Table of zeta-stretched edos: Difference between revisions
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| Line 278: | Line 278: | ||
|4.5 | |4.5 | ||
|[[133zpi]] | |[[133zpi]] | ||
| | |131 | ||
|- | |- | ||
|33edo | |33edo | ||
| Line 286: | Line 286: | ||
|3.3 | |3.3 | ||
|[[138zpi]] | |[[138zpi]] | ||
| | |136 | ||
|- | |- | ||
|34edo | |34edo | ||
| Line 294: | Line 294: | ||
|6.7 | |6.7 | ||
|[[144zpi]] | |[[144zpi]] | ||
| | |142 | ||
|- | |- | ||
|35edo | |35edo | ||
| Line 302: | Line 302: | ||
|4.2 | |4.2 | ||
|[[149zpi]] | |[[149zpi]] | ||
| | |147 | ||
|- | |- | ||
|36edo | |36edo | ||
| Line 310: | Line 310: | ||
|6.0 | |6.0 | ||
|[[155zpi]] | |[[155zpi]] | ||
| | |153 | ||
|- | |- | ||
|37edo | |37edo | ||
| Line 318: | Line 318: | ||
|5.3 | |5.3 | ||
|[[161zpi]] | |[[161zpi]] | ||
| | |159 | ||
|- | |- | ||
|38edo (1st peak) | |38edo (1st peak) | ||
| Line 326: | Line 326: | ||
|5.8 | |5.8 | ||
|[[166zpi]] | |[[166zpi]] | ||
| | |164 | ||
|- | |- | ||
|38edo (2nd peak) | |38edo (2nd peak) | ||
| Line 334: | Line 334: | ||
|2.5 | |2.5 | ||
|[[167zpi]] | |[[167zpi]] | ||
| | |165 | ||
|- | |- | ||
|39edo (1st peak) | |39edo (1st peak) | ||
| Line 342: | Line 342: | ||
|2.6 | |2.6 | ||
|[[172zpi]] | |[[172zpi]] | ||
| | |170 | ||
|- | |- | ||
|39edo (2nd peak) | |39edo (2nd peak) | ||
| Line 350: | Line 350: | ||
|5.6 | |5.6 | ||
|[[173zpi]] | |[[173zpi]] | ||
| | |171 | ||
|- | |- | ||
|40edo | |40edo | ||
| Line 358: | Line 358: | ||
|4.0 | |4.0 | ||
|[[178zpi]] | |[[178zpi]] | ||
| | |176 | ||
|- | |- | ||
|41edo | |41edo | ||
| Line 374: | Line 374: | ||
|2.7 | |2.7 | ||
|[[190zpi]] | |[[190zpi]] | ||
| | |188 | ||
|- | |- | ||
|43edo | |43edo | ||
| Line 382: | Line 382: | ||
|6.2 | |6.2 | ||
|[[196zpi]] | |[[196zpi]] | ||
| | |194 | ||
|- | |- | ||
|44edo | |44edo | ||
| Line 390: | Line 390: | ||
|4.6 | |4.6 | ||
|[[202zpi]] | |[[202zpi]] | ||
| | |200 | ||
|- | |- | ||
|45edo (1st peak) | |45edo (1st peak) | ||
| Line 398: | Line 398: | ||
|5.3 | |5.3 | ||
|[[207zpi]] | |[[207zpi]] | ||
| | |205 | ||
|- | |- | ||
|45edo (2nd peak) | |45edo (2nd peak) | ||
| Line 406: | Line 406: | ||
|2.1 | |2.1 | ||
|[[208zpi]] | |[[208zpi]] | ||
| | |206 | ||
|- | |- | ||
|46edo | |46edo | ||
| Line 414: | Line 414: | ||
|7.5 | |7.5 | ||
|[[214zpi]] | |[[214zpi]] | ||
| | |212 | ||
|- | |- | ||
|47edo | |47edo | ||
| Line 422: | Line 422: | ||
|4.3 | |4.3 | ||
|[[220zpi]] | |[[220zpi]] | ||
| | |218 | ||
|- | |- | ||
|48edo | |48edo | ||
