User:Contribution/Gallery of 31-odd-limit intervals: Difference between revisions

From Xenharmonic Wiki
Jump to navigation Jump to search
← Older editNewer edit →
VisualWikitext
Contribution (talk | contribs)
2,880 edits
No edit summary
Contribution (talk | contribs)
2,880 edits
No edit summary
Line 6: Line 6:
|-
|-
| 54.964
| 54.964
| [[32/31]]
| '''[[32/31]]'''
| [[31/16]]
| '''[[31/16]]'''
| 1145.036
| 1145.036
|-
|-
| 56.767
| 56.767
| [[31/30]]
| '''[[31/30]]'''
| [[60/31]]
| '''[[60/31]]'''
| 1143.233
| 1143.233
|-
|-
| 58.692
| 58.692
| [[30/29]]
| '''[[30/29]]'''
| [[29/15]]
| '''[[29/15]]'''
| 1141.308
| 1141.308
|-
|-
| 60.751
| 60.751
| [[29/28]]
| '''[[29/28]]'''
| [[56/29]]
| '''[[56/29]]'''
| 1139.249
| 1139.249
|-
|-
| 62.961
| 62.961
| [[28/27]]
| '''[[28/27]]'''
| [[27/14]]
| '''[[27/14]]'''
| 1137.039
| 1137.039
|-
|-
| 65.337
| 65.337
| [[27/26]]
| '''[[27/26]]'''
| [[52/27]]
| '''[[52/27]]'''
| 1134.663
| 1134.663
|-
|-
| 67.9
| 67.9
| [[26/25]]
| '''[[26/25]]'''
| [[25/13]]
| '''[[25/13]]'''
| 1132.1
| 1132.1
|-
|-
| 70.672
| 70.672
| [[25/24]]
| '''[[25/24]]'''
| [[48/25]]
| '''[[48/25]]'''
| 1129.328
| 1129.328
|-
|-
| 73.681
| 73.681
| [[24/23]]
| '''[[24/23]]'''
| [[23/12]]
| '''[[23/12]]'''
| 1126.319
| 1126.319
|-
|-
| 76.956
| 76.956
| [[23/22]]
| '''[[23/22]]'''
| [[44/23]]
| '''[[44/23]]'''
| 1123.044
| 1123.044
|-
|-
| 80.537
| 80.537
| [[22/21]]
| '''[[22/21]]'''
| [[21/11]]
| '''[[21/11]]'''
| 1119.463
| 1119.463
|-
|-
| 84.467
| 84.467
| [[21/20]]
| '''[[21/20]]'''
| [[40/21]]
| '''[[40/21]]'''
| 1115.533
| 1115.533
|-
|-
| 88.801
| 88.801
| [[20/19]]
| '''[[20/19]]'''
| [[19/10]]
| '''[[19/10]]'''
| 1111.199
| 1111.199
|-
|-
| 93.603
| 93.603
| [[19/18]]
| '''[[19/18]]'''
| [[36/19]]
| '''[[36/19]]'''
| 1106.397
| 1106.397
|-
|-
| 98.955
| 98.955
| [[18/17]]
| '''[[18/17]]'''
| [[17/9]]
| '''[[17/9]]'''
| 1101.045
| 1101.045
|-
|-
| 104.955
| 104.955
| [[17/16]]
| '''[[17/16]]'''
| [[32/17]]
| '''[[32/17]]'''
| 1095.045
| 1095.045
|-
|-
| 111.731
| 111.731
| [[16/15]]
| '''[[16/15]]'''
| [[15/8]]
| '''[[15/8]]'''
| 1088.269
| 1088.269
|-
|-
| 115.458
| 115.458
| [[31/29]]
| '''[[31/29]]'''
| [[58/31]]
| '''[[58/31]]'''
| 1084.542
| 1084.542
|-
|-
| 119.443
| 119.443
| [[15/14]]
| '''[[15/14]]'''
| [[28/15]]
| '''[[28/15]]'''
| 1080.557
| 1080.557
|-
|-
| 123.712
| 123.712
| [[29/27]]
| '''[[29/27]]'''
| [[54/29]]
| '''[[54/29]]'''
| 1076.288
| 1076.288
