34ed7/3: Difference between revisions

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Line 1: Line 1:
{{Stub}}
{{Infobox ET}}
{{ED intro}}


== Intervals ==
== Intervals ==
Line 7: Line 10:
! colspan="2" |''Pentadecatonic''
! colspan="2" |''Pentadecatonic''
!''Enneadecatonic''
!''Enneadecatonic''
!ed43\36
! colspan="2" |ed11\9~ed7/3
!Pyrite<sub>v</sub>
!ed6\5~28ed1187¢
!ed35\29
!''ed29\24=r¢<sub>v</sub>''
!ed23\19
!29ed1240¢~Pyrite<sub>r¢</sub>
!ed17\14
!9ed5/4~Golden<sub>v</sub>
!27ed1160¢
!ed11\9~ed7/3
!28ed1213¢~Golden<sub>^</sub>
!ed16\13
!ed37\30
!ed21\17
!ed56\45
!27ed1187¢~ed91\73
!''ed5\4=r¢<sub>^</sub>''
|-
|-
| rowspan="2" |1
| rowspan="2" |1
Line 32: Line 18:
| rowspan="2" |''Qp/W\\''
| rowspan="2" |''Qp/W\\''
| colspan="2" rowspan="2" |''Q#/Wb''
| colspan="2" rowspan="2" |''Q#/Wb''
| rowspan="2" |42.1569
| rowspan="2" |42.2881
| rowspan="2" |42.3529
42.3929
| rowspan="2" |42.59635
| rowspan="2" |''42.6471''
| rowspan="2" |42.7245
| rowspan="2" |42.7586
42.7844
| rowspan="2" |42.8571
| rowspan="2" |42.92375
42.9368
| rowspan="2" |42.963
| rowspan="2" |43.13725
| rowspan="2" |43.13725
43.1433
| rowspan="2" |43.1433
| rowspan="2" |43.3214
43.3485
| rowspan="2" |43.4389
| rowspan="2" |43.5294
| rowspan="2" |43.5986
| rowspan="2" |43.9216
| rowspan="2" |43.963
43.9968
| rowspan="2" |''44.11765''
|-
|-
|Jv
|Jv
Line 70: Line 34:
| rowspan="2" |''Ab''
| rowspan="2" |''Ab''
| colspan="3" rowspan="2" |''W''
| colspan="3" rowspan="2" |''W''
| rowspan="2" |84.3137
| rowspan="2" |84.5761
| rowspan="2" |84.7059
84.7857
| rowspan="2" |85.1927
| rowspan="2" |''85.2941''
| rowspan="2" |85.4489
| rowspan="2" |85.5172
85.5688
| rowspan="2" |85.7143
| rowspan="2" |85.8475
85.8736
| rowspan="2" |85.9259
| rowspan="2" |86.2745
| rowspan="2" |86.2745
86.2865
| rowspan="2" |86.2865
| rowspan="2" |86.6429
86.697
| rowspan="2" |86.8778
| rowspan="2" |87.0588
| rowspan="2" |87.1972
| rowspan="2" |87.8431
| rowspan="2" |87.9259
87.99355
| rowspan="2" |''88.2353''
|-
|-
|Jbb
|Jbb
Line 109: Line 51:
| rowspan="2" |''W#''
| rowspan="2" |''W#''
| rowspan="2" |''W#/Eb''
| rowspan="2" |''W#/Eb''
| rowspan="2" |126.4706
| rowspan="2" |126.8642
| rowspan="2" |127.0588
127.1786
| rowspan="2" |127.78905
| rowspan="2" |''127.9412''
| rowspan="2" |128.1734
| rowspan="2" |128.2759
128.3532
| rowspan="2" |128.5714
| rowspan="2" |128.7712
128.8104
| rowspan="2" |128.8889
| rowspan="2" |129.4118
| rowspan="2" |129.4118
 
| rowspan="2" |129.4298
129.4298
| rowspan="2" |129.9643
130.0456
| rowspan="2" |130.3167
| rowspan="2" |130.5882
| rowspan="2" |130.79585
| rowspan="2" |131.7647
| rowspan="2" |131.8889
131.9903
| rowspan="2" |''132.3529''
|-
|-
| colspan="2" |G#v
| colspan="2" |G#v
Line 145: Line 64:
| colspan="2" |G#
