Delta-rational triads in small edos: Difference between revisions

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Replaced content with "Shown below are approximate delta-rational triads in edos < 24 with naive least-squares error < 0.00810. All delta signatures are in the 3-integer..."
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Shown below are approximate [[delta-rational chord|delta-rational]] triads in edos < 24 with naive least-squares error < 0.00810. All delta signatures are in the 3-integer limit.
Shown below are approximate [[delta-rational chord|delta-rational]] triads in edos < 24 with naive least-squares error < 0.00810. All delta signatures are in the 3-integer limit.
{| class="wikitable sortable"
!edo
!steps
!delta signature
!naive LS error
!symmetric LS error
|-
|6
|0, 1, 2
|2
|0.00671
|0.05262
|-
|6
|0, 2, 5
|3
|0.00064
|0.00255
|-
|6
|0, 4, 5
|4
|0.00084
|0.00439
|-
|7
|0, 1, 2
|2
|0.00485
|0.04494
|-
|7
|0, 2, 5
|3
|0.00518
|0.02473
|-
|7
|0, 4, 5
|4
|0.00439
|0.02767
|-
|7
|0, 4, 6
|5
|0.00075
|0.00468
|-
|8
|0, 1, 2
|2
|0.00366
|0.03923
|-
|8
|0, 4, 7
|2
|0.00250
|0.00649
|-
|8
|0, 1, 3
|3
|0.00801
|0.08197
|-
|8
|0, 2, 5
|3
|0.00804
|0.04497
|-
|8
|0, 2, 3
|3
|0.00723
|0.07438
|-
|8
|0, 4, 5
|4
|0.00604
|0.04470
|-
|8
|0, 4, 6
|5
|0.00441
|0.03250
|-
|9
|0, 1, 2
|2
|0.00287
|0.03481
|-
|9
|0, 4, 7
|2
|0.00317
|0.00941
|-
|9
|0, 1, 3
|3
|0.00624
|0.07286
|-
|9
|0, 2, 3
|3
|0.00562
|0.06586
|-
|9
|0, 5, 7
|3
|0.00548
|0.02377
|-
|9
|0, 4, 5
|4
|0.00679
|0.05773
|-
|9
|0, 4, 6
|5
|0.00716
|0.06098
|-
|10
|0, 1, 2
|2
|0.00230
|0.03128
|-
|10
|0, 4, 7
|2
|0.00649
|0.02168
|-
|10
|0, 1, 3
|3
|0.00500
|0.06557
|-
|10
|0, 1, 4
|4
|0.00786
|0.09929
|-
|10
|0, 2, 7
|4
|0.00721
|0.04684
|-
|10
|0, 2, 3
|3
|0.00449
|0.05909
|-
|10
|0, 5, 7
|3
|0.00177
|0.00868
|-
|10
|0, 3, 4
|4
|0.00679
|0.08635
|-
|10
|0, 4, 5
|4
|0.00708
|0.06802
|-
|10
|0, 6, 9
|5
|0.00336
|0.01975
|-
|11
|0, 1, 2
|2
|0.00189
|0.02841
|-
|11
|0, 2, 4
|2
|0.00807
|0.05755
|-
|11
|0, 1, 3
|3
|0.00410
|0.05961
|-
|11
|0, 4, 10
|3
|0.00565
|0.02016
|-
|11
|0, 1, 4
|4
|0.00643
|0.09038
|-
|11
|0, 2, 7
|4
|0.00416
|0.03036
|-
|11
|0, 2, 3
|3
|0.00367
|0.05359
|-
|11
|0, 5, 7
|3
|0.00062
|0.00342
|-
|11
|0, 3, 4
|4
|0.00553
|0.07822
|-
|11
|0, 4, 5
|4
|0.00712
|0.07636
|-
|11
|0, 8, 10
|4
|0.00231
|0.01080
|-
|11
|0, 6, 9
|5
|0.00135
|0.00892
|-
|12
|0, 1, 2
|2
|0.00158
|0.02602
|-
|12
|0, 2, 4
|2
|0.00671
|0.05262
|-
|12
|0, 5, 9
|2
|0.00542
|0.01684
|-
|12
|0, 1, 3
|3
|0.00342
|0.05465
|-
|12
|0, 3, 8
|3
|0.00625
|0.03266
|-
|12
|0, 4, 10
|3
|0.00064
|0.00255
|-
|12
|0, 1, 4
|4
|0.00535
|0.08294
|-
|12
|0, 2, 7
|4
|0.00205
|0.01661
|-
|12
|0, 3, 10
|4
|0.00606
|0.03163
|-
|12
|0, 2, 3
|3
|0.00306
|0.04903
|-
|12
|0, 5, 7
|3
|0.00219
|0.01335
|-
|12
|0, 8, 11
|3
|0.00369
|0.01302
|-
|12
|0, 3, 4
|4
|0.00459
|0.07149
|-
|12
|0, 4, 5
|4
|0.00703
|0.08326
|-
|12
|0, 8, 10
|4
|0.00084
|0.00439
|-
|12
|0, 2, 3
|5
|0.00766
|0.19843
|-
|12
|0, 6, 9
|5
|0.00441
|0.03250
|-
|13
|0, 1, 2
|2
|0.00134
|0.02400
|-
|13
|0, 2, 4
|2
|0.00566
|0.04848
|-
|13
|0, 5, 9
|2
|0.00217
|0.00737
|-
|13
|0, 7, 12
|2
|0.00389
|0.00949
|-
|13
|0, 1, 3
|3
|0.00290
|0.05045
|-
|13
|0, 3, 8
|3
|0.00366
|0.02103
|-
|13
|0, 4, 10
|3
|0.00279
|0.01219
|-
|13
|0, 5, 12
|3
|0.00644
|0.02247
|-
|13
|0, 1, 4
|4
|0.00453
|0.07663
|-
|13
|0, 2, 7
|4
|0.00056
|0.00496
|-
|13
|0, 3, 10
|4
|0.00255
|0.01472
|-
|13
|0, 2, 3
|3
|0.00259
|0.04518
|-
|13
|0, 5, 7
|3
|0.00324
|0.02166
|-
|13
|0, 8, 11
|3
|0.00014
|0.00053
|-
|13
|0, 3, 7
|5
|0.00697
|0.07780
|-
|13
|0, 4, 9
|5
|0.00800
|0.06578
|-
|13
|0, 3, 4
|4
|0.00387
|0.06582
|-
|13
|0, 4, 5
|4
|0.00687
|0.08905
|-
|13
|0, 7, 9
|4
|0.00758
|0.05018
|-
|13
|0, 8, 10
|4
|0.00296
|0.01701
|-
|13
|0, 2, 3
|5
|0.00725
|0.20459
|-
|13
|0, 6, 9
|5
|0.00642
|0.05226
|-
|13
|0, 8, 12
|5
|0.00491
|0.02791
|-
|14
|0, 1, 2
|2
|0.00115
|0.02228
|-
|14
|0, 2, 4
|2
|0.00485
|0.04494
|-
|14
|0, 5, 9
|2
|0.00016
|0.00059
|-
|14
|0, 7, 12
|2
|0.00759
|0.02013
|-
|14
|0, 1, 3
|3
|0.00249
|0.04685
|-
|14
|0, 3, 8
|3
|0.00177
|0.01110
|-
|14
|0, 4, 10
|3
|0.00518
|0.02473
|-
|14
|0, 1, 4
|4
|0.00388
|0.07122
|-
|14
|0, 2, 7
|4
|0.00052
|0.00505
|-
|14
|0, 3, 10
|4
|0.00004
|0.00023
|-
|14
|0, 4, 13
|4
|0.00663
|0.03015
|-
|14
|0, 2, 3
|3
|0.00222
|0.04190
|-
|14
|0, 5, 7
|3
|0.00395
|0.02871
|-
|14
|0, 8, 11
|3
|0.00280
|0.01191
|-
|14
|0, 2, 5
|5
|0.00767
|0.13817
|-
|14
|0, 3, 7
|5
|0.00516
|0.06277
|-
|14
|0, 4, 9
|5
|0.00516
|0.04637
|-
|14
|0, 5, 11
|5
|0.00807
|0.05654