| Line 430: | Line 430: | ||
|5.8 | |5.8 | ||
|[[226zpi]] | |[[226zpi]] | ||
| | |224 | ||
|- | |- | ||
|49edo (1st peak) | |49edo (1st peak) | ||
| Line 438: | Line 438: | ||
|2.2 | |2.2 | ||
|[[232zpi]] | |[[232zpi]] | ||
| | |230 | ||
|- | |- | ||
|49edo (2nd peak) | |49edo (2nd peak) | ||
| Line 446: | Line 446: | ||
|5.7 | |5.7 | ||
|[[233zpi]] | |[[233zpi]] | ||
| | |231 | ||
|- | |- | ||
|50edo | |50edo | ||
| Line 454: | Line 454: | ||
|6.7 | |6.7 | ||
|[[238zpi]] | |[[238zpi]] | ||
| | |236 | ||
|- | |- | ||
|51edo | |51edo | ||
| Line 462: | Line 462: | ||
|4.8 | |4.8 | ||
|[[245zpi]] | |[[245zpi]] | ||
| | |243 | ||
|- | |- | ||
|52edo | |52edo | ||
| Line 470: | Line 470: | ||
|4.1 | |4.1 | ||
|[[251zpi]] | |[[251zpi]] | ||
| | |249 | ||
|- | |- | ||
|53edo | |53edo | ||
| Line 486: | Line 486: | ||
|2.0 | |2.0 | ||
|[[263zpi]] | |[[263zpi]] | ||
| | |261 | ||
|- | |- | ||
|54edo (2nd peak) | |54edo (2nd peak) | ||
| Line 494: | Line 494: | ||
|3.5 | |3.5 | ||
|[[264zpi]] | |[[264zpi]] | ||
| | |262 | ||
|- | |- | ||
|55edo | |55edo | ||
| Line 502: | Line 502: | ||
|5.3 | |5.3 | ||
|[[269zpi]] | |[[269zpi]] | ||
| | |267 | ||
|- | |- | ||
|56edo | |56edo | ||
| Line 510: | Line 510: | ||
|6.1 | |6.1 | ||
|[[276zpi]] | |[[276zpi]] | ||
| | |274 | ||
|- | |- | ||
|57edo | |57edo | ||
| Line 518: | Line 518: | ||
|4.9 | |4.9 | ||
|[[282zpi]] | |[[282zpi]] | ||
| | |280 | ||
|- | |- | ||
|58edo | |58edo | ||
| Line 526: | Line 526: | ||
|7.8 | |7.8 | ||
|[[289zpi]] | |[[289zpi]] | ||
| | |287 | ||
|- | |- | ||
|59edo | |59edo | ||
| Line 534: | Line 534: | ||
|4.0 | |4.0 | ||
|[[295zpi]] | |[[295zpi]] | ||
| | |293 | ||
|- | |- | ||
|60edo | |60edo | ||
| Line 542: | Line 542: | ||
|7.1 | |7.1 | ||
|[[301zpi]] | |[[301zpi]] | ||
| | |299 | ||
|- | |- | ||
|61edo | |61edo | ||
| Line 550: | Line 550: | ||
|3.7 | |3.7 | ||
|[[308zpi]] | |[[308zpi]] | ||
| | |306 | ||
|- | |- | ||
|62edo | |62edo | ||
| Line 558: | Line 558: | ||
|6.3 | |6.3 | ||
|[[314zpi]] | |[[314zpi]] | ||
| | |312 | ||
|- | |- | ||
|63edo | |63edo | ||
| Line 566: | Line 566: | ||
|6.8 | |6.8 | ||
|[[321zpi]] | |[[321zpi]] | ||
| | |319 | ||
|- | |- | ||
|64edo | |64edo | ||
| Line 574: | Line 574: | ||
|3.6 | |3.6 | ||
|[[328zpi]] | |[[328zpi]] | ||
| | |326 | ||
|- | |- | ||
|65edo | |65edo | ||
| Line 582: | Line 582: | ||
|7.8 | |7.8 | ||
|[[334zpi]] | |[[334zpi]] | ||
| | |332 | ||
|- | |- | ||
|66edo | |66edo | ||
| Line 590: | Line 590: | ||
|4.5 | |4.5 | ||
