User:Contribution/JI intervals approximated by 92edt

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92edt divides the tritave in 92 equal steps and the octave in 58.045537 equal steps of 20.673424 cents each. Its 31-limit patent val is <58 92 135 163 201 215 237 247 263 282 288|.

Factorization Ratio Value (¢) FJS Nearest
degree
Value (¢) Error (¢) Error (%) Consistency Consistent
degree
Value (¢) Error (¢) Error (%)
1/1
0
P1
0
0
0
0
CONSISTENT
0
0
0
0
3-5⋅51⋅72
245/243
14.190522
m25,7,7
1
20.673424
6.482901
31.358625
CONSISTENT
1
20.673424
6.482901
31.358625
34⋅7-1⋅11-1
81/77
87.676155
A17,11
4
82.693696
-4.982459
-24.100792
CONSISTENT
4
82.693696
-4.982459
-24.100792
3-3⋅291
29/27
123.712192
m229
6
124.040544
0.328352
1.588281
CONSISTENT
6
124.040544
0.328352
1.588281
33⋅5-2
27/25
133.237575
m25,5
6
124.040544
-9.197031
-44.487219
CONSISTENT
6
124.040544
-9.197031
-44.487219
3-2⋅5-1⋅72
49/45
147.428097
d37,75
7
144.713967
-2.714130
-13.128594
CONSISTENT
7
144.713967
-2.714130
-13.128594
3-4⋅71⋅131
91/81
201.533565
d37,13
10
206.734239
5.200674
25.156329
CONSISTENT
10
206.734239
5.200674
25.156329
3-3⋅311
31/27
239.170570
M231
12
248.081087
8.910517
43.101313
CONSISTENT
12
248.081087
8.910517
43.101313
31⋅51⋅13-1
15/13
247.741053
A2513
12
248.081087
0.340034
1.644789
CONSISTENT
12
248.081087
0.340034
1.644789
33⋅23-1
27/23
277.590655
m323
13
268.754511
-8.836144
-42.741562
CONSISTENT
13
268.754511
-8.836144
-42.741562
11-1⋅131
13/11
289.209719
m31311
14
289.427935
0.218216
1.055536
CONSISTENT
14
289.427935
0.218216
1.055536
3-1⋅52⋅7-1
25/21
301.846520
A25,57
15
310.101359
8.254838
39.929711
CONSISTENT
15
310.101359
8.254838
39.929711
3-2⋅111
11/9
347.407941
m311
17
351.448207
4.040266
19.543284
CONSISTENT
17
351.448207
4.040266
19.543284
34⋅5-1⋅13-1
81/65
380.978628
M35,13
18
372.121631
-8.856997
-42.842430
CONSISTENT
18
372.121631
-8.856997
-42.842430
32⋅7-1
9/7
435.084095
M37
21
434.141902
-0.942193
-4.557508
CONSISTENT
21
434.141902
-0.942193
-4.557508
3-3⋅51⋅71
35/27
449.274618
P45,7
22
454.815326
5.540709
26.801117
CONSISTENT
22
454.815326
5.540709
26.801117
31⋅51⋅11-1
15/11
536.950772
A4511
26
537.509022
0.558250
2.700325
CONSISTENT
26
537.509022
0.558250
2.700325
35⋅5-2⋅7-1
243/175
568.321670
P45,5,7
27
558.182446
-10.139224
-49.044727
CONSISTENT
27
558.182446
-10.139224
-49.044727
5-1⋅71
7/5
582.512193
d575
28
578.855870
-3.656323
-17.686102
CONSISTENT
28
578.855870
-3.656323
-17.686102
3-5⋅73
343/243
596.702715
d67,7,7
29
599.529294
2.826579
13.672523
CONSISTENT
29
599.529294
2.826579
13.672523
33⋅19-1
27/19
608.351986
A419
29
599.529294
-8.822693
-42.676495
CONSISTENT
29
599.529294
-8.822693
-42.676495
35⋅13-2
243/169
628.719681
AA413,13
30
620.202718
-8.516963
-41.197642
CONSISTENT
30
620.202718
-8.516963
-41.197642
3-2⋅131
13/9
636.617660
d513
31
640.876142
4.258482
20.598821
CONSISTENT
31
640.876142
4.258482
20.598821
34⋅5-1⋅11-1
81/55
670.188347
P55,11
32
661.549566
-8.638782
-41.786894
CONSISTENT
32
661.549566
-8.638782
-41.786894
3-4⋅112
121/81
694.815881
d511,11
34
702.896413
8.080532
39.086569
CONSISTENT
34
702.896413
8.080532
39.086569
3-4⋅53
125/81
751.121138
A55,5,5
36
744.243261
-6.877877
-33.269172
INCONSISTENT
37
764.916685
13.795547
66.730828
7-1⋅111
11/7
782.492036
P5117
38
785.590109
3.098073
14.985777
CONSISTENT
38
785.590109
3.098073
14.985777
33⋅17-1
27/17
800.909593
A517
39
806.263533
5.353940
25.897693
CONSISTENT
39
806.263533
5.353940
25.897693
31⋅71⋅13-1
21/13
830.253246
M6713
40
826.936957
-3.316289
-16.041313
CONSISTENT
40
826.936957
-3.316289
-16.041313
34⋅7-2
81/49
870.168191
A57,7
42
868.283805
-1.884386
-9.115015
CONSISTENT
42
868.283805
-1.884386
-9.115015