|-
|-
| 128.298
| 128.298
| [[14/13]]
| '''[[14/13]]'''
| [[13/7]]
| '''[[13/7]]'''
| 1071.702
| 1071.702
|-
|-
| 133.238
| 133.238
| [[27/25]]
| '''[[27/25]]'''
| [[50/27]]
| '''[[50/27]]'''
| 1066.762
| 1066.762
|-
|-
| 138.573
| 138.573
| [[13/12]]
| '''[[13/12]]'''
| [[24/13]]
| '''[[24/13]]'''
| 1061.427
| 1061.427
|-
|-
| 144.353
| 144.353
| [[25/23]]
| '''[[25/23]]'''
| [[46/25]]
| '''[[46/25]]'''
| 1055.647
| 1055.647
|-
|-
| 150.637
| 150.637
| [[12/11]]
| '''[[12/11]]'''
| [[11/6]]
| '''[[11/6]]'''
| 1049.363
| 1049.363
|-
|-
| 157.493
| 157.493
| [[23/21]]
| '''[[23/21]]'''
| [[42/23]]
| '''[[42/23]]'''
| 1042.507
| 1042.507
|-
|-
| 159.92
| 159.92
| [[34/31]]
| '''[[34/31]]'''
| [[31/17]]
| '''[[31/17]]'''
| 1040.08
| 1040.08
|-
|-
| 165.004
| 165.004
| [[11/10]]
| '''[[11/10]]'''
| [[20/11]]
| '''[[20/11]]'''
| 1034.996
| 1034.996
|-
|-
| 170.423
| 170.423
| [[32/29]]
| '''[[32/29]]'''
| [[29/16]]
| '''[[29/16]]'''
| 1029.577
| 1029.577
|-
|-
| 173.268
| 173.268
| [[21/19]]
| '''[[21/19]]'''
| [[38/21]]
| '''[[38/21]]'''
| 1026.732
| 1026.732
|-
|-
| 176.21
| 176.21
| [[31/28]]
| '''[[31/28]]'''
| [[56/31]]
| '''[[56/31]]'''
| 1023.79
| 1023.79
|-
|-
| 182.404
| 182.404
| [[10/9]]
| '''[[10/9]]'''
| [[9/5]]
| '''[[9/5]]'''
| 1017.596
| 1017.596
|-
|-
| 189.05
| 189.05
| [[29/26]]
| '''[[29/26]]'''
| [[52/29]]
| '''[[52/29]]'''
| 1010.95
| 1010.95
|-
|-
| 192.558
| 192.558
| [[19/17]]
| '''[[19/17]]'''
| [[34/19]]
| '''[[34/19]]'''
| 1007.442
| 1007.442
|-
|-
| 196.198
| 196.198
| [[28/25]]
| '''[[28/25]]'''
| [[25/14]]
| '''[[25/14]]'''
| 1003.802
| 1003.802
|-
|-
| 203.91
| 203.91
| [[9/8]]
| '''[[9/8]]'''
| [[16/9]]
| '''[[16/9]]'''
| 996.09
| 996.09
|-
|-
| 212.253
| 212.253
| [[26/23]]
| '''[[26/23]]'''
| [[23/13]]
| '''[[23/13]]'''
| 987.747
| 987.747
|-
|-
| 216.687
| 216.687
| [[17/15]]
| '''[[17/15]]'''
| [[30/17]]
| '''[[30/17]]'''
| 983.313
| 983.313
|-
|-
| 221.309
| 221.309
| [[25/22]]
| '''[[25/22]]'''
| [[44/25]]
| '''[[44/25]]'''
| 978.691
| 978.691
|-
|-
| 231.174
| 231.174
| [[8/7]]
| '''[[8/7]]'''
| [[7/4]]
| '''[[7/4]]'''
| 968.826
| 968.826
|-
|-
| 239.171
| 239.171
| [[31/27]]
| '''[[31/27]]'''
| [[54/31]]
| '''[[54/31]]'''
| 960.829
| 960.829
|-
|-
| 241.961
| 241.961
| [[23/20]]
| '''[[23/20]]'''
| [[40/23]]
| '''[[40/23]]'''
| 958.039
| 958.039
|-
|-
| 247.741
| 247.741
| [[15/13]]
| '''[[15/13]]'''
| [[26/15]]
| '''[[26/15]]'''
| 952.259
| 952.259