|-
|14
|0, 3, 4
|4
|0.00330
|0.06099
|-
|14
|0, 4, 5
|4
|0.00668
|0.09400
|-
|14
|0, 7, 9
|4
|0.00548
|0.03965
|-
|14
|0, 8, 10
|4
|0.00439
|0.02767
|-
|14
|0, 2, 3
|5
|0.00687
|0.20986
|-
|14
|0, 3, 5
|5
|0.00721
|0.13014
|-
|14
|0, 6, 9
|5
|0.00776
|0.06905
|-
|14
|0, 8, 12
|5
|0.00075
|0.00468
|-
|15
|0, 1, 2
|2
|0.00100
|0.02078
|-
|15
|0, 2, 4
|2
|0.00419
|0.04189
|-
|15
|0, 5, 9
|2
|0.00184
|0.00738
|-
|15
|0, 8, 14
|2
|0.00677
|0.01640
|-
|15
|0, 1, 3
|3
|0.00216
|0.04373
|-
|15
|0, 3, 8
|3
|0.00037
|0.00252
|-
|15
|0, 4, 10
|3
|0.00685
|0.03554
|-
|15
|0, 1, 4
|4
|0.00336
|0.06652
|-
|15
|0, 2, 7
|4
|0.00131
|0.01374
|-
|15
|0, 3, 10
|4
|0.00179
|0.01233
|-
|15
|0, 4, 13
|4
|0.00275
|0.01366
|-
|15
|0, 2, 3
|3
|0.00192
|0.03906
|-
|15
|0, 5, 7
|3
|0.00442
|0.03478
|-
|15
|0, 7, 10
|3
|0.00806
|0.04226
|-
|15
|0, 8, 11
|3
|0.00468
|0.02160
|-
|15
|0, 1, 2
|5
|0.00795
|0.39746
|-
|15
|0, 2, 5
|5
|0.00663
|0.12894
|-
|15
|0, 3, 7
|5
|0.00378
|0.04976
|-
|15
|0, 4, 9
|5
|0.00303
|0.02958
|-
|15
|0, 5, 11
|5
|0.00471
|0.03593
|-
|15
|0, 3, 4
|4
|0.00286
|0.05682
|-
|15
|0, 4, 5
|4
|0.00647
|0.09826
|-
|15
|0, 7, 9
|4
|0.00390
|0.03063
|-
|15
|0, 8, 10
|4
|0.00537
|0.03679
|-
|15
|0, 2, 3
|5
|0.00652
|0.21442
|-
|15
|0, 3, 5
|5
|0.00622
|0.12129
|-
|15
|0, 5, 8
|5
|0.00724
|0.08190
|-
|15
|0, 8, 12
|5
|0.00224
|0.01523
|-
|16
|0, 1, 2
|2
|0.00088
|0.01947
|-
|16
|0, 2, 4
|2
|0.00366
|0.03923
|-
|16
|0, 5, 9
|2
|0.00308
|0.01325
|-
|16
|0, 6, 11
|2
|0.00752
|0.02588
|-
|16
|0, 8, 14
|2
|0.00250
|0.00649
|-
|16
|0, 1, 3
|3
|0.00189
|0.04101
|-
|16
|0, 2, 6
|3
|0.00801
|0.08197
|-
|16
|0, 3, 8
|3
|0.00068
|0.00497
|-
|16
|0, 4, 10
|3
|0.00804
|0.04497
|-
|16
|0, 6, 15
|3
|0.00781
|0.02682
|-
|16
|0, 1, 4
|4
|0.00294
|0.06240
|-
|16
|0, 2, 7
|4
|0.00189
|0.02135
|-
|16
|0, 3, 10
|4
|0.00314
|0.02334
|-
|16
|0, 4, 13
|4
|0.00014
|0.00075
|-
|16
|0, 2, 3
|3
|0.00168
|0.03658
|-
|16
|0, 4, 6
|3
|0.00723
|0.07438
|-
|16
|0, 5, 7
|3
|0.00473
|0.04006
|-
|16
|0, 7, 10
|3
|0.00601
|0.03397
|-
|16
|0, 8, 11
|3
|0.00601
|0.02997
|-
|16
|0, 11, 15
|3
|0.00029
|0.00101
|-
|16
|0, 1, 2
|5
|0.00749
|0.40058
|-
|16
|0, 2, 5
|5
|0.00579
|0.12087
|-
|16
|0, 3, 7
|5
|0.00271
|0.03838
|-
|16
|0, 4, 9
|5
|0.00141
|0.01491
|-
|16
|0, 5, 11
|5
|0.00217
|0.01794
|-
|16
|0, 6, 13
|5
|0.00526
|0.03524
|-
|16
|0, 3, 4
|4
|0.00249
|0.05319
|-
|16
|0, 4, 5
|4
|0.00625
|0.10198
|-
|16
|0, 7, 9
|4
|0.00269
|0.02281
|-
|16
|0, 8, 10
|4
|0.00604
|0.04470
|-
|16
|0, 12, 15
|4
|0.00369
|0.01658
|-
|16
|0, 2, 3
|5
|0.00620
|0.21840
|-
|16
|0, 3, 5
|5
|0.00542
|0.11356
|-
|16
|0, 5, 8
|5
|0.00572
|0.06977
|-
|16
|0, 8, 12
|5
|0.00441
|0.03250
|-
|16
|0, 10, 15
|5
|0.00593
|0.03303
|-
|17
|0, 1, 2
|2
|0.00077
|0.01832
|-
|17
|0, 2, 4
|2
|0.00323
|0.03688
|-
|17
|0, 3, 6
|2
|0.00757
|0.05581
|-
|17
|0, 5, 9
|2
|0.00399
|0.01838
|-
|17
|0, 6, 11
|2
|0.00521
|0.01921
|-
|17
|0, 8, 14
|2
|0.00072
|0.00201
|-
|17
|0, 1, 3
|3
|0.00167
|0.03860
|-
|17
|0, 2, 6
|3
|0.00704
|0.07714
|-
|17
|0, 3, 8
|3
|0.00148
|0.01158
|-
|17
|0, 5, 13
|3
|0.00652
|0.02881
|-
|17
|0, 6, 15
|3
|0.00376
|0.01392
|-
|17
|0, 1, 4
|4
|0.00259
|0.05876
|-
|17
|0, 2, 7
|4
|0.00231
|0.02808
|-
|17
|0, 3, 10
|4
|0.00414
|0.03306
|-
|17
|0, 4, 13
|4
|0.00232
|0.01346
|-
|17
|0, 5, 16
|4
|0.00377
|0.01684
|-
|17
|0, 2, 3
|3
|0.00148
|0.03439
|-
|17
|0, 4, 6
|3
|0.00635
|0.06986
|-
|17
|0, 5, 7
|3
|0.00493
|0.04469
|-
|17
|0, 7, 10
|3
|0.00440
|0.02673
|-
|17
|0, 8, 11
|3
|0.00696
|0.03727
|-
|17
|0, 11, 15
|3
|0.00309
|0.01141
|-
|17
|0, 1, 2
|5
|0.00708
|0.40333
|-
|17
|0, 2, 5
|5
|0.00510
|0.11375
|-
|17
|0, 3, 7
|5
|0.00187
|0.02836
|-
|17
|0, 4, 9
|5
|0.00018
|0.00199
|-
|17
|0, 5, 11
|5
|0.00024
|0.00210
|-
|17
|0, 6, 13
|5
|0.00227
|0.01643
|-
|17
|0, 7, 15
|5
|0.00654
|0.03941
|-
|17
|0, 3, 4
|4
|0.00220
|0.04999
|-
|17
|0, 4, 5
|4
|0.00604
|0.10524
|-
|17
|0, 7, 9
|4
|0.00175
|0.01597
|-
|17
|0, 8, 10
|4
|0.00650
|0.05162
|-
|17
|0, 12, 15
|4
|0.00111
|0.00540
|-
|17
|0, 13, 16
|4
|0.00716
|0.03181
|-
|17
|0, 1, 2
|5
|0.00803
|0.49486
|-
|17
|0, 2, 3
|5
|0.00591
|0.22191
|-
|17
|0, 3, 5
|5
|0.00477
|0.10676
|-
|17
|0, 5, 8
|5
|0.00452
|0.05911
|-
|17
|0, 7, 11
|5
|0.00795
|0.07119
|-
|17
|0, 8, 12
|5
|0.00599
|0.04762
|-
|17
|0, 10, 15
|5
|0.00225
|0.01353
|-
|18
|0, 1, 2
|2
|0.00069
|0.01730
|-
|18
|0, 2, 4
|2
|0.00287
|0.03481
|-
|18
|0, 3, 6
|2
|0.00671
|0.05262
|-
|18
|0, 5, 9
|2
|0.00467
|0.02291
|-
|18
|0, 6, 11
|2
|0.00340
|0.01335
|-
|18
|0, 8, 14
|2
|0.00317
|0.00941
|-
|18
|0, 10, 17
|2
|0.00672
|0.01597
