17edX means division of a tenth interval into 17 equal parts.
Intervals
| Decade
|
Period
|
Notes
|
| 6\5
|
84.706
|
Intense Aeolian-Subpental Dorian mode begins
|
| 29\24
|
85.294
|
|
| 23\19
|
85.449
|
|
| 17\14
|
85.714
|
|
| 11\9
|
86.275
|
Intense Aeolian-Subpental Dorian mode ends, Subpental Dorian mode begins
|
| 16\13
|
86.878
|
|
| 21\17
|
87.197
|
|
| 5\4
|
88.235
|
Subpental Dorian mode ends, Pental Dorian mode begins
|
| 24\19
|
89.164
|
|
| 19\15
|
89.412
|
|
| 14\11
|
89.840
|
Pental Dorian mode ends, Superpental Dorian mode begins
|
| 23\18
|
90.196
|
|
| 9\7
|
90.756
|
Superpental Dorian mode ends, Mohajira Dorian-Mixolydian mode begins
|
| 31\24
|
91.176
|
|
| 22\17
|
91.349
|
Mohajira Dorian-Mixolydian mode ends, Beatles Dorian-Mixolydian mode begins
|
| 35\27
|
91.503
|
|
| 13\10
|
91.765
|
Beatles Dorian-Mixolydian mode ends, Subpental Mixolydian mode begins
|
| 17\13
|
92.308
|
|
| 21\16
|
92.647
|
Subpental Mixolydian mode ends, Pental Mixolydian mode begins
|
| 25\19
|
92.879
|
|
| 29\22
|
93.048
|
|
| 33\25
|
93.176
|
|
| 4\3
|
94.118
|
Pental Mixolydian mode ends, Soft Superpental Mixolydian mode begins
|
| 19\14
|
95.798
|
|
| 15\11
|
96.257
|
Soft Superpental Mixolydian mode ends, Intense Superpental Mixolydian mode begins
|
| 26\19
|
96.594
|
|
| 11\8
|
97.059
|
Intense Superpental Mixolydian mode ends, Mixolydian-Ionian mode begins
|
| 18\13
|
97.738
|
|
| 25\18
|
98.032
|
|
| 7\5
|
98.824
|
Mixolydian-Ionian mode ends
|
Golden/Pyrite Tunings±13¢
| Degrees
|
Enneatonic
|
Intense Aeolian-Subpental Dorian
|
Dorian
|
| Subpental
|
Pental
|
Superpental
|
| 1
|
J
|
A
|
Jb
|
Ab
|
85.109-86.638
|
85.932-87.462
|
88.7805-90.6955
|
89.334-90.863
|
| 2
|
A\\
|
B\\
|
G#
|
170.218-173.277
|
171.865-174.9235
|
177.561-180.62
|
178.667-181.726
|
| 3
|
Jp
|
Ap
|
J
|
A
|
255.327-259.915
|
257.797-262.385
|
266.341-270.93
|
268.001-272.589
|
| 4
|
J
|
B
|
A
|
B
|
340.4355-346.553
|
343.729-349.847
|
355.122-361.2395
|
357.335-363.452
|
| 5
|
B
|
C
|
Bb
|
Cb
|
425.544-433.1915
|
429.662-437.309
|
442.902-451.5495
|
446.668-454.315
|
| 6
|
C\\
|
Q\\
|
A#
|
B#
|
510.653-519.83
|
515.594-524.7705
|
532.683-541.859
|
536.002-545.178
|
| 7
|
Bp
|
Cp
|
B
|
C
|
595.762-606.468
|
601.526-612.232
|
621.463-632.169
|
625.3355-636.041
|
| 8
|
C
|
Q
|
C
|
Q
|
680.871-693.106
|
687.459-699.694
|
710.244-722.479
|
714.996-726.904
|
| 9
|
Q
|
D
|
Qb
|
Db
|
765.98-779.745
|
773.391-787.156
|
799.024-812.789
|
804.003-817.768
|
| 10
|
D\\
|
Q\\
|
C#
|
Q#
|
851.089-866.383
|
859.323-874.6175
|
887.805-903.099
|
893.336-999.4935
|
| 11
|
Qp
|
Dp
|
Q
|
D
|
936.198-953.021
|
945.256-962.079
|
976.585-993.409
|
982.67-1090.357
|
| 12
|
D
|
D
|
S
|
1021.3065-1039.66
|
1031.188-1049.541
|
1065.366-1083.719
|
1072.004-1181.22
|
| 13
|
E
|
S
|
Eb
|
1106.415-1186.94
|
1117.12-1137.003
|
1154.146-1174.029.
