User:ArrowHead294/Purely consistent EDOs by odd limit: Difference between revisions

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Below is a table of the first 50 EDOs that are [[Minimal consistent EDOs|purely consistent]] (approximate all harmonics with <25% relative error) in the 7-, 15-, 31-, and 63-odd-limits.
Below is a table of the first 50 EDOs that are [[Minimal consistent EDOs|purely consistent]] (approximate all harmonics with <25% relative error) in the 7-, 15-, 31-, and 63-odd-limits.


== Tables ==
== Tables ==
{{centre|<div style{{=}}"display: inline-grid; margin-right: 20px;">
{{centre|<div style{{=}}"display: inline-grid; margin-right: 20px;">
{{(!}} class{{=}}"wikitable"
{{(!}} class{{=}}"wikitable"
{{!+}} style{{=}}"font-size: 105%; white-space: nowrap;" {{!}} First 50 purely consistent EDOs<br />(25% maximum relative error)
{{!+}} style{{=}}"font-size: 105%; white-space: nowrap;" {{!}} First 100 purely consistent EDOs<br />(25% maximum relative error)
{{!-}}
{{!-}}
! 7-odd-limit !! 15-odd-limit !! 31-odd-limit !! 63-odd-limit
! 7-odd-limit !! 15-odd-limit !! 31-odd-limit !! 63-odd-limit
Line 106: Line 107:
{{!}} 400 {{!!}} 3395 {{!!}} 354185 {{!!}} 141033767
{{!}} 400 {{!!}} 3395 {{!!}} 354185 {{!!}} 141033767
{{!-}}
{{!-}}
{{!}} 410 {{!!}} 3448 {{!!}} 358987 {{!!}} 143662814}}
{{!}} 410 {{!!}} 3448 {{!!}} 358987 {{!!}} 143662814
{{!-}}
{{!}} 426 {{!!}} 3489 {{!!}} 360565 {{!!}} 144419890
{{!-}}
{{!}} 431 {{!!}} 3665 {{!!}} 363466 {{!!}} 148202011
{{!-}}
{{!}} 441 {{!!}} 3696 {{!!}} 370499 {{!!}} 151831483
{{!-}}
{{!}} 451 {{!!}} 3783 {{!!}} 371564 {{!!}} 153024392
{{!-}}
{{!}} 463 {{!!}} 4079 {{!!}} 373677 {{!!}} 158669053
{{!-}}
{{!}} 472 {{!!}} 4190 {{!!}} 377373 {{!!}} 159848761
{{!-}}
{{!}} 482 {{!!}} 4277 {{!!}} 385729 {{!!}} 160149635
{{!-}}
{{!}} 484 {{!!}} 4349 {{!!}} 385912 {{!!}} 160774629
{{!-}}
{{!}} 487 {{!!}} 4573 {{!!}} 389618 {{!!}} 161432866
{{!-}}
{{!}} 494 {{!!}} 4780 {{!!}} 395256 {{!!}} 164351477
{{!-}}
{{!}} 503 {{!!}} 4843 {{!!}} 405050 {{!!}} 166032371
{{!-}}
{{!}} 513 {{!!}} 5067 {{!!}} 406296 {{!!}} 168000923
{{!-}}
{{!}} 518 {{!!}} 5091 {{!!}} 406426 {{!!}} 169418494
{{!-}}
{{!}} 525 {{!!}} 5154 {{!!}} 414965 {{!!}} 175919039
{{!-}}
{{!}} 535 {{!!}} 5185 {{!!}} 431385 {{!!}} 179078850
{{!-}}
{{!}} 540 {{!!}} 5274 {{!!}} 439524 {{!!}} 181519805
{{!-}}
{{!}} 544 {{!!}} 5315 {{!!}} 451051 {{!!}} 183206113
{{!-}}
{{!}} 556 {{!!}} 5337 {{!!}} 459944 {{!!}} 183836220
{{!-}}
{{!}} 566 {{!!}} 5361 {{!!}} 460438 {{!!}} 186897394
{{!-}}
{{!}} 571 {{!!}} 5368 {{!!}} 470372 {{!!}} 187692062
{{!-}}
{{!}} 581 {{!!}} 5455 {{!!}} 477470 {{!!}} 191688790
{{!-}}
{{!}} 593 {{!!}} 5498 {{!!}} 482971 {{!!}} 191986192
{{!-}}
{{!}} 597 {{!!}} 5544 {{!!}} 490175 {{!!}} 194192607
{{!-}}
{{!}} 602 {{!!}} 5585 {{!!}} 490358 {{!!}} 194623862
{{!-}}
{{!}} 612 {{!!}} 5679 {{!!}} 491510 {{!!}} 197298018
{{!-}}
{{!}} 622 {{!!}} 5725 {{!!}} 494589 {{!!}} 199016588
{{!-}}
{{!}} 624 {{!!}} 5768 {{!!}} 530634 {{!!}} 202587258
{{!-}}
{{!}} 627 {{!!}} 5809 {{!!}} 536089 {{!!}} 210410120
{{!-}}
{{!}} 634 {{!!}} 5855 {{!!}} 536443 {{!!}} 211409803
{{!-}}
{{!}} 643 {{!!}} 5886 {{!!}} 536983 {{!!}} 211563023
{{!-}}
{{!}} 653 {{!!}} 5896 {{!!}} 542792 {{!!}} 224166807
{{!-}}
{{!}} 655 {{!!}} 5949 {{!!}} 547442 {{!!}} 224571344
{{!-}}
{{!}} 658 {{!!}} 6079 {{!!}} 550955 {{!!}} 225595849
{{!-}}
{{!}} 665 {{!!}} 6166 {{!!}} 570416 {{!!}} 228238138
{{!-}}
{{!}} 680 {{!!}} 6219 {{!!}} 571134 {{!!}} 233266168
{{!-}}
{{!}} 684 {{!!}} 6303 {{!!}} 579803 {{!!}} 236240658
{{!-}}
{{!}} 696 {{!!}} 6349 {{!!}} 587942 {{!!}} 238732951
{{!-}}
{{!}} 711 {{!!}} 6380 {{!!}} 589737 {{!!}} 239096106
{{!-}}
{{!}} 721 {{!!}} 6390 {{!!}} 590843 {{!!}} 242738659
{{!-}}
{{!}} 733 {{!!}} 6443 {{!!}} 597876 {{!!}} 243218589
{{!-}}
{{!}} 742 {{!!}} 6510 {{!!}} 606545 {{!!}} 246336052
{{!-}}
{{!}} 752 {{!!}} 6597 {{!!}} 607263 {{!!}} 247619283
{{!-}}
{{!}} 764 {{!!}} 6650 {{!!}} 610304 {{!!}} 251714508
{{!-}}
{{!}} 773 {{!!}} 6669 {{!!}} 610776 {{!!}} 254187340}}
{{!)}}
{{!)}}
</div>
</div>