|-
|18
|0, 1, 3
|3
|0.00148
|0.03646
|-
|18
|0, 2, 6
|3
|0.00624
|0.07286
|-
|18
|0, 3, 8
|3
|0.00209
|0.01744
|-
|18
|0, 5, 13
|3
|0.00403
|0.01907
|-
|18
|0, 6, 15
|3
|0.00064
|0.00255
|-
|18
|0, 7, 17
|3
|0.00117
|0.00398
|-
|18
|0, 1, 4
|4
|0.00230
|0.05553
|-
|18
|0, 2, 7
|4
|0.00263
|0.03407
|-
|18
|0, 3, 10
|4
|0.00488
|0.04172
|-
|18
|0, 4, 13
|4
|0.00398
|0.02477
|-
|18
|0, 5, 16
|4
|0.00059
|0.00285
|-
|18
|0, 2, 3
|3
|0.00132
|0.03246
|-
|18
|0, 4, 6
|3
|0.00562
|0.06586
|-
|18
|0, 5, 7
|3
|0.00505
|0.04879
|-
|18
|0, 7, 10
|3
|0.00314
|0.02036
|-
|18
|0, 8, 11
|3
|0.00763
|0.04370
|-
|18
|0, 10, 14
|3
|0.00548
|0.02377
|-
|18
|0, 11, 15
|3
|0.00519
|0.02051
|-
|18
|0, 1, 2
|5
|0.00672
|0.40577
|-
|18
|0, 2, 5
|5
|0.00452
|0.10742
|-
|18
|0, 3, 7
|5
|0.00120
|0.01945
|-
|18
|0, 4, 9
|5
|0.00078
|0.00948
|-
|18
|0, 5, 11
|5
|0.00126
|0.01196
|-
|18
|0, 6, 13
|5
|0.00003
|0.00023
|-
|18
|0, 7, 15
|5
|0.00310
|0.02007
|-
|18
|0, 3, 4
|4
|0.00195
|0.04715
|-
|18
|0, 4, 5
|4
|0.00583
|0.10814
|-
|18
|0, 7, 9
|4
|0.00102
|0.00992
|-
|18
|0, 8, 10
|4
|0.00679
|0.05773
|-
|18
|0, 11, 14
|4
|0.00674
|0.03857
|-
|18
|0, 12, 15
|4
|0.00084
|0.00439
|-
|18
|0, 1, 2
|5
|0.00753
|0.49220
|-
|18
|0, 2, 3
|5
|0.00564
|0.22502
|-
|18
|0, 3, 5
|5
|0.00423
|0.10073
|-
|18
|0, 5, 8
|5
|0.00356
|0.04967
|-
|18
|0, 7, 11
|5
|0.00607
|0.05818
|-
|18
|0, 8, 12
|5
|0.00716
|0.06098
|-
|18
|0, 10, 15
|5
|0.00056
|0.00364
|-
|19
|0, 1, 2
|2
|0.00062
|0.01638
|-
|19
|0, 2, 4
|2
|0.00256
|0.03295
|-
|19
|0, 3, 6
|2
|0.00598
|0.04979
|-
|19
|0, 5, 9
|2
|0.00517
|0.02693
|-
|19
|0, 6, 11
|2
|0.00196
|0.00817
|-
|19
|0, 8, 14
|2
|0.00505
|0.01591
|-
|19
|0, 9, 16
|2
|0.00687
|0.01871
|-
|19
|0, 1, 3
|3
|0.00133
|0.03454
|-
|19
|0, 2, 6
|3
|0.00557
|0.06902
|-
|19
|0, 3, 8
|3
|0.00255
|0.02268
|-
|19
|0, 4, 11
|3
|0.00709
|0.04386
|-
|19
|0, 5, 13
|3
|0.00206
|0.01040
|-
|19
|0, 6, 15
|3
|0.00178
|0.00755
|-
|19
|0, 7, 17
|3
|0.00428
|0.01554
|-
|19
|0, 1, 3
|4
|0.00799
|0.27146
|-
|19
|0, 1, 4
|4
|0.00206
|0.05263
|-
|19
|0, 2, 7
|4
|0.00287
|0.03943
|-
|19
|0, 3, 10
|4
|0.00543
|0.04948
|-
|19
|0, 3, 11
|4
|0.00755
|0.06184
|-
|19
|0, 4, 13
|4
|0.00524
|0.03488
|-
|19
|0, 5, 16
|4
|0.00188
|0.00966
|-
|19
|0, 2, 3
|3
|0.00118
|0.03073
|-
|19
|0, 4, 6
|3
|0.00501
|0.06229
|-
|19
|0, 5, 7
|3
|0.00511
|0.05244
|-
|19
|0, 7, 10
|3
|0.00213
|0.01470
|-
|19
|0, 8, 11
|3
|0.00810
|0.04942
|-
|19
|0, 10, 14
|3
|0.00341
|0.01578
|-
|19
|0, 11, 15
|3
|0.00676
|0.02853
|-
|19
|0, 1, 2
|5
|0.00639
|0.40796
|-
|19
|0, 2, 5
|5
|0.00404
|0.10176
|-
|19
|0, 3, 7
|5
|0.00067
|0.01148
|-
|19
|0, 4, 9
|5
|0.00153
|0.01974
|-
|19
|0, 5, 11
|5
|0.00241
|0.02451
|-
|19
|0, 6, 13
|5
|0.00182
|0.01512
|-
|19
|0, 7, 15
|5
|0.00041
|0.00282
|-
|19
|0, 8, 17
|5
|0.00446
|0.02639
|-
|19
|0, 3, 4
|4
|0.00174
|0.04462
|-
|19
|0, 4, 5
|4
|0.00563
|0.11072
|-
|19
|0, 6, 8
|4
|0.00759
|0.09109
|-
|19
|0, 7, 9
|4
|0.00044
|0.00455
|-
|19
|0, 8, 10
|4
|0.00698
|0.06316
|-
|19
|0, 11, 14
|4
|0.00491
|0.02998
|-
|19
|0, 12, 15
|4
|0.00234
|0.01304
|-
|19
|0, 1, 2
|5
|0.00708
|0.48982
|-
|19
|0, 2, 3
|5
|0.00540
|0.22780
|-
|19
|0, 3, 5
|5
|0.00378
|0.09534
|-
|19
|0, 5, 8
|5
|0.00278
|0.04125
|-
|19
|0, 7, 11
|5
|0.00456
|0.04660
|-
|19
|0, 8, 12
|5
|0.00802
|0.07286
|-
|19
|0, 10, 15
|5
|0.00273
|0.01888
|-
|19
|0, 12, 18
|5
|0.00665
|0.03654
|-
|20
|0, 1, 2
|2
|0.00056
|0.01556
|-
|20
|0, 2, 4
|2
|0.00230
|0.03128
|-
|20
|0, 3, 6
|2
|0.00537
|0.04724
|-
|20
|0, 5, 9
|2
|0.00553
|0.03054
|-
|20
|0, 6, 11
|2
|0.00080
|0.00356
|-
|20
|0, 8, 14
|2
|0.00649
|0.02168
|-
|20
|0, 9, 16
|2
|0.00403
|0.01164
|-
|20
|0, 11, 19
|2
|0.00166
|0.00392
|-
|20
|0, 1, 3
|3
|0.00119
|0.03282
|-
|20
|0, 2, 6
|3
|0.00500
|0.06557
|-
|20
|0, 3, 8
|3
|0.00291
|0.02739
|-
|20
|0, 4, 11
|3
|0.00569
|0.03735
|-
|20
|0, 5, 13
|3
|0.00049
|0.00262
|-
|20
|0, 6, 15
|3
|0.00368
|0.01658
|-
|20
|0, 7, 17
|3
|0.00670
|0.02586
|-
|20
|0, 1, 3
|4
|0.00764
|0.27369
|-
|20
|0, 1, 4
|4
|0.00185
|0.05002
|-
|20
|0, 2, 7
|4
|0.00304
|0.04427
|-
|20
|0, 2, 8
|4
|0.00786
|0.09929
|-
|20
|0, 3, 10
|4
|0.00584
|0.05647
|-
|20
|0, 3, 11
|4
|0.00626
|0.05448
|-
|20
|0, 4, 13
|4
|0.00622
|0.04400
|-
|20
|0, 4, 14
|4
|0.00721
|0.04684
|-
|20
|0, 5, 16
|4
|0.00381
|0.02091
|-
|20
|0, 6, 19
|4
|0.00177
|0.00780
|-
|20
|0, 2, 3
|3
|0.00106
|0.02917
|-
|20
|0, 4, 6
|3
|0.00449
|0.05909
|-
|20
|0, 5, 7
|3
|0.00513
|0.05572
|-
|20
|0, 7, 10
|3
|0.00132
|0.00964
|-
|20
|0, 10, 14
|3
|0.00177
|0.00868
|-
|20
|0, 11, 15
|3
|0.00795
|0.03566
|-
|20
|0, 13, 18