|
1161.337-1272.083
|
| 14
|
F
|
D#
|
S#
|
1191.524-1212.936
|
1203.052-1224.464
|
1242.927-1264.3385
|
1250.671-1362.946
|
| 15
|
G\\
|
E
|
1276.633-1299.5745
|
1288.985-1311.926
|
1331.707-1354.648
|
1340.005-1453.809
|
| 16
|
Fp
|
F
|
1361.741-1386.213
|
1374.917-1399.388
|
1420.488-1424.958
|
1426.338-1453.809
|
| 17
|
G
|
1446.851-1472.851
|
1460.85-1486.85
|
1509.268-1535.268
|
1518.672-1544.672
|
| Degrees
|
Enneatonic
|
Mohajira
|
Beatles
|
| 1
|
G
|
Gb
|
J
|
A
|
Jb
|
Ab
|
90.464-91.994
|
90.6955-92.225
|
| 2
|
J\\
|
A\\
|
F#
|
A\\
|
B\\
|
G#
|
180.929-183.988
|
181.391-184.45
|
| 3
|
Gp
|
G
|
Jp
|
Ap
|
J
|
A
|
271.393-275.9815
|
272.086-276.675
|
| 4
|
J
|
A
|
J
|
A
|
J
|
B
|
A
|
B
|
361.858-367.975
|
362.782-368.91
|
| 5
|
A
|
B
|
Ab
|
Bb
|
B
|
C
|
Bb
|
Cb
|
452.322-459.969
|
453.477-461.124
|
| 6
|
B\\
|
H\\
|
J#
|
A#
|
C\\
|
Q\\
|
A#
|
B#
|
542.787-551.963
|
544.173-553.349
|
| 7
|
Ap
|
Bp
|
A
|
B
|
Bp
|
Cp
|
B
|
C
|
633.251-643.957
|
634.868-645.574
|
| 8
|
B
|
H
|
B
|
H
|
C
|
Q
|
C
|
Q
|
723.7155-735.951
|
725.564-737.799
|
| 9
|
H
|
C
|
Hb
|
Cb
|
Q
|
D
|
Qb
|
Db
|
814.18-827.945
|
816.259-830.024
|
| 10
|
C\\
|
D\\
|
B#
|
H#
|
D\\
|
Q\\
|
C#
|
Q#
|
904.644-919.9385
|
906.955-922.289
|
| 11
|
Hp
|
Cp
|
H
|
C
|
Qp
|
Dp
|
Q
|
D
|
995.109-1011.932
|
997.65-1014.474
|
| 12
|
C
|
D
|
C
|
D
|
D
|
D
|
S
|
1085.573-1103.926
|
1088.346-1106.699
|
| 13
|
D
|
S
|
Db
|
Sb
|
E
|
S
|
Eb
|
1176.038-1195.92
|
1179.041-1198.9235
|
| 14
|
E
|
C#
|
D#
|
F
|
D#
|
S#
|
1266.502-1287.914
|
1269.737-1291.1485
|
| 15
|
F\\
|
D
|
S
|
G\\
|
E
|
1356.967-1379.908
|
1360.432-1383.373
|
| 16
|
Ep
|
E
|
Fp
|
F
|
1447.431-1471.902
|
1451.128-1475.598
|
| 17
|
F
|
G
|
1537.8955-1563.8955
|
1541.823-1577.823
|
| Degrees
|
Enneatonic
|
Mixolydian
|
Mixolydian-Ionian
|
| Subpental
|
Pental
|
Superpental
|
| Soft
|
Intense
|
| 1
|
G
|
Gb
|
92.019-93.548
|
92.035-93.5645
|
94.1155-95.645
|
95.669-97.198
|
96.739-98.268
|
| 2
|
J\\
|
A\\
|
F#
|
184.038-187.139
|
184.07-187.129
|
188.231-191.29
|
191.337-194.396
|
193.478-196.537
|
| 3
|
Gp
|
G
|
276.0565-280.645
|
276.105-280.693
|
282.347-286.935
|
287.006-291.594
|
290.217-294.805
|
| 4
|
J
|
A
|
J
|
A
|
368.075-374.193
|
368.14-374.258
|
376.462-382.58
|
382.675-388.792
|
386.956-393.074
|
| 5
|
A
|
B
|
Ab
|
Bb
|
460.094-467.741
|
460.175-467.822
|
470.578-478.225
|
478.343-485.99
|
483.695-491.342
|
| 6
|
B\\
|
H\\
|
J#
|
A#
|
552.113-561.29
|
552.21-561.387
|
564.693-573.87
|
574.012-583.188
|
580.434-589.6105
|
| 7
|
Ap
|
Bp
|
A
|
B
|
644.132-654.838
|
644.2455-654.951
|
658.809-669.515
|
669.6805-680.386
|
677.173-687.879
|
| 8
|
B
|
H
|
B
|
H
|
736.151-748.386
|
736.281-748.516
|
752.924-765.16
|
765.349-777.584
|
773.912-783.147
|
| 9
|
H
|
C
|
Hb
|
Cb
|
828.17-841.934
|
828.316-842.08
|
847.04-860.805
|
861.018-874.7852
|
870.416-884.416
|
| 10
|
C\\
|
D\\
|
B#
|
H#
|
920.1885-935.483
|
920.351-935.645
|
941.155-956.45
|
956.6865-971.9805
|
967.39-982.684
|
| 11
|
Hp
|
Cp
|
H
|
C
|
1012.207-1029.031
|
1012.386-1029.209
|
1035.271-1052.0945
|
1052.355-1069.179
|
1064.129-1080.953
|
| 12
|
C
|
D
|
C
|
D
|
1104.226-1122.579
|
1104.421-1122.774
|
1129.3865-1147.7395
|
1148.024-1166.377
|
1160.868-1179.221
|
| 13
|
D
|
S
|
Db
|
Sb
|
1196.245-1216.127
|
1196.456-1216.338
|
1223.502-1243.384
|
1243.692-1263.575
|
1257.607-1277.4895
|
| 14
|
E
|
C#
|
D#
|
1288.234-1309.676
|
1288.491-1309.903
|
1317.618-1339.026
|
1339.361-1360.773
|
1354.346-1375.758
|
| 15
|
F\\
|
D
|
S
|
1380.283-1403.224
|
1380.526-1403.467
|
1411.733-1434.674
|
1435.03-1457.97
|
1451.085-1474.026
|
| 16
|
Ep
|
E
|
1472.3015-1496.772
|
1472.561-1497.032
|
1505.849-1530.319
|
1530.698-1555.168
|
1547.824-1572.295
|
| 17
|
F
|
1557.82-1583.82
|
1564.596-1590.596
|
1599.964-1625.964
|
1626.366-1652.366
|
1644.563-1670.563
|
See also
- 17ed5/2 - equal division of the classic major tenth
- 17ed7/3 - equal division of the septimal minor tenth