|[[340zpi]] | |[[340zpi]] | ||
| | |338 | ||
|- | |- | ||
|67edo | |67edo | ||
| Line 598: | Line 598: | ||
|5.3 | |5.3 | ||
|[[347zpi]] | |[[347zpi]] | ||
| | |345 | ||
|- | |- | ||
|68edo | |68edo | ||
| Line 606: | Line 606: | ||
|7.7 | |7.7 | ||
|[[354zpi]] | |[[354zpi]] | ||
| | |352 | ||
|- | |- | ||
|69edo | |69edo | ||
| Line 614: | Line 614: | ||
|4.1 | |4.1 | ||
|[[360zpi]] | |[[360zpi]] | ||
| | |358 | ||
|- | |- | ||
|70edo | |70edo | ||
| Line 622: | Line 622: | ||
|5.7 | |5.7 | ||
|[[367zpi]] | |[[367zpi]] | ||
| | |365 | ||
|- | |- | ||
|71edo | |71edo | ||
| Line 630: | Line 630: | ||
|3.8 | |3.8 | ||
|[[374zpi]] | |[[374zpi]] | ||
| | |372 | ||
|- | |- | ||
|72edo | |72edo | ||
| Line 646: | Line 646: | ||
|3.4 | |3.4 | ||
|[[387zpi]] | |[[387zpi]] | ||
| | |385 | ||
|- | |- | ||
|74edo | |74edo | ||
| Line 654: | Line 654: | ||
|5.1 | |5.1 | ||
|[[394zpi]] | |[[394zpi]] | ||
| | |392 | ||
|- | |- | ||
|75edo | |75edo | ||
| Line 662: | Line 662: | ||
|6.0 | |6.0 | ||
|[[401zpi]] | |[[401zpi]] | ||
| | |399 | ||
|- | |- | ||
|76edo | |76edo | ||
| Line 670: | Line 670: | ||
|2.6 | |2.6 | ||
|[[407zpi]] | |[[407zpi]] | ||
| | |405 | ||
|- | |- | ||
|77edo | |77edo | ||
| Line 678: | Line 678: | ||
|8.2 | |8.2 | ||
|[[414zpi]] | |[[414zpi]] | ||
| | |412 | ||
|- | |- | ||
|78edo | |78edo | ||
| Line 686: | Line 686: | ||
|5.4 | |5.4 | ||
|[[420zpi]] | |[[420zpi]] | ||
| | |418 | ||
|- | |- | ||
|79edo | |79edo | ||
| Line 694: | Line 694: | ||
|5.8 | |5.8 | ||
|[[427zpi]] | |[[427zpi]] | ||
| | |425 | ||
|- | |- | ||
|80edo | |80edo | ||
| Line 702: | Line 702: | ||
|7.9 | |7.9 | ||
|[[435zpi]] | |[[435zpi]] | ||
| | |433 | ||
|- | |- | ||
|81edo | |81edo | ||
| Line 710: | Line 710: | ||
|5.2 | |5.2 | ||
|[[441zpi]] | |[[441zpi]] | ||
| | |439 | ||
|- | |- | ||
|82edo | |82edo | ||
| Line 718: | Line 718: | ||
|6.7 | |6.7 | ||
|[[448zpi]] | |[[448zpi]] | ||
| | |446 | ||
|- | |- | ||
|83edo | |83edo | ||
| Line 726: | Line 726: | ||
|3.9 | |3.9 | ||
|[[455zpi]] | |[[455zpi]] | ||
| | |453 | ||
|- | |- | ||
|84edo | |84edo | ||
| Line 734: | Line 734: | ||
|8.0 | |8.0 | ||
|[[462zpi]] | |[[462zpi]] | ||
| | |460 | ||
|- | |- | ||
|85edo | |85edo | ||
| Line 742: | Line 742: | ||
|3.0 | |3.0 | ||
|[[469zpi]] | |[[469zpi]] | ||
| | |467 | ||
|- | |- | ||
|86edo | |86edo | ||
| Line 750: | Line 750: | ||
|2.4 | |2.4 | ||
|[[476zpi]] | |[[476zpi]] | ||
| | |474 | ||
|- | |- | ||
|87edo | |87edo | ||
| Line 758: | Line 758: | ||
|8.9 | |8.9 | ||