| colspan="2" |G#
| colspan="3" |''E(\\/b)''
| colspan="3" |''E(\\/b)''
|168.62745
|169.1523
|169.4118
169.5714
|170.3854
|''170.5882''
|170.8978
|171.0345
171.1376
|171.4256
|171.695
171.7472
|171.85185
|172.549
|172.549
172.57305
|172.57305
|173.2857
173.3941
|173.7557
|174.11765
|174.3945
|175.6863
|175.85185
175.9871
|''176.4706''
|-
|-
| rowspan="2" |5
| rowspan="2" |5
Line 179: Line 76:
| colspan="2" rowspan="2" |''E''
| colspan="2" rowspan="2" |''E''
| rowspan="2" |''R''
| rowspan="2" |''R''
| rowspan="2" |210.7483
| rowspan="2" |211.44035
| rowspan="2" |211.7647
211.9643
| rowspan="2" |212.9817
| rowspan="2" |''213.2353''
| rowspan="2" |213.6223
| rowspan="2" |213.7931
213.922
| rowspan="2" |214.2857
| rowspan="2" |214.6187
214.68395
| rowspan="2" |214.8148
| rowspan="2" |215.6863
| rowspan="2" |215.6863
215.7163
| rowspan="2" |215.7163
| rowspan="2" |216.6071
216.7426
| rowspan="2" |217.1946
| rowspan="2" |217.6471
| rowspan="2" |227.9931
| rowspan="2" |219.6078
| rowspan="2" |219.8148
219.9839
| rowspan="2" |''220.5882''
|-
|-
|Jv
|Jv
Line 218: Line 93:
|''E#/Rb''
|''E#/Rb''
|''R#/Tb''
|''R#/Tb''
|252.9412
|253.7284
|254.11765
254.3571
|255.5781
|''255.88235''
|256.34675
|256.5517
256.70635
|257.1429
|257.5425
257.6207
|257.7778
|258.8235
|258.8235
258.8596
|258.8596
|259.9286
260.0911
|260.6335
|261.1765
|261.5917
|263.5294
|263.7778
263.9801
|''264.7059''
|-
|-
|7
|7
Line 253: Line 106:
| colspan="2" |''R''
| colspan="2" |''R''
|''T''
|''T''
|295.098
|296.0165
|296.4706
296.75
|298.1744
|''298.5294''
|299.0712
|299.3103
299.4907
|300
|300.4662
300.5575
|300.7407
|301.9608
|301.9608
302.0028
|302.0028
|303.25
303.4396
|304.0721
|304.7059
|305.1903
|307.451
|307.7407
307.9774
|''308.8235''
|-
|-
|8
|8
Line 289: Line 120:
|''R#/Tb''
|''R#/Tb''
|''T#/Yb''
|''T#/Yb''
|337.2549
|338.30455
|338.8235
339.1429
|340.7708
|''341.1765''
|341.7957
|342.069
342.2751
|342.8571
|343.39
343.4943
|343.7037
|345.098
|345.098
345.1461
|345.1461
|346.5714
346.7882
|347.5113
|348.2353
|348.7889
|351.37255
|351.7037
351.9742
|''352.9412''
|-
|-
|9
|9
Line 324: Line 133:
| colspan="2" |''T''
| colspan="2" |''T''
|''Y''
|''Y''
|379.4118
|380.5926
|381.1765
381.5357
|383.3671
|''383.8235''
|384.5201
|384.8276
385.0595
|385.7143
|386.3137
386.4311
|386.6667
|388.2353
|388.2353
388.2894
|388.2894
|389.8929
390.1367
|390.9502
|391.7647
|392.3875
|395.2941
|395.6667
395.971
|''397.0588''
|-
|-
|10
|10
Line 360: Line 147:
|''T#/Ab''
|''T#/Ab''
|''Y#/Ub''
|''Y#/Ub''
|421.5686
|422.8807
|423.5291
423.9286
|425.9635
|''426.4706''
|427.2446
|427.5862
427.8439
|428.5714
|429.2375
429.3679
|429.6296
|431.37255
|431.37255
431.4326
|431.4326
|433.2143
433.4852
|434.3891
|435.2941
|435.9862
|439.2157
|439.6296