|3
|0.00683
|0.02473
|-
|20
|0, 14, 19
|3
|0.00271
|0.00912
|-
|20
|0, 1, 2
|5
|0.00609
|0.40993
|-
|20
|0, 1, 3
|5
|0.00795
|0.37204
|-
|20
|0, 2, 5
|5
|0.00363
|0.09666
|-
|20
|0, 3, 7
|5
|0.00024
|0.00432
|-
|20
|0, 4, 9
|5
|0.00212
|0.02896
|-
|20
|0, 5, 11
|5
|0.00332
|0.03580
|-
|20
|0, 6, 13
|5
|0.00323
|0.02848
|-
|20
|0, 7, 15
|5
|0.00171
|0.01266
|-
|20
|0, 8, 17
|5
|0.00139
|0.00875
|-
|20
|0, 9, 19
|5
|0.00623
|0.03408
|-
|20
|0, 3, 4
|4
|0.00156
|0.04235
|-
|20
|0, 4, 5
|4
|0.00543
|0.11304
|-
|20
|0, 6, 8
|4
|0.00679
|0.08635
|-
|20
|0, 7, 9
|4
|0.00002
|0.00027
|-
|20
|0, 8, 10
|4
|0.00708
|0.06802
|-
|20
|0, 11, 14
|4
|0.00343
|0.02234
|-
|20
|0, 12, 15
|4
|0.00350
|0.02075
|-
|20
|0, 1, 2
|5
|0.00669
|0.48768
|-
|20
|0, 2, 3
|5
|0.00517
|0.23031
|-
|20
|0, 3, 5
|5
|0.00339
|0.09050
|-
|20
|0, 5, 8
|5
|0.00214
|0.03370
|-
|20
|0, 7, 11
|5
|0.00334
|0.03623
|-
|20
|0, 9, 14
|5
|0.00743
|0.06029
|-
|20
|0, 10, 15
|5
|0.00441
|0.03250
|-
|20
|0, 12, 18
|5
|0.00336
|0.01975
|-
|21
|0, 1, 2
|2
|0.00050
|0.01482
|-
|21
|0, 2, 4
|2
|0.00208
|0.02978
|-
|21
|0, 3, 6
|2
|0.00485
|0.04494
|-
|21
|0, 5, 9
|2
|0.00580
|0.03378
|-
|21
|0, 6, 11
|2
|0.00013
|0.00059
|-
|21
|0, 7, 13
|2
|0.00716
|0.02783
|-
|21
|0, 8, 14
|2
|0.00760
|0.02684
|-
|21
|0, 9, 16
|2
|0.00176
|0.00535
|-
|21
|0, 11, 19
|2
|0.00146
|0.00364
|-
|21
|0, 1, 3
|3
|0.00108
|0.03125
|-
|21
|0, 2, 5
|3
|0.00800
|0.13198
|-
|21
|0, 2, 6
|3
|0.00452
|0.06245
|-
|21
|0, 3, 8
|3
|0.00318
|0.03166
|-
|21
|0, 4, 11
|3
|0.00453
|0.03147
|-
|21
|0, 5, 13
|3
|0.00077
|0.00439
|-
|21
|0, 6, 15
|3
|0.00518
|0.02473
|-
|21
|0, 1, 3
|4
|0.00731
|0.27570
|-
|21
|0, 1, 4
|4
|0.00168
|0.04765
|-
|21
|0, 2, 7
|4
|0.00316
|0.04865
|-
|21
|0, 2, 8
|4
|0.00709
|0.09463
|-
|21
|0, 3, 10
|4
|0.00613
|0.06280
|-
|21
|0, 3, 11
|4
|0.00519
|0.04782
|-
|21
|0, 4, 13
|4
|0.00696
|0.05226
|-
|21
|0, 4, 14
|4
|0.00554
|0.03821
|-
|21
|0, 5, 16
|4
|0.00534
|0.03109
|-
|21
|0, 6, 19
|4
|0.00093
|0.00435
|-
|21
|0, 2, 3
|3
|0.00096
|0.02777
|-
|21
|0, 4, 6
|3
|0.00405
|0.05621
|-
|21
|0, 5, 7
|3
|0.00512
|0.05867
|-
|21
|0, 7, 10
|3
|0.00066
|0.00509
|-
|21
|0, 10, 14
|3
|0.00045
|0.00232
|-
|21
|0, 13, 18
|3
|0.00425
|0.01631
|-
|21
|0, 14, 19
|3
|0.00492
|0.01756
|-
|21
|0, 1, 2
|5
|0.00581
|0.41170
|-
|21
|0, 1, 3
|5
|0.00750
|0.36939
|-
|21
|0, 2, 5
|5
|0.00328
|0.09205
|-
|21
|0, 3, 7
|5
|0.00011
|0.00217
|-
|21
|0, 4, 9
|5
|0.00258
|0.03730
|-
|21
|0, 5, 11
|5
|0.00403
|0.04600
|-
|21
|0, 6, 13
|5
|0.00434
|0.04056
|-
|21
|0, 7, 15
|5
|0.00339
|0.02663
|-
|21
|0, 8, 17
|5
|0.00107
|0.00716
|-
|21
|0, 9, 19
|5
|0.00278
|0.01619
|-
|21
|0, 2, 3
|4
|0.00786
|0.31586
|-
|21
|0, 3, 4
|4
|0.00141
|0.04030
|-
|21
|0, 4, 5
|4
|0.00525
|0.11514
|-
|21
|0, 6, 8
|4
|0.00611
|0.08208
|-
|21
|0, 7, 9
|4
|0.00040
|0.00460
|-
|21
|0, 8, 10
|4
|0.00712
|0.07240
|-
|21
|0, 11, 14
|4
|0.00224
|0.01547
|-
|21
|0, 12, 15
|4
|0.00439
|0.02767
|-
|21
|0, 16, 20
|4
|0.00446
|0.01963
|-
|21
|0, 1, 2
|5
|0.00633
|0.48575
|-
|21
|0, 2, 3
|5
|0.00496
|0.23257
|-
|21
|0, 3, 5
|5
|0.00306
|0.08613
|-
|21
|0, 5, 8
|5
|0.00162
|0.02688
|-
|21
|0, 7, 11
|5
|0.00234
|0.02688
|-
|21
|0, 9, 14
|5
|0.00561
|0.04830
|-
|21
|0, 10, 15
|5
|0.00571
|0.04475
|-
|21
|0, 12, 18
|5
|0.00075
|0.00468
|-
|22
|0, 1, 2
|2
|0.00046
|0.01414
|-
|22
|0, 2, 4
|2
|0.00189
|0.02841
|-
|22
|0, 3, 6
|2
|0.00439
|0.04286
|-
|22
|0, 4, 8
|2
|0.00807
|0.05755
|-
|22
|0, 5, 9
|2
|0.00599
|0.03672
|-
|22
|0, 6, 11
|2
|0.00088
|0.00433
|-
|22
|0, 7, 13
|2
|0.00567
|0.02322
|-
|22
|0, 9, 16
|2
|0.00009
|0.00027
|-
|22
|0, 11, 19
|2
|0.00394
|0.01037
|-
|22
|0, 1, 3
|3
|0.00098
|0.02984
|-
|22
|0, 2, 5
|3
|0.00775
|0.13442
|-
|22
|0, 2, 6
|3
|0.00410
|0.05961
|-
|22
|0, 3, 8
|3
|0.00339
|0.03553
|-
|22
|0, 4, 11
|3
|0.00357
|0.02614
|-
|22
|0, 5, 13
|3
|0.00179
|0.01075
|-
|22
|0, 6, 15
|3
|0.00636
|0.03210
|-
|22
|0, 7, 18
|3
|0.00724
|0.02946
|-
|22
|0, 8, 20
|3
|0.00565
|0.02016
|-
|22
|0, 1, 3
|4
|0.00701
|0.27754
|-
|22
|0, 1, 4
|4
|0.00152
|0.04550
|-
|22
|0, 2, 7
|4
|0.00325
|0.05263
|-
|22
|0, 2, 8
|4
|0.00643
|0.09038
|-
|22
|0, 3, 10
|4
|0.00635
|0.06856
|-
|22
|0, 3, 11
|4
|0.00429
|0.04175
|-
|22
|0, 4, 13
|4
|0.00753
|0.05977
|-
|22
|0, 4, 14
|4
|0.00416
|0.03036
|-
|22
|0, 5, 16
|4
|0.00654
|0.04036
|-
|22
|0, 5, 17
|4
|0.00631
|0.03625
|-
|22
|0, 6, 19
|4
|0.00309
|0.01538
|-
|22
|0, 2, 3
|3
|0.00087
|0.02649
|-
|22
|0, 3, 4
|3
|0.00798
|0.17252
|-
|22
|0, 4, 6
|3
|0.00367
|0.05359
|-
|22
|0, 5, 7
|3
|0.00509
|0.06135
|-
|22
|0, 7, 10
|3
|0.00012