|[[483zpi]] | |[[483zpi]] | ||
| | |481 | ||
|- | |- | ||
|88edo | |88edo | ||
| Line 766: | Line 766: | ||
|2.6 | |2.6 | ||
|[[490zpi]] | |[[490zpi]] | ||
| | |488 | ||
|- | |- | ||
|89edo | |89edo | ||
| Line 774: | Line 774: | ||
|7.6 | |7.6 | ||
|[[497zpi]] | |[[497zpi]] | ||
| | |495 | ||
|- | |- | ||
|90edo | |90edo | ||
| Line 782: | Line 782: | ||
|4.8 | |4.8 | ||
|[[504zpi]] | |[[504zpi]] | ||
| | |502 | ||
|- | |- | ||
|91edo (1st peak) | |91edo (1st peak) | ||
| Line 790: | Line 790: | ||
|6.7 | |6.7 | ||
|[[510zpi]] | |[[510zpi]] | ||
| | |508 | ||
|- | |- | ||
|91edo (2nd peak) | |91edo (2nd peak) | ||
| Line 798: | Line 798: | ||
|3.4 | |3.4 | ||
|[[511zpi]] | |[[511zpi]] | ||
| | |509 | ||
|- | |- | ||
|92edo | |92edo | ||
| Line 806: | Line 806: | ||
|4.5 | |4.5 | ||
|[[518zpi]] | |[[518zpi]] | ||
| | |516 | ||
|- | |- | ||
|93edo | |93edo | ||
| Line 814: | Line 814: | ||
|5.6 | |5.6 | ||
|[[525zpi]] | |[[525zpi]] | ||
| | |523 | ||
|- | |- | ||
|94edo | |94edo | ||
| Line 822: | Line 822: | ||
|8.8 | |8.8 | ||
|[[532zpi]] | |[[532zpi]] | ||
| | |530 | ||
|- | |- | ||
|95edo (1st peak) | |95edo (1st peak) | ||
| Line 830: | Line 830: | ||
|0.9 | |0.9 | ||
|[[539zpi]] | |[[539zpi]] | ||
| | |537 | ||
|- | |- | ||
|95edo (2nd peak) | |95edo (2nd peak) | ||
| Line 838: | Line 838: | ||
|5.3 | |5.3 | ||
|[[540zpi]] | |[[540zpi]] | ||
| | |538 | ||
|- | |- | ||
|96edo | |96edo | ||
| Line 846: | Line 846: | ||
|7.3 | |7.3 | ||
|[[546zpi]] | |[[546zpi]] | ||
| | |544 | ||
|- | |- | ||
|97edo | |97edo | ||
| Line 854: | Line 854: | ||
|4.2 | |4.2 | ||
|[[553zpi]] | |[[553zpi]] | ||
| | |551 | ||
|- | |- | ||
|98edo | |98edo | ||
| Line 862: | Line 862: | ||
|4.3 | |4.3 | ||
|[[560zpi]] | |[[560zpi]] | ||
| | |558 | ||
|- | |- | ||
|99edo | |99edo | ||
| Line 870: | Line 870: | ||
|9.4 | |9.4 | ||
|[[568zpi]] | |[[568zpi]] | ||
| | |566 | ||
|- | |- | ||
|100edo | |100edo | ||
| Line 878: | Line 878: | ||
|4.3 | |4.3 | ||
|[[575zpi]] | |[[575zpi]] | ||
| | |573 | ||
|- | |- | ||
|270edo | |270edo | ||
Revision as of 05:40, 30 March 2024
Explanation of what a 'zeta stretched edo' is: The Riemann Zeta Function and Tuning#Optimal Octave Stretch.
Instructions on how to calculate the second column using the free version of Wolfram Cloud:
- Copy-paste Plot[Abs[RiemannSiegelZ[9.06472028x]], {x, 11.9,12.1}] into a cell.
- Change "11.9" and "12.1" to whatever values you want, e.g. to view the curve around 15edo you might use the values "14.9" and "15.1".