|-
|-
| 253.805
| 253.805
| [[22/19]]
| '''[[22/19]]'''
| [[19/11]]
| '''[[19/11]]'''
| 946.195
| 946.195
|-
|-
| 256.95
| 256.95
| [[29/25]]
| '''[[29/25]]'''
| [[50/29]]
| '''[[50/29]]'''
| 943.05
| 943.05
|-
|-
| 258.874
| 258.874
| [[36/31]]
| '''[[36/31]]'''
| [[31/18]]
| '''[[31/18]]'''
| 941.126
| 941.126
|-
|-
| 266.871
| 266.871
| [[7/6]]
| '''[[7/6]]'''
| [[12/7]]
| '''[[12/7]]'''
| 933.129
| 933.129
|-
|-
| 275.378
| 275.378
| [[34/29]]
| '''[[34/29]]'''
| [[29/17]]
| '''[[29/17]]'''
| 924.622
| 924.622
|-
|-
| 277.591
| 277.591
| [[27/23]]
| '''[[27/23]]'''
| [[46/27]]
| '''[[46/27]]'''
| 922.409
| 922.409
|-
|-
| 281.358
| 281.358
| [[20/17]]
| '''[[20/17]]'''
| [[17/10]]
| '''[[17/10]]'''
| 918.642
| 918.642
|-
|-
| 289.21
| 289.21
| [[13/11]]
| '''[[13/11]]'''
| [[22/13]]
| '''[[22/13]]'''
| 910.79
| 910.79
|-
|-
| 294.135
| 294.135
| [[32/27]]
| '''[[32/27]]'''
| [[27/16]]
| '''[[27/16]]'''
| 905.865
| 905.865
|-
|-
| 297.513
| 297.513
| [[19/16]]
| '''[[19/16]]'''
| [[32/19]]
| '''[[32/19]]'''
| 902.487
| 902.487
|-
|-
| 301.847
| 301.847
| [[25/21]]
| '''[[25/21]]'''
| [[42/25]]
| '''[[42/25]]'''
| 898.153
| 898.153
|-
|-
| 304.508
| 304.508
| [[31/26]]
| '''[[31/26]]'''
| [[52/31]]
| '''[[52/31]]'''
| 895.492
| 895.492
|-
|-
| 315.641
| 315.641
| [[6/5]]
| '''[[6/5]]'''
| [[5/3]]
| '''[[5/3]]'''
| 884.359
| 884.359
|-
|-
| 327.622
| 327.622
| [[29/24]]
| '''[[29/24]]'''
| [[48/29]]
| '''[[48/29]]'''
| 872.378
| 872.378
|-
|-
| 330.761
| 330.761
| [[23/19]]
| '''[[23/19]]'''
| [[38/23]]
| '''[[38/23]]'''
| 869.239
| 869.239
|-
|-
| 336.13
| 336.13
| [[17/14]]
| '''[[17/14]]'''
| [[28/17]]
| '''[[28/17]]'''
| 863.87
| 863.87
|-
|-
| 340.552
| 340.552
| [[28/23]]
| '''[[28/23]]'''
| [[23/14]]
| '''[[23/14]]'''
| 859.448
| 859.448
|-
|-
| 347.408
| 347.408
| [[11/9]]
| '''[[11/9]]'''
| [[18/11]]
| '''[[18/11]]'''
| 852.592
| 852.592
|-
|-
| 352.477
| 352.477
| [[38/31]]
| '''[[38/31]]'''
| [[31/19]]
| '''[[31/19]]'''
| 847.523
| 847.523
|-
|-
| 354.547
| 354.547
| [[27/22]]
| '''[[27/22]]'''
| [[44/27]]
| '''[[44/27]]'''
| 845.453
| 845.453
|-
|-
| 359.472
| 359.472
| [[16/13]]
| '''[[16/13]]'''
| [[13/8]]
| '''[[13/8]]'''
| 840.528
| 840.528
|-
|-
| 365.825
| 365.825
| [[21/17]]
| '''[[21/17]]'''
| [[34/21]]
| '''[[34/21]]'''
| 834.175
| 834.175
|-
|-
| 369.747
| 369.747
| [[26/21]]
| '''[[26/21]]'''
| [[21/13]]
| '''[[21/13]]'''
| 830.253
| 830.253
|-
|-
| 372.408