|0.00097
|-
|22
|0, 9, 13
|3
|0.00800
|0.04849
|-
|22
|0, 10, 14
|3
|0.00062
|0.00342
|-
|22
|0, 13, 18
|3
|0.00216
|0.00876
|-
|22
|0, 14, 19
|3
|0.00665
|0.02513
|-
|22
|0, 1, 2
|5
|0.00556
|0.41332
|-
|22
|0, 1, 3
|5
|0.00710
|0.36698
|-
|22
|0, 2, 5
|5
|0.00298
|0.08786
|-
|22
|0, 3, 7
|5
|0.00040
|0.00806
|-
|22
|0, 4, 9
|5
|0.00295
|0.04488
|-
|22
|0, 5, 11
|5
|0.00458
|0.05527
|-
|22
|0, 6, 13
|5
|0.00521
|0.05153
|-
|22
|0, 7, 15
|5
|0.00473
|0.03932
|-
|22
|0, 8, 17
|5
|0.00303
|0.02158
|-
|22
|0, 9, 19
|5
|0.00000
|0.00001
|-
|22
|0, 10, 21
|5
|0.00449
|0.02440
|-
|22
|0, 2, 3
|4
|0.00745
|0.31409
|-
|22
|0, 3, 4
|4
|0.00128
|0.03844
|-
|22
|0, 4, 5
|4
|0.00508
|0.11704
|-
|22
|0, 6, 8
|4
|0.00553
|0.07822
|-
|22
|0, 7, 9
|4
|0.00070
|0.00853
|-
|22
|0, 8, 10
|4
|0.00712
|0.07636
|-
|22
|0, 10, 13
|4
|0.00744
|0.05975
|-
|22
|0, 11, 14
|4
|0.00127
|0.00928
|-
|22
|0, 12, 15
|4
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|-
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|-
|22
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|-
|22
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|-
|22
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|5
|0.00477
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|-
|22
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|5
|0.00278
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|-
|22
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|5
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|-
|22
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|-
|22
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|0.00411
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|-
|22
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|-
|22
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|-
|22
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|0.00718
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|-
|23
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|-
|23
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|2
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|-
|23
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|2
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|-
|23
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|-
|23
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|-
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|-
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|-
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|-
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|-
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|3
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|4
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|-
|23
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|4
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|-
|23
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|-
|23
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|-
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|-
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|-
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|-
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|-
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|-
|23
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|-
|23
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|-
|23
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|-
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|-
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|-
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|-
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|-
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|-
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|-
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|-
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|-
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|-
|23
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|0.00533
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|-
|23
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|0.00674
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|-
|23
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|0.00272
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|-
|23
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|0.00063
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|-
|23
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|0.00323
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|-