439.9678
|''441.1765''
|-
|-
|11
|11
Line 395: Line 160:
| colspan="2" |''A''
| colspan="2" |''A''
|''U''
|''U''
|463.7255
|465.1688
|465.88235
466.3214
|468.5598
|''469.11765''
|448.6068
|470.3448
470.6283
|471.4286
|472.1612
472.3047
|472.5926
|474.5098
|474.5098
474.5759
|474.5759
|476.5357
476.8337
|477.82805
|478.8235
|479.5848
|483.13725
|483.5926
483.9645
|''485.2941''
|-
|-
|12
|12
Line 431: Line 174:
|''A#''
|''A#''
|''U#/Ab''
|''U#/Ab''
|506.88235
|507.4568
|508.2353
508.7143
|511.1562
|''511.7647''
|512.6935
|513.10345
513.4127
|51<span style="line-height: 1.5;">4.2857</span>
|515.08465
515.2415
|515.5556
|517.6471
|517.6471
517.7191
|517.7191
|519.8571
520.1822
|521.267
|522.3529
|523.1834
|527.0588
|527.5556
527.9613
|''529.4118''
|-
|-
|13
|13
Line 467: Line 188:
|''Sb''
|''Sb''
|''A''
|''A''
|548.0392
|549.7449
|550.5882
551.1071
|553.7525
|''554.4118''
|555.418
|555.8621
556.1971
|557.1429
|558.0087
558.1783
|558.5185
|560.7843
|560.7843
560.8624
|560.8624
|536.1786
563.5308
|564.7059
|565.88235
|566.782
|570.9804
|571.5185
571.9581
|''573.5294''
|-
|-
|14
|14
Line 501: Line 200:
|''C''
|''C''
| colspan="3" |''S''
| colspan="3" |''S''
|590.1961
|592.033
|592.9412
593.5
|596.3489
|''597.0588''
|598.1424
|598.6207
598.9815
|600
|600.9324
601.16505
|601.4815
|603.9216
|603.9216
604.0057
|604.0057
|606.5
606.8793
|608.1448
|609.4118
|610.3806
|614.902
|615.4815
615.9549
|''617.6471''
|-
|-
|15
|15
Line 537: Line 214:
|''S#/Db''
|''S#/Db''
|''S#/Db''
|''S#/Db''
|632.3529
|634.321
|635.2941
635.8929
|638.9456
|''639.7059''
|640.8669
|641.3793
641.7659
|642.8571
|643.8562
644.0518
|644.4444
|647.0588
|647.0588
647.1489
|647.1489
|649.8214
650.2278
|651.5837
|652.9412
|653.9792
|658.8235
|659.4444
659.95165
|''661.7647''
|-
|-
|16
|16
Line 571: Line 226:
|''Q''
|''Q''
| colspan="3" |''D''
| colspan="3" |''D''
|674.5098
|676.6091
|677.6471
678.2857
|681.5416
|''682.3529''
|683.5913
|684.1379
684.5503
|685.7143
|686.7799
686.9886
|687.4074
|690.1961
|690.1961
690.2922
|690.2922
|693.1429
693.5763
|695.0226
|696.4706
|697.57786
|702.7451
|703.4074
703.9484
|''705.88235''
|-
|-
|17
|17
Line 607: Line 240:
|''D#/Fb''
|''D#/Fb''
|''D#/Fb''
|''D#/Fb''
|716.6667
|733.{{Overline|3}}
|718.8972
|733.43545
|720(.6786)
|724.1379
|''725''
|726.3158
|726.89655
727.3347
|728.5714
|729.7037
729.9254
|730.3704
|733.3333
733.43545
|736.4643
736.9248
|738.4615
|740
|741.1765
|746.6667
|747.3704
747.9452
|''750''
|-
|-
|18
|18
Line 640: Line 252:
|''Db''
|''Db''
| colspan="3" |''F''
| colspan="3" |''F''
|758.8235
|761.1852
|762.3529
763.0714
|766.7343
|''767.6471''
|769.04025
|769.6352
770.11905
|771.4286
|772.6274
772.8622
|773.3333
|776.4706
|776.4706
776.5787
|776.5787
|779.7857
780.2734
|781.90045