| 372.408
| [[31/25]]
| '''[[31/25]]'''
| [[50/31]]
| '''[[50/31]]'''
| 827.592
| 827.592
|-
|-
| 374.333
| 374.333
| [[36/29]]
| '''[[36/29]]'''
| [[29/18]]
| '''[[29/18]]'''
| 825.667
| 825.667
|-
|-
| 386.314
| 386.314
| [[5/4]]
| '''[[5/4]]'''
| [[8/5]]
| '''[[8/5]]'''
| 813.686
| 813.686
|-
|-
| 399.09
| 399.09
| [[34/27]]
| '''[[34/27]]'''
| [[27/17]]
| '''[[27/17]]'''
| 800.91
| 800.91
|-
|-
| 401.303
| 401.303
| [[29/23]]
| '''[[29/23]]'''
| [[46/29]]
| '''[[46/29]]'''
| 798.697
| 798.697
|-
|-
| 404.442
| 404.442
| [[24/19]]
| '''[[24/19]]'''
| [[19/12]]
| '''[[19/12]]'''
| 795.558
| 795.558
|-
|-
| 409.244
| 409.244
| [[19/15]]
| '''[[19/15]]'''
| [[30/19]]
| '''[[30/19]]'''
| 790.756
| 790.756
|-
|-
| 417.508
| 417.508
| [[14/11]]
| '''[[14/11]]'''
| [[11/7]]
| '''[[11/7]]'''
| 782.492
| 782.492
|-
|-
| 424.364
| 424.364
| [[23/18]]
| '''[[23/18]]'''
| [[36/23]]
| '''[[36/23]]'''
| 775.636
| 775.636
|-
|-
| 427.373
| 427.373
| [[32/25]]
| '''[[32/25]]'''
| [[25/16]]
| '''[[25/16]]'''
| 772.627
| 772.627
|-
|-
| 435.084
| 435.084
| [[9/7]]
| '''[[9/7]]'''
| [[14/9]]
| '''[[14/9]]'''
| 764.916
| 764.916
|-
|-
| 441.278
| 441.278
| [[40/31]]
| '''[[40/31]]'''
| [[31/20]]
| '''[[31/20]]'''
| 758.722
| 758.722
|-
|-
| 443.081
| 443.081
| [[31/24]]
| '''[[31/24]]'''
| [[48/31]]
| '''[[48/31]]'''
| 756.919
| 756.919
|-
|-
| 446.363
| 446.363
| [[22/17]]
| '''[[22/17]]'''
| [[17/11]]
| '''[[17/11]]'''
| 753.637
| 753.637
|-
|-
| 454.214
| 454.214
| [[13/10]]
| '''[[13/10]]'''
| [[20/13]]
| '''[[20/13]]'''
| 745.786
| 745.786
|-
|-
| 459.994
| 459.994
| [[30/23]]
| '''[[30/23]]'''
| [[23/15]]
| '''[[23/15]]'''
| 740.006
| 740.006
|-
|-
| 464.428
| 464.428
| [[17/13]]
| '''[[17/13]]'''
| [[26/17]]
| '''[[26/17]]'''
| 735.572
| 735.572
|-
|-
| 467.936
| 467.936
| [[38/29]]
| '''[[38/29]]'''
| [[29/19]]
| '''[[29/19]]'''
| 732.064
| 732.064
|-
|-
| 470.781
| 470.781
| [[21/16]]
| '''[[21/16]]'''
| [[32/21]]
| '''[[32/21]]'''
| 729.219
| 729.219
|-
|-
| 475.114
| 475.114
| [[25/19]]
| '''[[25/19]]'''
| [[38/25]]
| '''[[38/25]]'''
| 724.886
| 724.886
|-
|-
| 478.259
| 478.259
| [[29/22]]
| '''[[29/22]]'''
| [[44/29]]
| '''[[44/29]]'''
| 721.741
| 721.741
|-
|-
| 498.045
| 498.045
| [[4/3]]
| '''[[4/3]]'''
| [[3/2]]
| '''[[3/2]]'''
| 701.955
| 701.955
|-
|-
| 516.761
| 516.761
| [[31/23]]
| '''[[31/23]]'''
| [[46/31]]
| '''[[46/31]]'''
| 683.239
| 683.239
|-
|-
| 519.551
| 519.551
| [[27/20]]
