| Prime factorization
|
2 × 19
|
| Step size
|
18.4725 ¢
|
| Octave
|
65\38edf (1200.71 ¢)
|
| Twelfth
|
103\38edf (1902.67 ¢)
|
| Consistency limit
|
6
|
| Distinct consistency limit
|
6
|
Division of the just perfect fifth into 38 equal parts (38EDF) is related to 65 edo, but with the 3/2 rather than the 2/1 being just. The octave is about 0.7125 cents stretched and the step size is about 18.4725 cents.
Lookalikes: 65edo, 103edt
| Degree
|
ed3/2
|
| 0
|
| 1
|
18.4725
|
| 2
|
36.945
|
| 3
|
55.4175
|
| 4
|
73.89
|
| 5
|
92.3625
|
| 6
|
110.835
|
| 7
|
129.3075
|
| 8
|
147.78
|
| 9
|
166.2525
|
| 10
|
184.725
|
| 11
|
203.1975
|
| 12
|
221.67
|
| 13
|
240.1425
|
| 14
|
258.615
|
| 15
|
277.0875
|
| 16
|
295.56
|
| 17
|
314.0325
|
| 18
|
332.505
|
| 19
|
350.9775
|
| 20
|
369.45
|
| 21
|
387.9225
|
| 22
|
406.395
|
| 23
|
424.8675
|
| 24
|
443.34
|
| 25
|
461.8125
|
| 26
|
480.285
|
| 27
|
498.7575
|
| 28
|
517.23
|
| 29
|
535.7025
|
| 30
|
553.175
|
| 31
|
572.6475
|
| 32
|
591.12
|
| 33
|
609.5925
|
| 34
|
628.065
|
| 35
|
646.5375
|
| 36
|
664.01
|
| 37
|
683.4825
|
| 38
|
701.955
|
| 39
|
720.4275
|
| 40
|
738.9
|
| 41
|
757.3725
|
| 42
|
775.845
|
| 43
|
794.3175
|
| 44
|
812.79
|
| 45
|
831.2625
|
| 46
|
849.735
|
| 47
|
868.2075
|
| 48
|
886.605
|
| 49
|
905.1525
|
| 50
|
923.625
|
| 51
|
942.0975
|
| 52
|
960.57
|
| 53
|
979.0425
|
| 54
|
997.515
|
| 55
|
1015.9875
|
| 56
|
1034.46
|
| 57
|
1052.9235
|
| 58
|
1071.405
|
| 59
|
1089.8775
|
| 60
|
1108.35
|
| 61
|
1126.8225
|
| 62
|
1145.295
|
| 63
|
1163.7675
|
| 64
|
1182.24
|
| 65
|
1200.7125
|
| 66
|
1219.185
|
| 67
|
1237.6575
|
| 68
|
1256.13
|
| 69
|
1274.6025
|
| 70
|
1293.075
|
| 71
|
1311.5775
|
| 72
|
1330.02
|
| 73
|
1348.4925
|
| 74
|
1366.965
|
| 75
|
1385.4375
|
| 76
|
1403.91
|