User:Contribution/JI intervals approximated by 95edt

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95edt divides the tritave in 95 equal steps and the octave in 59.938327 equal steps of 20.020579 cents each. Its 31-limit patent val is <60 95 139 168 207 222 245 255 271 291 297|.

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
20.020579
5.830056
29.120319
INCONSISTENT
0
0
-14.190522
-70.879681
34⋅7-1⋅11-1
81/77
87.676155
A17,11
4
80.082316
-7.593839
-37.930166
INCONSISTENT
5
100.102895
12.426740
62.069834
3-3⋅291
29/27
123.712192
m229
6
120.123474
-3.588718
-17.925145
CONSISTENT
6
120.123474
-3.588718
-17.925145
33⋅5-2
27/25
133.237575
m25,5
7
140.144053
6.906478
34.496894
CONSISTENT
7
140.144053
6.906478
34.496894
3-2⋅5-1⋅72
49/45
147.428097
d37,75
7
140.144053
-7.284045
-36.382787
CONSISTENT
7
140.144053
-7.284045
-36.382787
3-4⋅71⋅131
91/81
201.533565
d37,13
10
200.205790
-1.327775
-6.632052
CONSISTENT
10
200.205790
-1.327775
-6.632052
3-3⋅311
31/27
239.170570
M231
12
240.246947
1.076378
5.376356
CONSISTENT
12
240.246947
1.076378
5.376356
31⋅51⋅13-1
15/13
247.741053
A2513
12
240.246947
-7.494105
-37.432012
CONSISTENT
12
240.246947
-7.494105
-37.432012
33⋅23-1
27/23
277.590655
m323
14
280.288105
2.697450
13.473387
CONSISTENT
14
280.288105
2.697450
13.473387
11-1⋅131
13/11
289.209719
m31311
14
280.288105
-8.921614
-44.562218
INCONSISTENT
15
300.308684
11.098965
55.437782
3-1⋅52⋅7-1
25/21
301.846520
A25,57
15
300.308684
-1.537836
-7.681277
CONSISTENT
15
300.308684
-1.537836
-7.681277
3-2⋅111
11/9
347.407941
m311
17
340.349842
-7.058098
-35.254217
CONSISTENT
17
340.349842
-7.058098
-35.254217
34⋅5-1⋅13-1
81/65
380.978628
M35,13
19
380.391000
-0.587628
-2.935118
CONSISTENT
19
380.391000
-0.587628
-2.935118
32⋅7-1
9/7
435.084095
M37
22
440.452737
5.368642
26.815617
CONSISTENT
22
440.452737
5.368642
26.815617
3-3⋅51⋅71
35/27
449.274618
P45,7
22
440.452737
-8.821881
-44.064064
CONSISTENT
22
440.452737
-8.821881
-44.064064
31⋅51⋅11-1
15/11
536.950772
A4511
27
540.555632
3.604859
18.005770
CONSISTENT
27
540.555632
3.604859
18.005770
35⋅5-2⋅7-1
243/175
568.321670
P45,5,7
28
560.576211
-7.745459
-38.687489
INCONSISTENT
29
580.596790
12.275120
61.312511
5-1⋅71
7/5
582.512193
d575
29
580.596790
-1.915403
-9.567170
CONSISTENT
29
580.596790
-1.915403
-9.567170
3-5⋅73
343/243
596.702715
d67,7,7
30
600.617369
3.914654
19.553149
INCONSISTENT
29
580.596790
-16.105925
-80.446851
33⋅19-1
27/19
608.351986
A419
30
600.617369
-7.734618
-38.633337
CONSISTENT
30
600.617369
-7.734618
-38.633337
35⋅13-2
243/169
628.719681
AA413,13
31
620.637948
-8.081733
-40.367130
CONSISTENT
31
620.637948
-8.081733
-40.367130
3-2⋅131
13/9
636.617660
d513
32
640.658527
4.040867
20.183565
CONSISTENT
32
640.658527
4.040867
20.183565
34⋅5-1⋅11-1
81/55
670.188347
P55,11
33
660.679106
-9.509242
-47.497336
INCONSISTENT
34
680.699685
10.511337
52.502664
3-4⋅112
121/81
694.815881
d511,11
35
700.720263
5.904382
29.491566
INCONSISTENT
34
680.699685
-14.116197
-70.508434
3-4⋅53
125/81
751.121138
A55,5,5
38
760.782000
9.660862
48.254660
INCONSISTENT
37
740.761421
-10.359717
-51.745340
7-1⋅111
11/7
782.492036
P5117
39
780.802579
-1.689457
-8.438600
CONSISTENT
39
780.802579
-1.689457
-8.438600
33⋅17-1
27/17
800.909593
A517
40
800.823158
-0.086435
-0.431730
CONSISTENT
40
800.823158
-0.086435
-0.431730
31⋅71⋅13-1
21/13
830.253246
M6713
41
820.843737
-9.409508
-46.999182
CONSISTENT
41
820.843737
-9.409508
-46.999182
34⋅7-2
81/49
870.168191
A57,7
43
860.884895
-9.283295
-46.368766
INCONSISTENT
44
880.905474
10.737284
53.631234
3-1⋅51
5/3
884.358713
M65
44
880.905474
-3.453239
-17.248447