|23
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|-
|23
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|-
|23
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|0.00580
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|-
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|0.00462
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
|23
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|-
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|-
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|-
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|-
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|-
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|-
|23
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|-
|23
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|0.00573
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|-
|23
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|0.00459
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|-
|23
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|5
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|-
|23
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|0.00788
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|-
|23
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|0.00082
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|-
|23
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|0.00084
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|-
|23
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|0.00287
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|-
|23
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|0.00753
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|-
|23
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|0.00724
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|-
|23
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|5
|0.00304
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|-
|23
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|0.00423
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|-
|23
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|0.00614
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|-
|21
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|0.04056
|-
|26
|(0, 12, 17
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|0.02327
|-
|29
|(0, 8, 15
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|0.00437
|0.02084
|-
|7
|(0, 4, 5
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|0.00439
|0.02767
|-
|14
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|0.00439
|0.02767
|-
|21
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|[3, 1]
|0.00439
|0.02767
|-
|28
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|0.02767
|-
|22
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|0.04286
|-
|27
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|0.01028
|-
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|0.00440
|0.02673
|-
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|-
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|-
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|-
|20
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|0.03250
|-
|24
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|-
|28
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|-
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|-
|30
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|-
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|-
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|-
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|-
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|-
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|-
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|-
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|-
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|-
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|-
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|-
|29
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|-
|19
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|-
|30
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|-
|29
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|-
|30
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|-
|30
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|-
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|-
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|-
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|-