- Ensure that cell is still selected
- In the menu select Evaluation > Evaluate Cells
| Edo | No. of steps per 1200 cents | Step size (cents) | Octave size (cents) | Zeta peak height | Zeta peak index | Gram point index |
|---|---|---|---|---|---|---|
| 1edo | 1.127 | 1064.774 | 1064.774 | 1.6 | 1zpi | -1 |
| 2edo | 1.972 | 608.519 | 1217.039 | 2.3 | 2zpi | 0 |
| 3edo | 3.06 | 392.157 | 1176.471 | 2.8 | 4zpi | 2 |
| 4edo | 3.904 | 307.377 | 1229.508 | 3.0 | 6zpi | 4 |
| 5edo | 5.034 | 238.379 | 1191.895 | 3.7 | 9zpi | 7 |
| 6edo | 6.035 | 198.840 | 1193.041 | 2.9 | 12zpi | 10 |
| 7edo | 6.957 | 172.488 | 1207.417 | 4.2 | 15zpi | 13 |
| 8edo | 8.137 | 147.474 | 1179.796 | 3.6 | 19zpi | 17 |
| 9edo | 8.95 | 134.078 | 1206.704 | 4.0 | 22zpi | 20 |
| 10edo | 10.008 | 119.904 | 1199.041 | 4.5 | 26zpi | 24 |
| 11edo | 11.037 | 108.725 | 1195.977 | 2.7 | 30zpi | 28 |
| 12edo | 12.023 | 99.809 | 1197.704 | 5.2 | 34zpi | 32 |
| 13edo | 12.969 | 92.528 | 1202.868 | 3.1 | 38zpi | 36 |
| 14edo | 13.9 | 86.331 | 1208.633 | 4.6 | 42zpi | 40 |
| 15edo | 15.053 | 79.718 | 1195.775 | 5.1 | 47zpi | 45 |
| 16edo | 15.945 | 75.259 | 1204.139 | 4.2 | 51zpi | 49 |
| 17edo | 17.045 | 70.402 | 1196.832 | 5.1 | 56zpi | 54 |
| 18edo | 18.119 | 66.229 | 1192.119 | 3.5 | 61zpi | 59 |
| 19edo | 18.948 | 63.331 | 1203.293 | 6.0 | 65zpi | 63 |
| 20edo | 19.982 | 60.054 | 1201.081 | 3.4 | 70zpi | 68 |
| 21edo | 21.028 | 57.067 | 1198.402 | 4.1 | 75zpi | 73 |
| 22edo | 22.025 | 54.484 | 1198.638 | 6.1 | 80zpi | 78 |
| 23edo (1st peak) | 22.807 | 52.615 | 1210.148 | 3.7 | 84zpi | 82 |
| 23edo (2nd peak) | 23.026 | 52.115 | 1198.645 | 2.2 | 85zpi | 83 |
| 24edo | 24.006 | 49.988 | 1199.700 | 5.7 | 90zpi | 88 |
| 25edo | 24.965 | 48.067 | 1201.682 | 3.9 | 95zpi | 93 |
| 26edo | 25.936 | 46.268 | 1202.961 | 5.6 | 100zpi | 98 |
| 27edo | 27.087 | 44.302 | 1196.146 | 6.1 | 106zpi | 104 |
| 28edo | 28.032 | 42.808 | 1198.630 | 3.7 | 111zpi | 109 |
| 29edo | 28.94 | 41.465 | 1202.488 | 5.6 | 116zpi | 114 |
| 30edo | 30.062 | 39.918 | 1197.525 | 3.3 | 122zpi | 120 |
| 31edo | 30.978 | 38.737 | 1200.852 | 7.0 | 127zpi | 125 |
| 32edo | 32.07 | 37.418 | 1197.381 | 4.5 | 133zpi | 131 |
| 33edo | 32.972 | 36.395 | 1201.019 | 3.3 | 138zpi | 136 |
| 34edo | 34.045 | 35.247 | 1198.414 | 6.7 | 144zpi | 142 |
| 35edo | 34.926 | 34.358 | 1202.543 | 4.2 | 149zpi | 147 |