| '''[[27/20]]'''
| [[40/27]]
| '''[[40/27]]'''
| 680.449
| 680.449
|-
|-
| 523.319
| 523.319
| [[23/17]]
| '''[[23/17]]'''
| [[34/23]]
| '''[[34/23]]'''
| 676.681
| 676.681
|-
|-
| 525.745
| 525.745
| [[42/31]]
| '''[[42/31]]'''
| [[31/21]]
| '''[[31/21]]'''
| 674.255
| 674.255
|-
|-
| 528.687
| 528.687
| [[19/14]]
| '''[[19/14]]'''
| [[28/19]]
| '''[[28/19]]'''
| 671.313
| 671.313
|-
|-
| 532.328
| 532.328
| [[34/25]]
| '''[[34/25]]'''
| [[25/17]]
| '''[[25/17]]'''
| 667.672
| 667.672
|-
|-
| 536.951
| 536.951
| [[15/11]]
| '''[[15/11]]'''
| [[22/15]]
| '''[[22/15]]'''
| 663.049
| 663.049
|-
|-
| 543.015
| 543.015
| [[26/19]]
| '''[[26/19]]'''
| [[19/13]]
| '''[[19/13]]'''
| 656.985
| 656.985
|-
|-
| 551.318
| 551.318
| [[11/8]]
| '''[[11/8]]'''
| [[16/11]]
| '''[[16/11]]'''
| 648.682
| 648.682
|-
|-
| 556.737
| 556.737
| [[40/29]]
| '''[[40/29]]'''
| [[29/20]]
| '''[[29/20]]'''
| 643.263
| 643.263
|-
|-
| 558.796
| 558.796
| [[29/21]]
| '''[[29/21]]'''
| [[42/29]]
| '''[[42/29]]'''
| 641.204
| 641.204
|-
|-
| 563.382
| 563.382
| [[18/13]]
| '''[[18/13]]'''
| [[13/9]]
| '''[[13/9]]'''
| 636.618
| 636.618
|-
|-
| 568.717
| 568.717
| [[25/18]]
| '''[[25/18]]'''
| [[36/25]]
| '''[[36/25]]'''
| 631.283
| 631.283
|-
|-
| 571.726
| 571.726
| [[32/23]]
| '''[[32/23]]'''
| [[23/16]]
| '''[[23/16]]'''
| 628.274
| 628.274
|-
|-
| 582.512
| 582.512
| [[7/5]]
| '''[[7/5]]'''
| [[10/7]]
| '''[[10/7]]'''
| 617.488
| 617.488
|-
|-
| 591.648
| 591.648
| [[38/27]]
| '''[[38/27]]'''
| [[27/19]]
| '''[[27/19]]'''
| 608.352
| 608.352
|-
|-
| 593.718
| 593.718
| [[31/22]]
| '''[[31/22]]'''
| [[44/31]]
| '''[[44/31]]'''
| 606.282
| 606.282
|-
|-
| 597.0
| 597.0
| [[24/17]]
| '''[[24/17]]'''
| [[17/12]]
| '''[[17/12]]'''
| 603.0
| 603.0
|}
|}

Revision as of 21:20, 17 March 2023

Size (¢) Ratio Ratio Size (¢)
54.964 32/31 31/16 1145.036
56.767 31/30 60/31 1143.233
58.692 30/29 29/15 1141.308
60.751 29/28 56/29 1139.249
62.961 28/27 27/14 1137.039
65.337 27/26 52/27 1134.663
67.9 26/25 25/13 1132.1
70.672 25/24 48/25 1129.328
73.681 24/23 23/12 1126.319
76.956 23/22 44/23 1123.044
80.537 22/21 21/11 1119.463
84.467 21/20 40/21 1115.533
88.801 20/19 19/10 1111.199
93.603 19/18 36/19 1106.397
98.955 18/17 17/9 1101.045
104.955 17/16 32/17 1095.045
111.731 16/15 15/8 1088.269
115.458 31/29 58/31 1084.542
119.443 15/14 28/15 1080.557
123.712 29/27 54/29 1076.288
128.298 14/13 13/7 1071.702
133.238 27/25 50/27 1066.762