3-1⋅51
5/3
884.358713
M65
43
888.957229
4.598516
22.243609
CONSISTENT
43
888.957229
4.598516
22.243609
35⋅11-1⋅13-1
243/143
917.929400
A611,13
44
909.630653
-8.298748
-40.142105
CONSISTENT
44
909.630653
-8.298748
-40.142105
3-4⋅111⋅131
143/81
984.025601
d711,13
48
992.324348
8.298748
40.142105
CONSISTENT
48
992.324348
8.298748
40.142105
32⋅5-1
9/5
1017.596288
m75
49
1012.997772
-4.598516
-22.243609
CONSISTENT
49
1012.997772
-4.598516
-22.243609
3-3⋅72
49/27
1031.786810
d87,7
50
1033.671196
1.884386
9.115015
CONSISTENT
50
1033.671196
1.884386
9.115015
7-1⋅131
13/7
1071.701755
m7137
52
1075.018044
3.316289
16.041313
CONSISTENT
52
1075.018044
3.316289
16.041313
3-2⋅171
17/9
1101.045408
d817
53
1095.691468
-5.353940
-25.897693
CONSISTENT
53
1095.691468
-5.353940
-25.897693
31⋅71⋅11-1
21/11
1119.462965
P8711
54
1116.364892
-3.098073
-14.985777
CONSISTENT
54
1116.364892
-3.098073
-14.985777
35⋅5-3
243/125
1150.833863
d85,5,5
56
1157.711740
6.877877
33.269172
INCONSISTENT
55
1137.038316
-13.795547
-66.730828
35⋅11-2
243/121
1207.139120
cA111,11
58
1199.058588
-8.080532
-39.086569
CONSISTENT
58
1199.058588
-8.080532
-39.086569
3-3⋅51⋅111
55/27
1231.766654
P85,11
60
1240.405435
8.638782
41.786894
CONSISTENT
60
1240.405435
8.638782
41.786894
33⋅13-1
27/13
1265.337341
cA113
61
1261.078859
-4.258482
-20.598821
CONSISTENT
61
1261.078859
-4.258482
-20.598821
3-4⋅132
169/81
1273.235320
cd213,13
62
1281.752283
8.516963
41.197642
CONSISTENT
62
1281.752283
8.516963
41.197642
3-2⋅191
19/9
1293.603014
cm219
63
1302.425707
8.822693
42.676495
CONSISTENT
63
1302.425707
8.822693
42.676495
31⋅51⋅7-1
15/7
1319.442808
cA157
64
1323.099131
3.656323
17.686102
CONSISTENT
64
1323.099131
3.656323
17.686102
3-4⋅52⋅71
175/81
1333.633331
cM25,5,7
65
1343.772555
10.139224
49.044727
CONSISTENT
65
1343.772555
10.139224
49.044727
5-1⋅111
11/5
1365.004228
cm2115
66
1364.445979
-0.558250
-2.700325
CONSISTENT
66
1364.445979
-0.558250
-2.700325
34⋅5-1⋅7-1
81/35
1452.680383
cM25,7
70
1447.139675
-5.540709
-26.801117
CONSISTENT
70
1447.139675
-5.540709
-26.801117
3-1⋅71
7/3
1466.870906
cm37
71
1467.813098
0.942193
4.557508
CONSISTENT
71
1467.813098
0.942193
4.557508
3-3⋅51⋅131
65/27
1520.976373
cm35,13
74
1529.833370
8.856997
42.842430
CONSISTENT
74
1529.833370
8.856997
42.842430
33⋅11-1
27/11
1554.547060
cM311
75
1550.506794
-4.040266
-19.543284
CONSISTENT
75
1550.506794
-4.040266
-19.543284
32⋅5-2⋅71
63/25
1600.108480
cd475,5
77
1591.853642
-8.254838
-39.929711
CONSISTENT
77
1591.853642
-8.254838
-39.929711
31⋅111⋅13-1
33/13
1612.745281
cM31113
78
1612.527066
-0.218216
-1.055536
CONSISTENT
78
1612.527066
-0.218216
-1.055536
3-2⋅231
23/9
1624.364346
cM323
79
1633.200490
8.836144
42.741562
CONSISTENT
79
1633.200490
8.836144
42.741562
5-1⋅131
13/5
1654.213948
cd4135
80
1653.873914
-0.340034
-1.644789
CONSISTENT
80
1653.873914
-0.340034
-1.644789
34⋅31-1
81/31
1662.784431
cP431
80
1653.873914
-8.910517
-43.101313
CONSISTENT
80
1653.873914
-8.910517
-43.101313
35⋅7-1⋅13-1
243/91
1700.421436
cA37,13
82
1695.220762
-5.200674
-25.156329
CONSISTENT
82
1695.220762
-5.200674
-25.156329
33⋅51⋅7-2
135/49
1754.526904
cA357,7
85
1757.241033
2.714130
13.128594
CONSISTENT
85
1757.241033
2.714130
13.128594
3-2⋅52
25/9
1768.717426
cA45,5
86
1777.914457
9.197031
44.487219
CONSISTENT
86
1777.914457
9.197031
44.487219
34⋅29-1
81/29
1778.242809
cA429
86
1777.914457
-0.328352
-1.588281
CONSISTENT
86
1777.914457
-0.328352
-1.588281
3-3⋅71⋅111
77/27
1814.278846
cd57,11
88
1819.261305
4.982459
24.100792
CONSISTENT
88
1819.261305
4.982459
24.100792
31
3/1
1901.955001
cP5
92
1901.955001
0
0
CONSISTENT
92
1901.955001
0
0


Main article: JI intervals approximated by various scales