| 36edo | 35.982 | 33.350 | 1200.600 | 6.0 | 155zpi | 153 |
| 37edo | 37.027 | 32.409 | 1199.125 | 5.3 | 161zpi | 159 |
| 38edo (1st peak) | 37.89 | 31.671 | 1203.484 | 5.8 | 166zpi | 164 |
| 38edo (2nd peak) | 38.103 | 31.494 | 1196.756 | 2.5 | 167zpi | 165 |
| 39edo (1st peak) | 38.916 | 30.836 | 1202.590 | 2.6 | 172zpi | 170 |
| 39edo (2nd peak) | 39.124 | 30.672 | 1196.197 | 5.6 | 173zpi | 171 |
| 40edo | 39.968 | 30.024 | 1200.961 | 4.0 | 178zpi | 176 |
| 41edo | 40.988 | 29.277 | 1200.351 | 7.6 | 184zpi | 182 |
| 42edo | 41.999 | 28.572 | 1200.029 | 2.7 | 190zpi | 188 |
| 43edo | 43.027 | 27.889 | 1199.247 | 6.2 | 196zpi | 194 |
| 44edo | 44.015 | 27.263 | 1199.591 | 4.6 | 202zpi | 200 |
| 45edo (1st peak) | 44.84 | 26.762 | 1204.282 | 5.3 | 207zpi | 205 |
| 45edo (2nd peak) | 45.035 | 26.646 | 1199.067 | 2.1 | 208zpi | 206 |
| 46edo | 46.009 | 26.082 | 1199.765 | 7.5 | 214zpi | 212 |
| 47edo | 47.006 | 25.529 | 1199.847 | 4.3 | 220zpi | 218 |
| 48edo | 47.988 | 25.006 | 1200.300 | 5.8 | 226zpi | 224 |
| 49edo (1st peak) | 48.945 | 24.517 | 1201.348 | 2.2 | 232zpi | 230 |
| 49edo (2nd peak) | 49.141 | 24.420 | 1196.557 | 5.7 | 233zpi | 231 |
| 50edo | 49.939 | 24.029 | 1201.466 | 6.7 | 238zpi | 236 |
| 51edo | 51.079 | 23.493 | 1198.144 | 4.8 | 245zpi | 243 |
| 52edo | 52.043 | 23.058 | 1199.009 | 4.1 | 251zpi | 249 |
| 53edo | 52.997 | 22.643 | 1200.068 | 8.2 | 257zpi | 255 |
| 54edo (1st peak) | 53.949 | 22.243 | 1201.134 | 2.0 | 263zpi | 261 |
| 54edo (2nd peak) | 54.116 | 22.175 | 1197.428 | 3.5 | 264zpi | 262 |
| 55edo | 54.894 | 21.860 | 1202.317 | 5.3 | 269zpi | 267 |
| 56edo | 56.008 | 21.426 | 1199.829 | 6.1 | 276zpi | 274 |
| 57edo | 56.968 | 21.064 | 1200.674 | 4.9 | 282zpi | 280 |
| 58edo | 58.067 | 20.666 | 1198.615 | 7.8 | 289zpi | 287 |
| 59edo | 58.992 | 20.342 | 1200.163 | 4.0 | 295zpi | 293 |
| 60edo | 59.92 | 20.027 | 1201.602 | 7.1 | 301zpi | 299 |
| 61edo | 61.003 | 19.671 | 1199.941 | 3.7 | 308zpi | 306 |
| 62edo | 61.938 | 19.374 | 1201.201 | 6.3 | 314zpi | 312 |
| 63edo | 63.019 | 19.042 | 1199.638 | 6.8 | 321zpi | 319 |
| 64edo | 64.099 | 18.721 | 1198.147 | 3.6 | 328zpi | 326 |
| 65edo | 65.016 | 18.457 | 1199.705 | 7.8 | 334zpi | 332 |
| 66edo | 65.916 | 18.205 | 1201.529 | 4.5 | 340zpi | 338 |
| 67edo | 66.998 | 17.911 | 1200.036 | 5.3 | 347zpi | 345 |
| 68edo | 68.049 | 17.634 | 1199.136 | 7.7 | 354zpi | 352 |
