
| 1359.527
| 1361.4035
| 1361.793
| 1369.412
|
|-
| 98
| 1367.442
| '''1368.708'''
| 1369.3315
| 1370.526
| 1373.542
| 1375.439
| 1375.832
| 1383.529
|
|-
| 99
| 1381.395
| '''1382.675'''
| 1383.304
| 1384.511
| 1387.558
| 1389.474
| 1389.871
| 1397.647
| 20/9
|-
| 100
| 1395.349
| '''1396.641'''
| 1397.277
| 1398.496
| 1401.574
| 1403.509
| 1403.91
| 1411.765
| 9/4
|}
|}


==See also==
 
* [https://en.m.wikipedia.org/wiki/Delta_scale Delta scale (Wikipedia)]
{{todo|inline=1|rework|comment=simplify or split table somehow so it works better on phone displays and vertical monitors; expand the introduction to talk about who developed the scale and why, what they were trying to achieve; add multimedia, either links to music written with the scale, or diagrams of the scale’s properties, or both}}


[[Category:Equal-step tuning]]
[[Category:Equal-step tuning]]
[[Category:Temperament]]
[[Category:Nonoctave]]
[[Category:Nonoctave]]
Retrieved from "https://en.xen.wiki/w/8ed16/15"