Table of 463edo intervals

From Xenharmonic Wiki
Jump to navigation Jump to search

This table of 463edo intervals assumes 11-limit patent val ⟨463 734 1075 1300 1602] of 463edo.

Intervals highlighted in bold are prime harmonics or subharmonics. Intervals that differ from their assigned steps by more than 50%, but no more than 100%, are shown in italic. Intervals that differ by more than 100% are not shown. For clarity, an entry can contain multiple intervals if they are of comparable complexity.

Degree Cents Marks 5-limit 7-limit 11-limit
0 0.000 P1 1/1
1 2.592
2 5.184
3 7.775
4 10.367
5 12.959
6 15.551
7 18.143
8 20.734
9 23.326
10 25.918
11 28.510 64/63
12 31.102
13 33.693
14 36.285 49/48
15 38.877
16 41.469 128/125
17 44.060
18 46.652
19 49.244 36/35
20 51.836
21 54.428 33/32
22 57.019
23 59.611
24 62.203 28/27
25 64.795
26 67.387
27 69.978 25/24
28 72.570
29 75.162 256/245
30 77.754
31 80.346 22/21
32 82.937
33 85.529 21/20
34 88.121 m2
35 90.713 256/243
36 93.305 135/128
37 95.896
38 98.488 128/121
39 101.080
40 103.672
41 106.263
42 108.855
43 111.447 16/15
44 114.039
45 116.631
46 119.222 15/14
47 121.814
48 124.406 275/256
49 126.998
50 129.590
51 132.181
52 134.773
53 137.365
54 139.957
55 142.549
56 145.140
57 147.732
58 150.324 12/11
59 152.916
60 155.508 35/32
61 158.099
62 160.691
63 163.283
64 165.875 11/10
65 168.467
66 171.058
67 173.650
68 176.242
69 178.834 256/231
70 181.425 10/9
71 184.017
72 186.609
73 189.201
74 191.793
75 194.384
76 196.976 28/25
77 199.568
78 202.160
79 204.752 M2 9/8
80 207.343
81 209.935
82 212.527
83 215.119
84 217.711
85 220.302 25/22
86 222.894 256/225
87 225.486
88 228.078
89 230.670 8/7
90 233.261
91 235.853 55/48
92 238.445 147/128
93 241.037
94 243.629
95 246.220
96 248.812
97 251.404
98 253.996
99 256.587 297/256
100 259.179
101 261.771 64/55
102 264.363
103 266.955 7/6
104 269.546
105 272.138
106 274.730 75/64
107 277.322
108 279.914
109 282.505
110 285.097 33/28
111 287.689
112 290.281
113 292.873 m3 32/27
114 295.464
115 298.056
116 300.648
117 303.240
118 305.832
119 308.423
120 311.015
121 313.607
122 316.199 6/5
123 318.790
124 321.382 77/64
125 323.974
126 326.566
127 329.158
128 331.749 40/33
129 334.341
130 336.933
131 339.525
132 342.117
133 344.708
134 347.300 11/9
135 349.892
136 352.484 49/40
137 355.076 27/22
138 357.667
139 360.259 315/256
140 362.851
141 365.443
142 368.035
143 370.626
144 373.218
145 375.810
146 378.402
147 380.994 96/77
148 383.585
149 386.177 5/4
150 388.769
151 391.361
152 393.952
153 396.544
154 399.136
155 401.728 121/96
156 404.320
157 406.911 81/64
158 409.503 M3
159 412.095
160 414.687 80/63
161 417.279 14/11
162 419.870
163 422.462
164 425.054
165 427.646 32/25
166 430.238
167 432.829
168 435.421 9/7
169 438.013
170 440.605 165/128
171 443.197
172 445.788 128/99
173 448.380
174 450.972
175 453.564
176 456.156 125/96
177 458.747
178 461.339 64/49
179 463.931
180 466.523
181 469.114
182 471.706 21/16
183 474.298
184 476.890
185 479.482
186 482.073
187 484.665
188 487.257
189 489.849
190 492.441
191 495.032
192 497.624 P4 4/3
193 500.216
194 502.808
195 505.400 343/256
196 507.991
197 510.583
198 513.175
199 515.767
200 518.359 27/20
201 520.950
202 523.542
203 526.134 256/189
204 528.726
205 531.317
206 533.909
207 536.501 15/11
208 539.093 512/375
209 541.685 175/128
210 544.276
211 546.868 48/35
212 549.460
213 552.052 11/8
214 554.644
215 557.235
216 559.827
217 562.419
218 565.011
219 567.603 25/18
220 570.194
