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

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<noinclude>Below is a table of the first 50 EDOs that are [[Minimal consistent EDOs|purely consistent]] (approximate all harmonics with &lt;25% relative error) in the 7-, 15-, 31-, and 63-odd-limits.</noinclude>
Below is a table of the first 50 EDOs that are [[Minimal consistent EDOs|purely consistent]] (approximate all harmonics with &lt;25% relative error) in the 7-, 15-, 31-, and 63-odd-limits.
{| class="wikitable center-all" style="margin: auto auto auto auto;"
<onlyinclude>{| class="wikitable center-all" style="margin: auto auto auto auto;"
|+ style="font-size: 105%; white-space: nowrap;" | First 50 purely consistent EDOs
|+ style="font-size: 105%; white-space: nowrap;" | First 50 purely consistent EDOs
|-
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{{!-}}
{{!-}}
{{!}} 410 {{!!}} 3448 {{!!}} 358987 {{!!}} 143662814}}
{{!}} 410 {{!!}} 3448 {{!!}} 358987 {{!!}} 143662814}}
|}<noinclude><br />The smallest EDOs purely consistent in the 7-, 15-, 31-, and 63-odd-limits are 10, 87, 311, and 3159811, respectively.
|}</onlyinclude>
 
The smallest EDOs purely consistent in the 7-, 15-, 31-, and 63-odd-limits are 10, 87, 311, and 3159811, respectively.


Additionally, there are (12) 7-odd-limit purely-consistent EDOs less than 87, (3) 15-odd-limit purely-consistent EDOs less than 311, and (481) 31-odd-limit purely consistent EDOs less than 3159811.
Additionally, there are (12) 7-odd-limit purely-consistent EDOs less than 87, (3) 15-odd-limit purely-consistent EDOs less than 311, and (481) 31-odd-limit purely consistent EDOs less than 3159811.
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[[Category:EDO theory pages]]
[[Category:EDO theory pages]]
[[Category:Tables]]
[[Category:Tables]]
</noinclude>