User:Contribution/JI intervals approximated by 60edt
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This page is nominated for deletion. Reason: These ratios are not relevant. One of the operators will take care of it shortly. |
60edt divides the tritave in 60 equal steps and the octave in 37.855785 equal steps of 31.699250 cents each. Its 31-limit patent val is <38 60 88 106 131 140 155 161 171 184 188|.
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
|
0
|
0
|
-14.190522
|
-44.766114
|
CONSISTENT
|
0
|
0
|
-14.190522
|
-44.766114
|
34⋅7-1⋅11-1
|
81/77
|
87.676155
|
A17,11
|
3
|
95.097750
|
7.421595
|
23.412527
|
CONSISTENT
|
3
|
95.097750
|
7.421595
|
23.412527
|
3-3⋅291
|
29/27
|
123.712192
|
m229
|
4
|
126.797000
|
3.084809
|
9.731487
|
CONSISTENT
|
4
|
126.797000
|
3.084809
|
9.731487
|
33⋅5-2
|
27/25
|
133.237575
|
m25,5
|
4
|
126.797000
|
-6.440575
|
-20.317751
|
CONSISTENT
|
4
|
126.797000
|
-6.440575
|
-20.317751
|
3-2⋅5-1⋅72
|
49/45
|
147.428097
|
d37,75
|
5
|
158.496250
|
11.068153
|
34.916134
|
INCONSISTENT
|
4
|
126.797000
|
-20.631097
|
-65.083866
|
3-4⋅71⋅131
|
91/81
|
201.533565
|
d37,13
|
6
|
190.195500
|
-11.338065
|
-35.767612
|
CONSISTENT
|
6
|
190.195500
|
-11.338065
|
-35.767612
|
3-3⋅311
|
31/27
|
239.170570
|
M231
|
8
|
253.594000
|
14.423430
|
45.500856
|
CONSISTENT
|
8
|
253.594000
|
14.423430
|
45.500856
|
31⋅51⋅13-1
|
15/13
|
247.741053
|
A2513
|
8
|
253.594000
|
5.852947
|
18.463993
|
CONSISTENT
|
8
|
253.594000
|
5.852947
|
18.463993
|
33⋅23-1
|
27/23
|
277.590655
|
m323
|
9
|
285.293250
|
7.702595
|
24.298981
|
CONSISTENT
|
9
|
285.293250
|
7.702595
|
24.298981
|
11-1⋅131
|
13/11
|
289.209719
|
m31311
|
9
|
285.293250
|
-3.916469
|
-12.355085
|
CONSISTENT
|
9
|
285.293250
|
-3.916469
|
-12.355085
|
3-1⋅52⋅7-1
|
25/21
|
301.846520
|
A25,57
|
10
|
316.992500
|
15.145980
|
47.780246
|
CONSISTENT
|
10
|
316.992500
|
15.145980
|
47.780246
|
3-2⋅111
|
11/9
|
347.407941
|
m311
|
11
|
348.691750
|
1.283810
|
4.049968
|
CONSISTENT
|
11
|
348.691750
|
1.283810
|
4.049968
|
34⋅5-1⋅13-1
|
81/65
|
380.978628
|
M35,13
|
12
|
380.391000
|
-0.587628
|
-1.853759
|
CONSISTENT
|
12
|
380.391000
|
-0.587628
|
-1.853759
|
32⋅7-1
|
9/7
|
435.084095
|
M37
|
14
|
443.789500
|
8.705405
|
27.462495
|
CONSISTENT
|
14
|
443.789500
|
8.705405
|
27.462495
|
3-3⋅51⋅71
|
35/27
|
449.274618
|
P45,7
|
14
|
443.789500
|
-5.485118
|
-17.303619
|
CONSISTENT
|
14
|
443.789500
|
-5.485118
|
-17.303619
|
31⋅51⋅11-1
|
15/11
|
536.950772
|
A4511
|
17
|
538.887250
|
1.936478
|
6.108908
|
CONSISTENT
|
17
|
538.887250
|
1.936478
|
6.108908
|
35⋅5-2⋅7-1
|
243/175
|
568.321670
|
P45,5,7
|
18
|
570.586500
|
2.264830
|
7.144744
|
CONSISTENT
|
18
|
570.586500
|
2.264830
|
7.144744
|
5-1⋅71
|
7/5
|
582.512193
|
d575
|
18
|
570.586500
|
-11.925692
|
-37.621371
|
CONSISTENT
|
18
|
570.586500
|
-11.925692
|
-37.621371
|
3-5⋅73
|
343/243
|
596.702715
|
d67,7,7
|
19
|
602.285750
|
5.583035
|
17.612515
|
INCONSISTENT
|
18
|