221 572.786
222 575.378
223 577.970
224 580.562
225 583.153 7/5
226 585.745 d5
227 588.337
228 590.929 45/32
229 593.521
230 596.112 512/363
231 598.704
232 601.296
233 603.888 363/256
234 606.479
235 609.071 64/45
236 611.663
237 614.255 A4
238 616.847 10/7
239 619.438
240 622.030
241 624.622
242 627.214
243 629.806
244 632.397 36/25
245 634.989
246 637.581
247 640.173
248 642.765
249 645.356
250 647.948 16/11
251 650.540
252 653.132 35/24
253 655.724
254 658.315 256/175
255 660.907 375/256
256 663.499 22/15
257 666.091
258 668.683
259 671.274
260 673.866 189/128
261 676.458
262 679.050
263 681.641 40/27
264 684.233
265 686.825
266 689.417
267 692.009
268 694.600 512/343
269 697.192
270 699.784
271 702.376 P5 3/2
272 704.968
273 707.559
274 710.151
275 712.743
276 715.335
277 717.927
278 720.518
279 723.110
280 725.702
281 728.294 32/21
282 730.886
283 733.477
284 736.069
285 738.661 49/32
286 741.253
287 743.844 192/125
288 746.436
289 749.028
290 751.620
291 754.212 99/64
292 756.803
293 759.395 256/165
294 761.987
295 764.579 14/9
296 767.171
297 769.762
298 772.354 25/16
299 774.946
300 777.538
301 780.130
302 782.721 11/7
303 785.313 63/40
304 787.905
305 790.497 m6
306 793.089 128/81
307 795.680
308 798.272 192/121
309 800.864
310 803.456
311 806.048
312 808.639
313 811.231
314 813.823 8/5
315 816.415
316 819.006 77/48
317 821.598 45/28
318 824.190
319 826.782
320 829.374
321 831.965
322 834.557
323 837.149
324 839.741 512/315
325 842.333
326 844.924 44/27
327 847.516 80/49
328 850.108
329 852.700 18/11
330 855.292
331 857.883 105/64
332 860.475
333 863.067
334 865.659
335 868.251 33/20
336 870.842
337 873.434
338 876.026
339 878.618 128/77
340 881.210
341 883.801 5/3
342 886.393
343 888.985
344 891.577
345 894.168
346 896.760
347 899.352
348 901.944
349 904.536
350 907.127 M6 27/16
351 909.719
352 912.311
353 914.903 56/33
354 917.495
355 920.086
356 922.678
357 925.270 128/75
358 927.862
359 930.454
360 933.045 12/7
361 935.637
362 938.229 55/32
363 940.821
364 943.413 512/297
365 946.004
366 948.596
367 951.188
368 953.780
369 956.371
370 958.963
371 961.555 256/147
372 964.147 96/55
373 966.739
374 969.330 7/4
375 971.922
376 974.514
377 977.106 225/128
378 979.698 44/25
379 982.289
380 984.881
381 987.473
382 990.065
383 992.657
384 995.248 m7 16/9
385 997.840
386 1000.432
387 1003.024
388 1005.616
389 1008.207
390 1010.799
391 1013.391
392 1015.983
393 1018.575 9/5
394 1021.166 231/128
395 1023.758
396 1026.350
397 1028.942
398 1031.533
399 1034.125 20/11
400 1036.717
401 1039.309
402 1041.901
403 1044.492 64/35
404 1047.084
405 1049.676 11/6
406 1052.268
407 1054.860
408 1057.451
409 1060.043
410 1062.635
411 1065.227
412 1067.819
413 1070.410
414 1073.002
415 1075.594 512/275
416 1078.186
417 1080.778 28/15
418 1083.369
419 1085.961
420 1088.553 15/8
421 1091.145
422 1093.737
423 1096.328
424 1098.920
425 1101.512 121/64
426 1104.104
427 1106.695 256/135
428 1109.287 243/128
429 1111.879 M7
430 1114.471 40/21
431 1117.063
432 1119.654 21/11
433 1122.246
434 1124.838 245/128
435 1127.430
436 1130.022 48/25
437 1132.613
438 1135.205
439 1137.797 27/14
440 1140.389
441 1142.981
442 1145.572 64/33
443 1148.164
444 1150.756 35/18
445 1153.348
446 1155.940
447 1158.531 125/64
448 1161.123
449 1163.715 96/49
450 1166.307
451 1168.898
452 1171.490 63/32
453 1174.082
454 1176.674
455 1179.266
456 1181.857
457 1184.449
458 1187.041
459 1189.633
460 1192.225
461 1194.816
462 1197.408
463 1200 P8 2/1