|783.5294
|784.7751
|790.5882
|791.3333
791.942
|''794.11765''
|-
|-
|19
|19
Line 676: Line 266:
|''F#/Gb''
|''F#/Gb''
|''F#/Gb''
|''F#/Gb''
|800.9804
|803.4733
|804.7059
805.4643
|809.3306
|''810.2941''
|811.7647
|812.4138
812.9034
|814.2857
|815.5512
815.799
|816.2963
|819.6078
|819.6078
819.722
|819.722
|823.1071
823.62519
|825.3394
|827.0588
|828.3737
|834.5098
|835.2963
835.9388
|''838.2353''
|-
|-
|20
|20
Line 711: Line 278:
|''Q#''
|''Q#''
| colspan="3" |''G''
| colspan="3" |''G''
|843.13725
|845.7614
|847.0588
847.8571
|851.927
|''852.9412''
|854.4892
|855.1724
855.6878
|857.1429
|858.4749
858.7358
|859.2593
|862.7451
|862.7451
862.8982
|862.8982
|866.4286
866.9704
|868.7783
|870.5882
|871.9723
|878.4314
|879.2593
879.9355
|''882.3529''
|-
|-
|21
|21
Line 747: Line 292:
|''G#''
|''G#''
|''H''
|''H''
|885.2941
|888.04945
|889.4118
890.25
|894.5233
|''895.5882''
|897.2136
|897.931
898.4722
|900
|901.3987
901.6726
|902.2222
|905.88235
|905.88235
906.0085
|906.0085
|909.75
910.3189
|912.2172
|914.11765
|915.5709
|922.3529
|923.2222
923.9323
|''926.4706''
|-
|-
|22
|22
Line 783: Line 306:
|''Zb''
|''Zb''
|''H#''
|''H#''
|927.451
|930.3375
|931.7647
932.6429
|937.1197
|''938.2353''
|939.9381
|940.6897
941.2566
|942.8571
|944.3224
944.6094
|945.1852
|949.0196
|949.0196
949.1518
|949.1518
|953.0714
953.6674
|955.6561
|957.6471
|959.16955
|966.2745
|967.1852
967.9291
|''970.5882''
|-
|-
|23
|23
Line 818: Line 319:
| colspan="2" |''Z''
| colspan="2" |''Z''
|''Jb''
|''Jb''
|969.6078
|972.6526
|974.11765
975.0357
|979.716
|''980.88235''
|982.6625
|983.4483
984.041
|985.7143
|987.2462
987.54615
|988.14815
|992.1569
|992.1569
922.295
|922.295
|996.3929
997.016
|999.095
|1001.1765
|1002.7682
|1010.1961
|1011.14815
1011.9259
|''1014.7059''
|-
|-
|24
|24
Line 854: Line 333:
|''Z#/Xb''
|''Z#/Xb''
|''J''
|''J''
|1011.7647
|1014.9137
|1016.4706
1017.4286
|1022.3124
|''1023.5294''
|1025.387
|1026.2069
1026.8254
|1028.5714
|1030.1699
1030.4829
|1031.1111
|1035.2941
|1035.2941
1035.4383
|1035.4383
|1039.7143
1040.3645
|1042.5339
|1044.7059
|1046.3668
|1054.1176
|1055.1111
1055.9226
|''1058.8235''
|-
|-
| rowspan="2" |25
| rowspan="2" |25
Line 889: Line 346:
| colspan="2" rowspan="2" |''X''
| colspan="2" rowspan="2" |''X''
| rowspan="2" |''J#/Zb''
| rowspan="2" |''J#/Zb''
| rowspan="2" |1053.9216
| rowspan="2" |1057.2017
| rowspan="2" |1058.8235
1059.8214
| rowspan="2" |1064.9087
| rowspan="2" |''1066.1765''
| rowspan="2" |1068.1115
| rowspan="2" |1068.9655
1069.6098
| rowspan="2" |1071.4286
| rowspan="2" |1073.09365
1073.4197
| rowspan="2" |1074.0741
| rowspan="2" |1078.4314
| rowspan="2" |1078.4314
1078.58155
| rowspan="2" |1078.58155
| rowspan="2" |1083.0357
1083.713
| rowspan="2" |1085.97285