|27
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|-
|28
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|-
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|0.02291
|-
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|-
|30
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|0.02160
|-
|15
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|0.03593
|-
|30
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|0.03593
|-
|22
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|0.03932
|-
|16
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|0.00473
|0.04006
|-
|29
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|0.02943
|-
|25
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|0.00477
|0.04448
|-
|29
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|0.03945
|-
|28
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|0.05000
|-
|23
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|[1, 3]
|0.00483
|0.02545
|-
|7
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|0.00485
|0.04494
|-
|14
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|0.00485
|0.04494
|-
|21
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|0.00485
|0.04494
|-
|28
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|0.04494
|-
|25
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|[1, 2]
|0.00485
|0.02660
|-
|24
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|[3, 1]
|0.00488
|0.02722
|-
|18
|(0, 3, 10
|[1, 3]
|0.00488
|0.04172
|-
|30
|(0, 8, 21
|[1, 2]
|0.00488
|0.02400
|-
|25
|(0, 9, 13
|[2, 1]
|0.00489
|0.03437
|-
|19
|(0, 11, 14
|[3, 1]
|0.00491
|0.02998
|-
|13
|(0, 8, 12
|[3, 2]
|0.00491
|0.02791
|-
|26
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|0.00491
|0.02791
|-
|21
|(0, 14, 19
|[2, 1]
|0.00492
|0.01756
|-
|29
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|[3, 1]
|0.00493
|0.03240
|-
|17
|(0, 5, 7
|[2, 1]
|0.00493
|0.04469
|-
|26
|(0, 20, 25
|[3, 1]
|0.00494
|0.02151
|-
|28
|(0, 5, 13
|[1, 2]
|0.00495
|0.03927
|-
|23
|(0, 7, 18
|[1, 2]
|0.00495
|0.02125
|-
|26
|(0, 10, 21
|[2, 3]
|0.00497
|0.03337
|-
|29
|(0, 19, 24
|[3, 1]
|0.00498
|0.02631
|-
|29
|(0, 13, 18
|[2, 1]
|0.00499
|0.02817
|-
|26
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|[1, 2]
|0.00500
|0.01941
|-
|19
|(0, 8, 14
|[1, 1]
|0.00505
|0.01591
|-
|18
|(0, 5, 7
|[2, 1]
|0.00505
|0.04879
|-
|22
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|[3, 1]
|0.00509
|0.03390
|-
|29
|(0, 11, 20
|[1, 1]
|0.00512
|0.01755
|-
|14
|(0, 4, 9
|[2, 3]
|0.00516
|0.04637
|-
|28
|(0, 8, 18
|[2, 3]
|0.00516
|0.04637
|-
|19
|(0, 5, 9
|[1, 1]
|0.00517
|0.02693
|-
|7
|(0, 2, 5
|[1, 2]
|0.00518
|0.02473
|-
|14
|(0, 4, 10
|[1, 2]
|0.00518
|0.02473
|-
|21
|(0, 6, 15
|[1, 2]
|0.00518
|0.02473
|-
|28
|(0, 8, 20
|[1, 2]
|0.00518
|0.02473
|-
|21
|(0, 3, 11
|[1, 3]
|0.00519
|0.04782
|-
|18
|(0, 11, 15
|[2, 1]
|0.00519
|0.02051
|-
|29
|(0, 5, 13
|[1, 2]
|0.00519
|0.04286
|-
|28
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|[1, 1]
|0.00520
|0.02383
|-
|23
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|[1, 1]
|0.00521
|0.01292
|-
|17
|(0, 6, 11
|[1, 1]
|0.00521
|0.01921
|-
|27
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|[1, 1]
|0.00523
|0.04664
|-
|19
|(0, 4, 13
|[1, 3]
|0.00524
|0.03488
|-
|29
|(0, 5, 14
|[1, 2]
|0.00524
|0.04010
|-
|16
|(0, 6, 13
|[2, 3]
|0.00526
|0.03524
|-
|27
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|[1, 1]
|0.00532
|0.02150
|-
|21
|(0, 5, 16
|[1, 3]
|0.00534
|0.03109
|-
|20
|(0, 3, 6
|[1, 1]
|0.00537
|0.04724
|-
|29
|(0, 14, 21
|[3, 2]
|0.00537
|0.04138
|-
|15
|(0, 8, 10
|[3, 1]
|0.00537
|0.03679
|-
|30
|(0, 16, 20
|[3, 1]
|0.00537
|0.03679
|-
|30
|(0, 5, 13
|[1, 2]
|0.00539
|0.04622
|-
|12
|(0, 5, 9
|[1, 1]
|0.00542
|0.01684
|-
|24
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|[1, 1]
|0.00542
|0.01684
|-
|19
|(0, 3, 10
|[1, 3]
|0.00543
|0.04948
|-
|30
|(0, 13, 18
|[2, 1]
|0.00544
|0.03193
|-
|29
|(0, 18, 27
|[3, 2]
|0.00547
|0.03073
|-
|14
|(0, 7, 9
|[3, 1]
|0.00548
|0.03965
|-
|28
|(0, 14, 18
|[3, 1]
|0.00548
|0.03965
|-
|9
|(0, 5, 7
|[2, 1]
|0.00548
|0.02377
|-
|18
|(0, 10, 14
|[2, 1]
|0.00548
|0.02377
|-
|27
|(0, 15, 21
|[2, 1]
|0.00548
|0.02377
|-
|24
|(0, 11, 17
|[3, 2]
|0.00548
|0.04379
|-
|28
|(0, 20, 27
|[2, 1]
|0.00550
|0.01813
|-
|25
|(0, 12, 18
|[3, 2]
|0.00552
|0.04280
|-
|24
|(0, 10, 13
|[3, 1]
|0.00552
|0.04912
|-
|27
|(0, 13, 20
|[3, 2]
|0.00553
|0.04171
|-
|23
|(0, 17, 21
|[3, 1]
|0.00553
|0.02555
|-
|20
|(0, 5, 9
|[1, 1]
|0.00553
|0.03054
|-
|30