138.573 13/12 24/13 1061.427
144.353 25/23 46/25 1055.647
150.637 12/11 11/6 1049.363
157.493 23/21 42/23 1042.507
159.92 34/31 31/17 1040.08
165.004 11/10 20/11 1034.996
170.423 32/29 29/16 1029.577
173.268 21/19 38/21 1026.732
176.21 31/28 56/31 1023.79
182.404 10/9 9/5 1017.596
189.05 29/26 52/29 1010.95
192.558 19/17 34/19 1007.442
196.198 28/25 25/14 1003.802
203.91 9/8 16/9 996.09
212.253 26/23 23/13 987.747
216.687 17/15 30/17 983.313
221.309 25/22 44/25 978.691
231.174 8/7 7/4 968.826
239.171 31/27 54/31 960.829
241.961 23/20 40/23 958.039
247.741 15/13 26/15 952.259
253.805 22/19 19/11 946.195
256.95 29/25 50/29 943.05
258.874 36/31 31/18 941.126
266.871 7/6 12/7 933.129
275.378 34/29 29/17 924.622
277.591 27/23 46/27 922.409
281.358 20/17 17/10 918.642
289.21 13/11 22/13 910.79
294.135 32/27 27/16 905.865
297.513 19/16 32/19 902.487
301.847 25/21 42/25 898.153
304.508 31/26 52/31 895.492
315.641 6/5 5/3 884.359
327.622 29/24 48/29 872.378
330.761 23/19 38/23 869.239
336.13 17/14 28/17 863.87
340.552 28/23 23/14 859.448
347.408 11/9 18/11 852.592
352.477 38/31 31/19 847.523
354.547 27/22 44/27 845.453
359.472 16/13 13/8 840.528
365.825 21/17 34/21 834.175
369.747 26/21 21/13 830.253
372.408 31/25 50/31 827.592
374.333 36/29 29/18 825.667
386.314 5/4 8/5 813.686
399.09 34/27 27/17 800.91
401.303 29/23 46/29 798.697
404.442 24/19 19/12 795.558
409.244 19/15 30/19 790.756
417.508 14/11 11/7 782.492
424.364 23/18 36/23 775.636
427.373 32/25 25/16 772.627
435.084 9/7 14/9 764.916
441.278 40/31 31/20 758.722
443.081 31/24 48/31 756.919
446.363 22/17 17/11 753.637
454.214 13/10 20/13 745.786
459.994 30/23 23/15 740.006
464.428 17/13 26/17 735.572
467.936 38/29 29/19 732.064
470.781 21/16 32/21 729.219
475.114 25/19 38/25 724.886
478.259 29/22 44/29 721.741
498.045 4/3 3/2 701.955
516.761 31/23 46/31 683.239
519.551 27/20 40/27 680.449
523.319 23/17 34/23 676.681
525.745 42/31 31/21 674.255
528.687 19/14 28/19 671.313
532.328 34/25 25/17 667.672
536.951 15/11 22/15 663.049
543.015 26/19 19/13 656.985
551.318 11/8 16/11 648.682
556.737 40/29 29/20 643.263
558.796 29/21 42/29 641.204
563.382 18/13 13/9 636.618
568.717 25/18 36/25 631.283
571.726 32/23 23/16 628.274
582.512 7/5 10/7 617.488
591.648 38/27 27/19 608.352
593.718 31/22 44/31 606.282
597.0 24/17 17/12 603.0
Retrieved from "https://en.xen.wiki/index.php?title=User:Contribution/Gallery_of_31-odd-limit_intervals&oldid=105771"