| rowspan="2" |1088.2353
| rowspan="2" |1089.9654
| rowspan="2" |1098.0392
| rowspan="2" |1099.0741
1099.9194
| rowspan="2" |''1102.9412''
|-
|-
| colspan="2" |Ebv
| colspan="2" |Ebv
Line 925: Line 360:
|''X#/Cb''
|''X#/Cb''
|''Z''
|''Z''
|1096.0784
|1099.4898
|1101.1765
1102.2143
|1107.5051
|''1108.8235''
|1110.8359
|1111.7241
1112.3942
|1114.2857
|1116.0174
1116.3565
|1117.037
|1121.5686
|1121.5686
1121.7248
|1121.7248
|1126.3571
1127.0615
|1129.4118
|1131.7647
|1133.564
|1141.9608
|1143.037
1143.9162
|''1147.0588''
|-
|-
| rowspan="2" |27
| rowspan="2" |27
Line 958: Line 371:
| colspan="2" rowspan="2" |''C''
| colspan="2" rowspan="2" |''C''
| rowspan="2" |''X''
| rowspan="2" |''X''
| rowspan="2" |1138.2353
| rowspan="2" |1141.7779
| rowspan="2" |1143.5291
1144.6071
| rowspan="2" |1150.1014
| rowspan="2" |''1153.4706''
| rowspan="2" |1153.5604
| rowspan="2" |1154.4828
1155.1786
| rowspan="2" |1157.1429
| rowspan="2" |1158.9411
1159.2933
| rowspan="2" |1160
| rowspan="2" |1164.7059
| rowspan="2" |1164.7059
1164.8681
| rowspan="2" |1164.8681
| rowspan="2" |1169.6786
1170.41
| rowspan="2" |1172.8507
| rowspan="2" |1175.2941
| rowspan="2" |1177.1626
| rowspan="2" |1185.88235
| rowspan="2" |1187(.913)
| rowspan="2" |''1191.1765''
|-
|-
| colspan="2" |Fv
| colspan="2" |Fv
Line 995: Line 387:
|''C#/Vb''
|''C#/Vb''
|''X#/Cb''
|''X#/Cb''
|1180.3922
|1184.0659
|1185.88235
1187
|1192.6978
|''1194.11765''
|1196.2848
|1197.2414
1197.963
|1200
|1201.8649
1202.3301
|1202.963
|1207.8731
|1207.8731
1208.0113
|1208.0113
|1213(.7586)
|1216.2896
|1218.8235
|1220.76125
|1229.80392
|1230.963
1231.90975
|''1235.2941''
|-
|-
| rowspan="2" |29
| rowspan="2" |29
Line 1,027: Line 398:
| colspan="2" rowspan="2" |''V''
| colspan="2" rowspan="2" |''V''
| rowspan="2" |''C''
| rowspan="2" |''C''
| rowspan="2" |1222.549
| rowspan="2" |1226.354
| rowspan="2" |1228.2353
1229.3929
| rowspan="2" |1235.2941
| rowspan="2" |''1236.7647''
| rowspan="2" |1239.0093
| rowspan="2" |1240(.7474)
| rowspan="2" |1242.8571
| rowspan="2" |1244.7886
1245.1669
| rowspan="2" |1245.9259
| rowspan="2" |1250.9804
| rowspan="2" |1250.9804
1251.1546
| rowspan="2" |1251.1546
| rowspan="2" |1256.3214
1257.1071
| rowspan="2" |1259.7285
| rowspan="2" |1262.3529
| rowspan="2" |1264.3599
| rowspan="2" |1273.72549
| rowspan="2" |1274.9259
1275.9065
| rowspan="2" |''1279.4118''
|-
|-
| colspan="2" |Eb
| colspan="2" |Eb
Line 1,059: Line 409:
| colspan="2" |E
| colspan="2" |E
| colspan="3" |''V(p/#)''
| colspan="3" |''V(p/#)''
|1264.7059
|1265.6421
|1270.5882
1271.7857
|1277.8905
|''1279.4118''
|1281.7337
|1282.7586
1283.53175
|1285.7143
|1287.7124
1288.1037
|1288.8889
|1294.11765
|1294.11765
1294.2979
|1294.2979
|1299.6429
1300.4556
|1303.1674
|1305.88235