CONSISTENT
44
880.905474
-3.453239
-17.248447
35⋅11-1⋅13-1
243/143
917.929400
A611,13
46
920.946632
3.017232
15.070652
CONSISTENT
46
920.946632
3.017232
15.070652
3-4⋅111⋅131
143/81
984.025601
d711,13
49
981.008369
-3.017232
-15.070652
CONSISTENT
49
981.008369
-3.017232
-15.070652
32⋅5-1
9/5
1017.596288
m75
51
1021.049527
3.453239
17.248447
CONSISTENT
51
1021.049527
3.453239
17.248447
3-3⋅72
49/27
1031.786810
d87,7
52
1041.070106
9.283295
46.368766
INCONSISTENT
51
1021.049527
-10.737284
-53.631234
7-1⋅131
13/7
1071.701755
m7137
54
1081.111264
9.409508
46.999182
CONSISTENT
54
1081.111264
9.409508
46.999182
3-2⋅171
17/9
1101.045408
d817
55
1101.131843
0.086435
0.431730
CONSISTENT
55
1101.131843
0.086435
0.431730
31⋅71⋅11-1
21/11
1119.462965
P8711
56
1121.152422
1.689457
8.438600
CONSISTENT
56
1121.152422
1.689457
8.438600
35⋅5-3
243/125
1150.833863
d85,5,5
57
1141.173001
-9.660862
-48.254660
INCONSISTENT
58
1161.193579
10.359717
51.745340
35⋅11-2
243/121
1207.139120
cA111,11
60
1201.234737
-5.904382
-29.491566
INCONSISTENT
61
1221.255316
14.116197
70.508434
3-3⋅51⋅111
55/27
1231.766654
P85,11
62
1241.275895
9.509242
47.497336
INCONSISTENT
61
1221.255316
-10.511337
-52.502664
33⋅13-1
27/13
1265.337341
cA113
63
1261.296474
-4.040867
-20.183565
CONSISTENT
63
1261.296474
-4.040867
-20.183565
3-4⋅132
169/81
1273.235320
cd213,13
64
1281.317053
8.081733
40.367130
CONSISTENT
64
1281.317053
8.081733
40.367130
3-2⋅191
19/9
1293.603014
cm219
65
1301.337632
7.734618
38.633337
CONSISTENT
65
1301.337632
7.734618
38.633337
31⋅51⋅7-1
15/7
1319.442808
cA157
66
1321.358211
1.915403
9.567170
CONSISTENT
66
1321.358211
1.915403
9.567170
3-4⋅52⋅71
175/81
1333.633331
cM25,5,7
67
1341.378790
7.745459
38.687489
INCONSISTENT
66
1321.358211
-12.275120
-61.312511
5-1⋅111
11/5
1365.004228
cm2115
68
1361.399369
-3.604859
-18.005770
CONSISTENT
68
1361.399369
-3.604859
-18.005770
34⋅5-1⋅7-1
81/35
1452.680383
cM25,7
73
1461.502264
8.821881
44.064064
CONSISTENT
73
1461.502264
8.821881
44.064064
3-1⋅71
7/3
1466.870906
cm37
73
1461.502264
-5.368642
-26.815617
CONSISTENT
73
1461.502264
-5.368642
-26.815617
3-3⋅51⋅131
65/27
1520.976373
cm35,13
76
1521.564001
0.587628
2.935118
CONSISTENT
76
1521.564001
0.587628
2.935118
33⋅11-1
27/11
1554.547060
cM311
78
1561.605159
7.058098
35.254217
CONSISTENT
78
1561.605159
7.058098
35.254217
32⋅5-2⋅71
63/25
1600.108480
cd475,5
80
1601.646317
1.537836
7.681277
CONSISTENT
80
1601.646317
1.537836
7.681277
31⋅111⋅13-1
33/13
1612.745281
cM31113
81
1621.666895
8.921614
44.562218
INCONSISTENT
80
1601.646317
-11.098965
-55.437782
3-2⋅231
23/9
1624.364346
cM323
81
1621.666895
-2.697450
-13.473387
CONSISTENT
81
1621.666895
-2.697450
-13.473387
5-1⋅131
13/5
1654.213948
cd4135
83
1661.708053
7.494105
37.432012
CONSISTENT
83
1661.708053
7.494105
37.432012
34⋅31-1
81/31
1662.784431
cP431
83
1661.708053
-1.076378
-5.376356
CONSISTENT
83
1661.708053
-1.076378
-5.376356
35⋅7-1⋅13-1
243/91
1700.421436
cA37,13
85
1701.749211
1.327775
6.632052
CONSISTENT
85
1701.749211
1.327775
6.632052
33⋅51⋅7-2
135/49
1754.526904
cA357,7
88
1761.810948
7.284045
36.382787
CONSISTENT
88
1761.810948
7.284045
36.382787
3-2⋅52
25/9
1768.717426
cA45,5
88
1761.810948
-6.906478
-34.496894
CONSISTENT
88
1761.810948
-6.906478
-34.496894
34⋅29-1
81/29
1778.242809
cA429
89
1781.831527
3.588718
17.925145
CONSISTENT
89
1781.831527
3.588718
17.925145
3-3⋅71⋅111
77/27
1814.278846
cd57,11
91
1821.872685
7.593839
37.930166
INCONSISTENT
90
1801.852106
-12.426740
-62.069834
31
3/1
1901.955001
cP5
95
1901.955001
0
0
CONSISTENT
95
1901.955001
0
0


Main article: JI intervals approximated by various scales