| 69edo | 68.96 | 17.401 | 1200.696 | 4.1 | 360zpi | 358 |
| 70edo | 70.004 | 17.142 | 1199.931 | 5.7 | 367zpi | 365 |
| 71edo | 71.059 | 16.887 | 1199.004 | 3.8 | 374zpi | 372 |
| 72edo | 71.951 | 16.678 | 1200.817 | 9.2 | 380zpi | 378 |
| 73edo | 72.984 | 16.442 | 1200.263 | 3.4 | 387zpi | 385 |
| 74edo | 74.052 | 16.205 | 1199.157 | 5.1 | 394zpi | 392 |
| 75edo | 75.091 | 15.981 | 1198.546 | 6.0 | 401zpi | 399 |
| 76edo | 75.968 | 15.796 | 1200.505 | 2.6 | 407zpi | 405 |
| 77edo | 76.992 | 15.586 | 1200.125 | 8.2 | 414zpi | 412 |
| 78edo | 78.021 | 15.380 | 1199.677 | 5.4 | 420zpi | 418 |
| 79edo | 78.892 | 15.211 | 1201.643 | 5.8 | 427zpi | 425 |
| 80edo | 80.073 | 14.986 | 1198.906 | 7.9 | 435zpi | 433 |
| 81edo | 80.947 | 14.825 | 1200.786 | 5.2 | 441zpi | 439 |
| 82edo | 81.954 | 14.642 | 1200.674 | 6.7 | 448zpi | 446 |
| 83edo | 82.967 | 14.464 | 1200.477 | 3.9 | 455zpi | 453 |
| 84edo | 83.997 | 14.286 | 1200.043 | 8.0 | 462zpi | 460 |
| 85edo | 84.991 | 14.119 | 1200.127 | 3.0 | 469zpi | 467 |
| 86edo | 86.019 | 13.950 | 1199.735 | 2.4 | 476zpi | 474 |
| 87edo | 87.014 | 13.791 | 1199.807 | 8.9 | 483zpi | 481 |
| 88edo | 88.027 | 13.632 | 1199.632 | 2.6 | 490zpi | 488 |
| 89edo | 89.023 | 13.480 | 1199.690 | 7.6 | 497zpi | 495 |
| 90edo | 90.006 | 13.332 | 1199.920 | 4.8 | 504zpi | 502 |
| 91edo (1st peak) | 90.852 | 13.208 | 1201.955 | 6.7 | 510zpi | 508 |
| 91edo (2nd peak) | 91.033 | 13.182 | 1199.565 | 3.4 | 511zpi | 509 |
| 92edo | 91.993 | 13.044 | 1200.091 | 4.5 | 518zpi | 516 |
| 93edo | 93.002 | 12.903 | 1199.974 | 5.6 | 525zpi | 523 |
| 94edo | 93.984 | 12.768 | 1200.204 | 8.8 | 532zpi | 530 |
| 95edo (1st peak) | 94.962 | 12.637 | 1200.480 | 0.9 | 539zpi | 537 |
| 95edo (2nd peak) | 95.117 | 12.616 | 1198.524 | 5.3 | 540zpi | 538 |
| 96edo | 95.954 | 12.506 | 1200.575 | 7.3 | 546zpi | 544 |
| 97edo | 96.925 | 12.381 | 1200.929 | 4.2 | 553zpi | 551 |
| 98edo | 97.923 | 12.255 | 1200.944 | 4.3 | 560zpi | 558 |
| 99edo | 99.047 | 12.115 | 1199.431 | 9.4 | 568zpi | 566 |
| 100edo | 100.024 | 11.997 | 1199.712 | 4.3 | 575zpi | 573 |
| 270edo | 270.018 | 4.444 | 1199.920 | 13.4 | 1936zpi | 1934 |
| 311edo | 311.004 | 3.858 | 1199.985 | 13.1 | 2293zpi | 2291 |
| 342edo | 341.975 | 3.509 | 1200.088 | 13.5 | 2568zpi | 2566 |
| 494edo | 494.014 | 2.429 | 1199.966 | 14.7 | 3971zpi | 3969 |
| 684edo | 683.939 | 1.755 | 1200.107 | 14.3 | 5818zpi | 5816 |