|1307.9585
|1317.64706
|1318.8889
1319.9033
|''1323.5294''
|-
|-
|31
|31
Line 1,092: Line 420:
|''Bb''
|''Bb''
|''V#/Bb''
|''V#/Bb''
|1306.86275
|1310.9301
|1312.9412
1314.1786
|1320.4868
|''1322.0588''
|1324.4582
|1325.5172
1326.3161
|1328.5714
|1330.6361
1331.0405
|1331.85185
|1337.2549
|1337.2549
1337.4411
|1337.4411
|1342.9643
1343.8041
|1346.6606
|1349.4118
|1351.5571
|1361.56863
|1362.85185
1363.9001
|''1367.5471''
|-
|-
|32
|32
Line 1,123: Line 429:
| colspan="2" |F
| colspan="2" |F
| colspan="3" |''B''
| colspan="3" |''B''
|1349.0196
|1353.2182
|1355.2941
1356.5714
|1393.0832
|''1364.7059''
|1367.1827
|1368.2759
1369.1005
|1371.4286
|1373.5599
1373.9773
|1374.8148
|1380.3922
|1380.3922
1380.5844
|1380.5844
|1386.2857
1387.1526
|1390.04525
|1392.9412
|1395.1557
|1405.4902
|1406.8148
1407.8969
|''1411.7647''
|-
|-
| rowspan="2" |33
| rowspan="2" |33
Line 1,155: Line 439:
| rowspan="2" |''Bp/Q\\''
| rowspan="2" |''Bp/Q\\''
| colspan="2" rowspan="2" |''B#/Qb''
| colspan="2" rowspan="2" |''B#/Qb''
| rowspan="2" |1391.1765
| rowspan="2" |1395.5063
| rowspan="2" |1397.6471
1398.9643
| rowspan="2" |1405.6795
| rowspan="2" |''1407.3529''
| rowspan="2" |1409.9071
| rowspan="2" |1411.0345
1411.8849
| rowspan="2" |1414.2857
| rowspan="2" |1416.4836
1416.91405
| rowspan="2" |1417.7778
| rowspan="2" |1423.5297
| rowspan="2" |1423.5297
1423.7276
| rowspan="2" |1423.7276
| rowspan="2" |1429.6071
1430.5012
| rowspan="2" |1433.4842
| rowspan="2" |1436.4706
| rowspan="2" |1438.7453
| rowspan="2" |1449.41176
| rowspan="2" |1450.7778
1451.8936
| rowspan="2" |''1455.88235''
|-
|-
| colspan="4" |Gv
| colspan="4" |Gv
Line 1,186: Line 448:
| colspan="6" |G
| colspan="6" |G
| colspan="3" |''Q''
| colspan="3" |''Q''
|1433.3333
|1466.{{Overline|6}}
|1437.79435
|1466.8709
|1440
|}
1441.3571
|1448.2759
|''1450''
|1452.6316
|1411.0345


1454.6693
== Harmonics ==
|1457.1429
{{Harmonics in equal
|1459.4073
| steps = 34
1459.8508
| num = 7
|1460.7407
| denom = 3
|1466.6667
}}
1466.8709
{{Harmonics in equal
|1472.9286
| steps = 34
1473.8497
| num = 7
|1476.9231
| denom = 3
|1480
| start = 12
|1482.3529
| collapsed = 1
|1493.3333
}}
|1494.7407
1495.8904
|''1500''
|}

Latest revision as of 07:50, 5 October 2024

This page is a stub. You can help the Xenharmonic Wiki by expanding it.
← 33ed7/3 34ed7/3 35ed7/3 →
Prime factorization 2 × 17
Step size 43.1433 ¢ 
Octave 28\34ed7/3 (1208.01 ¢) (→ 14\17ed7/3)
Twelfth 44\34ed7/3 (1898.3 ¢) (→ 22\17ed7/3)
Consistency limit 4
Distinct consistency limit 4

34 equal divisions of 7/3 (abbreviated 34ed7/3) is a nonoctave tuning system that divides the interval of 7/3 into 34 equal parts of about 43.1 ¢ each. Each step represents a frequency ratio of (7/3)1/34, or the 34th root of 7/3.

