Table of 373edo intervals

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This table of 373edo intervals assumes the 13-limit patent val ⟨373 591 866 1047 1290 1380] of 373edo.

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 13-limit
0 0.000 P1 1/1
1 3.217
2 6.434
3 9.651
4 12.869
5 16.086
6 19.303
7 22.520
8 25.737 65/64
9 28.954 64/63
10 32.172
11 35.389 49/48
12 38.606
13 41.823 128/125
14 45.040 40/39
15 48.257 36/35
16 51.475 33/32
17 54.692
18 57.909
19 61.126
20 64.343 28/27
21 67.560
22 70.777 25/24
23 73.995
24 77.212 256/245
25 80.429 22/21
26 83.646 21/20
27 86.863
28 90.080 135/128
29 93.298 m2 256/243 96/91
30 96.515
31 99.732 128/121
32 102.949
33 106.166
34 109.383
35 112.601 16/15
36 115.818
37 119.035 15/14
38 122.252 275/256
39 125.469
40 128.686 14/13
41 131.903
42 135.121
43 138.338 13/12
44 141.555
45 144.772
46 147.989
47 151.206 12/11
48 154.424 35/32
49 157.641
50 160.858
51 164.075 11/10
52 167.292
53 170.509
54 173.727
55 176.944
56 180.161 256/231
57 183.378 10/9
58 186.595
59 189.812 143/128
60 193.029
61 196.247 28/25
62 199.464
63 202.681 M2 9/8
64 205.898
65 209.115
66 212.332
67 215.550
68 218.767
69 221.984 25/22
70 225.201 256/225
71 228.418
72 231.635 8/7
73 234.853 55/48
74 238.070 147/128
75 241.287
76 244.504
77 247.721 15/13
78 250.938
79 254.155 297/256
80 257.373
81 260.590
82 263.807 64/55
83 267.024 7/6
84 270.241
85 273.458 75/64
86 276.676
87 279.893
88 283.110 33/28
89 286.327
90 289.544 13/11
91 292.761
92 295.979 m3 32/27
93 299.196
94 302.413
95 305.630
96 308.847
97 312.064
98 315.282 6/5
99 318.499 77/64
100 321.716
101 324.933
102 328.150
103 331.367
104 334.584 40/33
105 337.802
106 341.019 39/32
107 344.236 128/105
108 347.453 11/9
109 350.670 49/40
110 353.887 27/22
111 357.105
112 360.322 16/13
113 363.539
114 366.756
115 369.973 26/21
116 373.190
117 376.408
118 379.625 56/45
119 382.842 96/77
120 386.059 5/4
121 389.276
122 392.493
123 395.710
124 398.928
125 402.145
126 405.362 M3 81/64
127 408.579
128 411.796
129 415.013 80/63
130 418.231 14/11
131 421.448
132 424.665
133 427.882 32/25
134 431.099
135 434.316 9/7
136 437.534 165/128
137 440.751
138 443.968
139 447.185 128/99
140 450.402
141 453.619 13/10
142 456.836
143 460.054
144 463.271 64/49
145 466.488
146 469.705 21/16
147 472.922
148 476.139
149 479.357 169/128
150 482.574
151 485.791
152 489.008
153 492.225
154 495.442
155 498.660 P4 4/3
156 501.877
157 505.094
158 508.311
159 511.528
160 514.745
161 517.962 27/20
162 521.180
163 524.397 65/48
164 527.614 256/189
165 530.831
166 534.048
167 537.265 15/11
168 540.483 175/128
169 543.700
170 546.917 48/35
171 550.134 11/8
172 553.351
173 556.568
174 559.786
175 563.003 18/13
176 566.220
177 569.437 25/18
178 572.654 39/28
179 575.871
180 579.088
181 582.306 7/5
182 585.523
183 588.740 45/32
184 591.957 d5 128/91
185 595.174
186 598.391
187 601.609
188 604.826
189 608.043 A4 91/64
190 611.260 64/45
191 614.477
192 617.694 10/7
193 620.912
194 624.129
195 627.346 56/39
196 630.563 36/25
197 633.780
198 636.997 13/9
199 640.214
200 643.432
201 646.649
202 649.866 16/11
203 653.083 35/24
204 656.300
205 659.517 256/175
206 662.735 22/15
207 665.952
208 669.169
209 672.386 189/128
210 675.603 96/65
211 678.820
212 682.038 40/27
213 685.255
214 688.472
215 691.689
216 694.906
217 698.123
218 701.340 P5 3/2
219 704.558
220 707.775
221 710.992
222 714.209
223 717.426
224 720.643 256/169
225 723.861
226 727.078
227 730.295 32/21
228 733.512
229 736.729 49/32
230 739.946
231 743.164
232 746.381 20/13
233 749.598
234 752.815 99/64
235 756.032
236 759.249
237 762.466 256/165
238 765.684 14/9
239 768.901
240 772.118 25/16
241 775.335
242 778.552
243 781.769 11/7
244 784.987 63/40
245 788.204
246 791.421
247 794.638 m6 128/81
248 797.855
249 801.072
250 804.290
251 807.507
252 810.724
253 813.941 8/5
254 817.158 77/48
255 820.375 45/28
256 823.592
257 826.810
258 830.027 21/13
259 833.244
260 836.461
261 839.678 13/8
262 842.895
263 846.113 44/27
264 849.330 80/49
265 852.547 18/11
266 855.764 105/64
267 858.981 64/39
268 862.198
269 865.416 33/20
270 868.633
271 871.850
272 875.067
273 878.284
274 881.501 128/77
275 884.718 5/3
276 887.936
277 891.153
278 894.370
279 897.587
280 900.804
281 904.021 M6 27/16
282 907.239
283 910.456 22/13
284 913.673
285 916.890 56/33
286 920.107
287 923.324
288 926.542 128/75
289 929.759
290 932.976 12/7
291 936.193 55/32
292 939.410
293 942.627
294 945.845 512/297
295 949.062
296 952.279 26/15
297 955.496
298 958.713
299 961.930 256/147
300 965.147 96/55
301 968.365 7/4
302 971.582
303 974.799 225/128
304 978.016 44/25
305 981.233
306 984.450
307 987.668
308 990.885
309 994.102
310 997.319 m7 16/9
311 1000.536
312 1003.753 25/14
313 1006.971
314 1010.188 256/143
315 1013.405
316 1016.622 9/5
317 1019.839 231/128
318 1023.056
319 1026.273
320 1029.491
321 1032.708
322 1035.925 20/11
323 1039.142
324 1042.359
325 1045.576 64/35
326 1048.794 11/6
327 1052.011
328 1055.228
329 1058.445
330 1061.662 24/13
331 1064.879
332 1068.097
333 1071.314 13/7
334 1074.531
335 1077.748 512/275
336 1080.965 28/15
337 1084.182
338 1087.399 15/8
339 1090.617
340 1093.834
341 1097.051
342 1100.268 121/64
343 1103.485
344 1106.702 M7 243/128 91/48
345 1109.920 256/135
346 1113.137
347 1116.354 40/21
348 1119.571 21/11
349 1122.788 245/128
350 1126.005
351 1129.223 48/25
352 1132.440
353 1135.657 27/14
354 1138.874
355 1142.091
356 1145.308
357 1148.525 64/33
358 1151.743 35/18
359 1154.960 39/20
360 1158.177 125/64
361 1161.394
362 1164.611 96/49
363 1167.828
364 1171.046 63/32
365 1174.263 128/65
366 1177.480
367 1180.697
368 1183.914
369 1187.131
370 1190.349
371 1193.566
372 1196.783
373 1200.000 P8 2/1
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