570.586500
|
-26.116215
|
-82.387485
|
33⋅19-1
|
27/19
|
608.351986
|
A419
|
19
|
602.285750
|
-6.066236
|
-19.136845
|
CONSISTENT
|
19
|
602.285750
|
-6.066236
|
-19.136845
|
35⋅13-2
|
243/169
|
628.719681
|
AA413,13
|
20
|
633.985000
|
5.265320
|
16.610234
|
CONSISTENT
|
20
|
633.985000
|
5.265320
|
16.610234
|
3-2⋅131
|
13/9
|
636.617660
|
d513
|
20
|
633.985000
|
-2.632660
|
-8.305117
|
CONSISTENT
|
20
|
633.985000
|
-2.632660
|
-8.305117
|
34⋅5-1⋅11-1
|
81/55
|
670.188347
|
P55,11
|
21
|
665.684250
|
-4.504097
|
-14.208844
|
CONSISTENT
|
21
|
665.684250
|
-4.504097
|
-14.208844
|
3-4⋅112
|
121/81
|
694.815881
|
d511,11
|
22
|
697.383500
|
2.567619
|
8.099936
|
CONSISTENT
|
22
|
697.383500
|
2.567619
|
8.099936
|
3-4⋅53
|
125/81
|
751.121138
|
A55,5,5
|
24
|
760.782000
|
9.660862
|
30.476627
|
CONSISTENT
|
24
|
760.782000
|
9.660862
|
30.476627
|
7-1⋅111
|
11/7
|
782.492036
|
P5117
|
25
|
792.481250
|
9.989214
|
31.512463
|
CONSISTENT
|
25
|
792.481250
|
9.989214
|
31.512463
|
33⋅17-1
|
27/17
|
800.909593
|
A517
|
25
|
792.481250
|
-8.428343
|
-26.588461
|
CONSISTENT
|
25
|
792.481250
|
-8.428343
|
-26.588461
|
31⋅71⋅13-1
|
21/13
|
830.253246
|
M6713
|
26
|
824.180500
|
-6.072745
|
-19.157378
|
CONSISTENT
|
26
|
824.180500
|
-6.072745
|
-19.157378
|
34⋅7-2
|
81/49
|
870.168191
|
A57,7
|
27
|
855.879750
|
-14.288440
|
-45.075010
|
INCONSISTENT
|
28
|
887.579000
|
17.410810
|
54.924990
|
3-1⋅51
|
5/3
|
884.358713
|
M65
|
28
|
887.579000
|
3.220287
|
10.158876
|
CONSISTENT
|
28
|
887.579000
|
3.220287
|
10.158876
|
35⋅11-1⋅13-1
|
243/143
|
917.929400
|
A611,13
|
29
|
919.278250
|
1.348850
|
4.255149
|
CONSISTENT
|
29
|
919.278250
|
1.348850
|
4.255149
|
3-4⋅111⋅131
|
143/81
|
984.025601
|
d711,13
|
31
|
982.676750
|
-1.348850
|
-4.255149
|
CONSISTENT
|
31
|
982.676750
|
-1.348850
|
-4.255149
|
32⋅5-1
|
9/5
|
1017.596288
|
m75
|
32
|
1014.376000
|
-3.220287
|
-10.158876
|
CONSISTENT
|
32
|
1014.376000
|
-3.220287
|
-10.158876
|
3-3⋅72
|
49/27
|
1031.786810
|
d87,7
|
33
|
1046.075250
|
14.288440
|
45.075010
|
INCONSISTENT
|
32
|
1014.376000
|
-17.410810
|
-54.924990
|
7-1⋅131
|
13/7
|
1071.701755
|
m7137
|
34
|
1077.774500
|
6.072745
|
19.157378
|
CONSISTENT
|
34
|
1077.774500
|
6.072745
|
19.157378
|
3-2⋅171
|
17/9
|
1101.045408
|
d817
|
35
|
1109.473751
|
8.428343
|
26.588461
|
CONSISTENT
|
35
|
1109.473751
|
8.428343
|
26.588461
|
31⋅71⋅11-1
|
21/11
|
1119.462965
|
P8711
|
35
|
1109.473751
|
-9.989214
|
-31.512463
|
CONSISTENT
|
35
|
1109.473751
|
-9.989214
|
-31.512463
|
35⋅5-3
|
243/125
|
1150.833863
|
d85,5,5
|
36
|
1141.173001
|
-9.660862
|
-30.476627
|
CONSISTENT
|
36
|
1141.173001
|
-9.660862
|
-30.476627
|
35⋅11-2
|
243/121
|
1207.139120
|
cA111,11
|
38
|
1204.571501
|
-2.567619
|
-8.099936
|
CONSISTENT
|
38
|
1204.571501
|
-2.567619
|
-8.099936
|
3-3⋅51⋅111
|
55/27
|
1231.766654
|
P85,11
|
39
|
1236.270751
|
4.504097
|
14.208844
|
CONSISTENT
|
39
|
1236.270751
|
4.504097
|
14.208844
|
33⋅13-1
|
27/13