Intervals

Degrees Enneatonic Pentadecatonic Enneadecatonic ed11\9~ed7/3
1 1# G# G^ Qp/W\\ Q#/Wb 43.13725 43.1433
Jv Av Jbv Abv
2 1x/2bb Gx J A Jb Ab W 86.2745 86.2865
Jbb Abb
3 2b Jb Ab J^/A\\v A^/B\\v Jb^ Ab^ Wp W# W#/Eb 129.4118 129.4298
G#v
4 2 J A A\\ B\\ G# E(\\/b) 172.549 172.57305
5 2# J# A# A\\^/Jpv B\\^/Apv G#v E R 215.6863 215.7163
Jv Av
6 2x/3bb Jx/Abb Ax/Bbb Jp Ap J A Ep/R\\ E#/Rb R#/Tb 258.8235 258.8596
7 3b Ab Bb Jp^/Av Ap^/Bv J^/Av A^/Bv R T 301.9608 302.0028
8 3 A B A B A B Rp/T\\ R#/Tb T#/Yb 345.098 345.1461
9 3# A# B# A^/Bv B^/Cv A^/Bbv B^/Cbv T Y 388.2353 388.2894
10 3x/4b Ax/Bbb Bx/Cbb B C Bb Cb Tp\A\\ T#/Ab Y#/Ub 431.37255 431.4326
11 4b Bb Cb B^/C\\v C^/Q\\v Bb^/A#v Cb^/B#v A U 474.5098 474.5759
12 4 B C C\\ Q\\ A# B# Ap A# U#/Ab 517.6471 517.7191
13 4# B# C# C\\^/Bpv Q\\^/Cpv A#^/Bv B#^/Cv S\\ Sb A 560.7843 560.8624
14 5b Cb Qb Bp Cp B C S 603.9216 604.0057
15 5 C Q Bp^/Cv Cp^/Qv B^/Cv C^/Qv Sp/D\\ S#/Db S#/Db 647.0588 647.1489
16 5# C# Q# C Q C Q D 690.1961 690.2922
17 5x/6bb Cx/Qbb Qx/Dbb C^/Qv Q^/Dv C^/Qbv Q^/Dbv Dp/F\\ D#/Fb D#/Fb 733.3 733.43545
18 6b Qb Db Q D Qb Db F 776.4706 776.5787
19 6 Q D Q^/D\\v D^/E\\v Qb^/C#v Db^/Q#v Fp/G\\ F#/Gb F#/Gb 819.6078 819.722
20 6# Q# D# D\\ E\\ C# Q# G 862.7451 862.8982
21 6x/7bb Qx/Dbb Dx/Sbb D\\^/Qpv E\\^/Dpv C#^/Qv Q#^/Dv Gp G# H 905.88235 906.0085
22 7b Db Sb Qp Dp Q D Z\\ Zb H# 949.0196 949.1518
23 7 D S Qp^/Dv Dp^/Ev Q^/Dv D^/Sv Z Jb 992.1569 922.295
24 7# D# S# D E D S Zp/X\\ Z#/Xb J 1035.2941 1035.4383
25 7x/8bb Dx/Ebb Sx/Ebb D^/Ev E^/Sv D^ S^ X J#/Zb 1078.4314 1078.58155
Ebv
26 8b Eb E S Eb Xp/C\\ X#/Cb Z 1121.5686 1121.7248
27 8 E E^ S^ Eb^ C X 1164.7059 1164.8681
Fv D#v S#v
28 8# E# F D# S# Cp/V\\ C#/Vb X#/Cb 1207.8731 1208.0113
29 8x/9bb Ex/Fbb F^/G\\v D#v S#v V C 1250.9804 1251.1546
Eb
30 9b Fb G\\ E V(p/#) 1294.11765 1294.2979
31 9 F G\\^Fpv E^/Fv B// Bb V#/Bb 1337.2549 1337.4411
32 9# F# Fp F B 1380.3922 1380.5844
33 1# G# Fp^ F^ Bp/Q\\ B#/Qb 1423.5297 1423.7276
Gv
34 1 G Q 1466.6 1466.8709

Harmonics

Approximation of harmonics in 34ed7/3
Harmonic 2 3 4 5 6 7 8 9 10 11 12
Error Absolute (¢) +8.0 -3.7 +16.0 +18.0 +4.4 -3.7 -19.1 -7.3 -17.1 -9.6 +12.4
Relative (%) +18.6 -8.5 +37.1 +41.7 +10.1 -8.5 -44.3 -16.9 -39.7 -22.2 +28.7
Steps
(reduced) 		28
(28) 		44
(10) 		56
(22) 		65
(31) 		72
(4) 		78
(10) 		83
(15) 		88
(20) 		92
(24) 		96
(28) 		100
(32)
Approximation of harmonics in 34ed7/3
Harmonic 13 14 15 16 17 18 19 20 21 22 23
Error Absolute (¢) +3.2 +4.4 +14.3 -11.1 +13.4 +0.7 -6.6 -9.1 -7.3 -1.6 +7.8
Relative (%) +7.5 +10.1 +33.3 -25.7 +31.0 +1.6 -15.3 -21.1 -16.9 -3.6 +18.0
Steps
(reduced) 		103
(1) 		106
(4) 		109
(7) 		111
(9) 		114
(12) 		116
(14) 		118
(16) 		120
(18) 		122
(20) 		124
(22) 		126
(24)
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