|(0, 21, 26
|[3, 1]
|0.00554
|0.02735
|-
|21
|(0, 4, 14
|[1, 3]
|0.00554
|0.03821
|-
|25
|(0, 12, 17
|[2, 1]
|0.00556
|0.02840
|-
|26
|(0, 7, 22
|[1, 3]
|0.00557
|0.02842
|-
|29
|(0, 12, 21
|[1, 1]
|0.00557
|0.01791
|-
|27
|(0, 13, 23
|[1, 1]
|0.00557
|0.01497
|-
|25
|(0, 9, 19
|[2, 3]
|0.00560
|0.04063
|-
|21
|(0, 9, 14
|[3, 2]
|0.00561
|0.04830
|-
|23
|(0, 12, 15
|[3, 1]
|0.00563
|0.03955
|-
|30
|(0, 15, 23
|[3, 2]
|0.00565
|0.04083
|-
|11
|(0, 4, 10
|[1, 2]
|0.00565
|0.02016
|-
|22
|(0, 8, 20
|[1, 2]
|0.00565
|0.02016
|-
|13
|(0, 2, 4
|[1, 1]
|0.00566
|0.04848
|-
|26
|(0, 4, 8
|[1, 1]
|0.00566
|0.04848
|-
|22
|(0, 7, 13
|[1, 1]
|0.00567
|0.02322
|-
|20
|(0, 4, 11
|[1, 2]
|0.00569
|0.03735
|-
|28
|(0, 11, 23
|[2, 3]
|0.00569
|0.03742
|-
|21
|(0, 10, 15
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|[1, 1]
|0.01051
|0.04919
|-
|24
|(0, 13, 22
|[1, 1]
|0.01054
|0.02585
|-
|26
|(0, 14, 19
|[2, 1]
|0.01060
|0.04895
|-
|29
|(0, 17, 23
|[2, 1]
|0.01062
|0.04441
|-
|22
|(0, 12, 17
|[2, 1]
|0.01069
|0.04689
|-
|27
|(0, 11, 19
|[1, 1]
|0.01070
|0.03542
|-
|28
|(0, 9, 17
|[1, 1]
|0.01078
|0.04296
|-
|30
|(0, 17, 24
|[2, 1]
|0.01079
|0.04534
|-
|25
|(0, 13, 23
|[1, 1]
|0.01082
|0.02669
|-
|21
|(0, 8, 19
|[1, 2]
|0.01087
|0.03878
|-
|19
|(0, 7, 13
|[1, 1]
|0.01116
|0.03871
|-
|29
|(0, 10, 24
|[1, 2]
|0.01116
|0.04443
|-
|29
|(0, 16, 27
|[1, 1]
|0.01119
|0.02699
|-
|28
|(0, 11, 26
|[1, 2]
|0.01125
|0.03888
|-
|30
|(0, 17, 23
|[2, 1]
|0.01127
|0.04908
|-
|24
|(0, 7, 23
|[1, 3]
|0.01136
|0.04965
|-
|28
|(0, 11, 19
|[1, 1]
|0.01137
|0.03923
|-
|28
|(0, 9, 27
|[1, 3]
|0.01144
|0.04932
|-
|8
|(0, 5, 7
|[2, 1]
|0.01148
|0.04316
|-
|16
|(0, 10, 14
|[2, 1]
|0.01148
|0.04316
|-
|24
|(0, 15, 21
|[2, 1]
|0.01148
|0.04316
|-
|20
|(0, 10, 17
|[1, 1]
|0.01159
|0.03096
|-
|23
|(0, 8, 15
|[1, 1]
|0.01174
|0.04309
|-
|26
|(0, 8, 21
|[1, 2]
|0.01177
|0.04874
|-
|29
|(0, 11, 19
|[1, 1]
|0.01191
|0.04275
|-
|16
|(0, 7, 12
|[1, 1]
|0.01195
|0.03677
|-
|27
|(0, 9, 17
|[1, 1]
|0.01222
|0.04674
|-
|29
|(0, 12, 22
|[1, 1]
|0.01230
|0.03789
|-
|25
|(0, 13, 22
|[1, 1]
|0.01231
|0.03161
|-
|30
|(0, 11, 19
|[1, 1]
|0.01234
|0.04602
|-
|25
|(0, 11, 20
|[1, 1]
|0.01247
|0.03614
|-
|28
|(0, 14, 25
|[1, 1]
|0.01271
|0.03246
|-
|30
|(0, 16, 27
|[1, 1]
|0.01273
|0.03187
|-
|22
|(0, 8, 19
|[1, 2]
|0.01277
|0.04822
|-
|29
|(0, 11, 26
|[1, 2]
|0.01282
|0.04625
|-
|26
|(0, 18, 25
|[2, 1]
|0.01308
|0.04375
|-
|21
|(0, 10, 18
|[1, 1]
|0.01311
|0.03509
|-
|30
|(0, 11, 28
|[1, 2]
|0.01315
|0.04549
|-
|17
|(0, 7, 12
|[1, 1]
|0.01318
|0.04344
|-
|21
|(0, 10, 17
|[1, 1]
|0.01319
|0.03720
|-
|25
|(0, 9, 23
|[1, 2]
|0.01323
|0.04661
|-
|20
|(0, 7, 18
|[1, 2]
|0.01340
|0.04854
|-
|26
|(0, 13, 22
|[1, 1]
|0.01374
|0.03684
|-
|22
|(0, 8, 15
|[1, 1]
|0.01379
|0.04812
|-
|18
|(0, 7, 13
|[1, 1]
|0.01384
|0.04518
|-
|29
|(0, 12, 28
|[1, 2]
|0.01385
|0.04555
|-
|29
|(0, 21, 28
|[2, 1]
|0.01393
|0.04567
|-
|18
|(0, 7, 12
|[1, 1]
|0.01403
|0.04929
|-
|25
|(0, 18, 24
|[2, 1]
|0.01412
|0.04664
|-
|24
|(0, 13, 23
|[1, 1]
|0.01420
|0.03348
|-
|14
|(0, 6, 11
|[1, 1]
|0.01438
|0.04257
|-
|28
|(0, 12, 22
|[1, 1]
|0.01438
|0.04257
|-
|21
|(0, 15, 20
|[2, 1]
|0.01439
|0.04798
|-
|22
|(0, 10, 17
|[1, 1]
|0.01440
|0.04278
|-
|22
|(0, 9, 21
|[1, 2]
|0.01441
|0.04808
|-
|17
|(0, 12, 16
|[2, 1]
|0.01477
|0.04995
|-
|27
|(0, 13, 22
|[1, 1]
|0.01488
|0.04162
|-
|17
|(0, 9, 16
|[1, 1]
|0.01494
|0.03597
|-
|24
|(0, 11, 20
|[1, 1]
|0.01516
|0.04194
|-
|23
|(0, 10, 17
|[1, 1]
|0.01531
|0.04782
|-
|27
|(0, 14, 25
|[1, 1]
|0.01562
|0.03832
|-
|28
|(0, 13, 22
|[1, 1]
|0.01580
|0.04601
|-
|26
|(0, 15, 25
|[1, 1]
|0.01607
|0.03731
|-
|21
|(0, 12, 20
|[1, 1]
|0.01651
|0.03874
|-
|27
|(0, 12, 22
|[1, 1]
|0.01677
|0.04766
|-
|10
|(0, 5, 9
|[1, 1]
|0.01683
|0.04267
|-
|20
|(0, 10, 18
|[1, 1]
|0.01683
|0.04267
|-
|30
|(0, 15, 27
|[1, 1]
|0.01683
|0.04267
|-
|16
|(0, 9, 15
|[1, 1]
|0.01719
|0.04103
|-
|27
|(0, 15, 25
|[1, 1]
|0.01769
|0.04280
|-
|23
|(0, 11, 20
|[1, 1]
|0.01833
|0.04836
|-
|11
|(0, 6, 10
|[1, 1]
|0.01838
|0.04537
|-
|22
|(0, 12, 20
|[1, 1]
|0.01838
|0.04537
|-
|28
|(0, 15, 25
|[1, 1]
|0.01899
|0.04782
|-
|26
|(0, 14, 25
|[1, 1]
|0.01902
|0.04476
|-
|17
|(0, 9, 15
|[1, 1]
|0.01937
|0.04940
|-
|29
|(0, 15, 27
|[1, 1]
|0.01977
|0.04827
|}

Revision as of 07:31, 5 September 2024

Shown below are approximate delta-rational triads in edos < 24 with naive least-squares error < 0.00810. All delta signatures are in the 3-integer limit.

Retrieved from "https://en.xen.wiki/index.php?title=Delta-rational_triads_in_small_edos&oldid=154072"