|
1265.337341
|
cA113
|
40
|
1267.970001
|
2.632660
|
8.305117
|
CONSISTENT
|
40
|
1267.970001
|
2.632660
|
8.305117
|
3-4⋅132
|
169/81
|
1273.235320
|
cd213,13
|
40
|
1267.970001
|
-5.265320
|
-16.610234
|
CONSISTENT
|
40
|
1267.970001
|
-5.265320
|
-16.610234
|
3-2⋅191
|
19/9
|
1293.603014
|
cm219
|
41
|
1299.669251
|
6.066236
|
19.136845
|
CONSISTENT
|
41
|
1299.669251
|
6.066236
|
19.136845
|
31⋅51⋅7-1
|
15/7
|
1319.442808
|
cA157
|
42
|
1331.368501
|
11.925692
|
37.621371
|
CONSISTENT
|
42
|
1331.368501
|
11.925692
|
37.621371
|
3-4⋅52⋅71
|
175/81
|
1333.633331
|
cM25,5,7
|
42
|
1331.368501
|
-2.264830
|
-7.144744
|
CONSISTENT
|
42
|
1331.368501
|
-2.264830
|
-7.144744
|
5-1⋅111
|
11/5
|
1365.004228
|
cm2115
|
43
|
1363.067751
|
-1.936478
|
-6.108908
|
CONSISTENT
|
43
|
1363.067751
|
-1.936478
|
-6.108908
|
34⋅5-1⋅7-1
|
81/35
|
1452.680383
|
cM25,7
|
46
|
1458.165501
|
5.485118
|
17.303619
|
CONSISTENT
|
46
|
1458.165501
|
5.485118
|
17.303619
|
3-1⋅71
|
7/3
|
1466.870906
|
cm37
|
46
|
1458.165501
|
-8.705405
|
-27.462495
|
CONSISTENT
|
46
|
1458.165501
|
-8.705405
|
-27.462495
|
3-3⋅51⋅131
|
65/27
|
1520.976373
|
cm35,13
|
48
|
1521.564001
|
0.587628
|
1.853759
|
CONSISTENT
|
48
|
1521.564001
|
0.587628
|
1.853759
|
33⋅11-1
|
27/11
|
1554.547060
|
cM311
|
49
|
1553.263251
|
-1.283810
|
-4.049968
|
CONSISTENT
|
49
|
1553.263251
|
-1.283810
|
-4.049968
|
32⋅5-2⋅71
|
63/25
|
1600.108480
|
cd475,5
|
50
|
1584.962501
|
-15.145980
|
-47.780246
|
CONSISTENT
|
50
|
1584.962501
|
-15.145980
|
-47.780246
|
31⋅111⋅13-1
|
33/13
|
1612.745281
|
cM31113
|
51
|
1616.661751
|
3.916469
|
12.355085
|
CONSISTENT
|
51
|
1616.661751
|
3.916469
|
12.355085
|
3-2⋅231
|
23/9
|
1624.364346
|
cM323
|
51
|
1616.661751
|
-7.702595
|
-24.298981
|
CONSISTENT
|
51
|
1616.661751
|
-7.702595
|
-24.298981
|
5-1⋅131
|
13/5
|
1654.213948
|
cd4135
|
52
|
1648.361001
|
-5.852947
|
-18.463993
|
CONSISTENT
|
52
|
1648.361001
|
-5.852947
|
-18.463993
|
34⋅31-1
|
81/31
|
1662.784431
|
cP431
|
52
|
1648.361001
|
-14.423430
|
-45.500856
|
CONSISTENT
|
52
|
1648.361001
|
-14.423430
|
-45.500856
|
35⋅7-1⋅13-1
|
243/91
|
1700.421436
|
cA37,13
|
54
|
1711.759501
|
11.338065
|
35.767612
|
CONSISTENT
|
54
|
1711.759501
|
11.338065
|
35.767612
|
33⋅51⋅7-2
|
135/49
|
1754.526904
|
cA357,7
|
55
|
1743.458751
|
-11.068153
|
-34.916134
|
INCONSISTENT
|
56
|
1775.158001
|
20.631097
|
65.083866
|
3-2⋅52
|
25/9
|
1768.717426
|
cA45,5
|
56
|
1775.158001
|
6.440575
|
20.317751
|
CONSISTENT
|
56
|
1775.158001
|
6.440575
|
20.317751
|
34⋅29-1
|
81/29
|
1778.242809
|
cA429
|
56
|
1775.158001
|
-3.084809
|
-9.731487
|
CONSISTENT
|
56
|
1775.158001
|
-3.084809
|
-9.731487
|
3-3⋅71⋅111
|
77/27
|
1814.278846
|
cd57,11
|
57
|
1806.857251
|
-7.421595
|
-23.412527
|
CONSISTENT
|
57
|
1806.857251
|
-7.421595
|
-23.412527
|
31
|
3/1
|
1901.955001
|
cP5
|
60
|
1901.955001
|
0
|
0
|
CONSISTENT
|
60
|
1901.955001
|
0
|
0
|
Main article: JI intervals approximated by various scales