Squib
Joined 25 April 2025
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====All superparticular intervals with no duplicate primes, by prime limit==== | ====All superparticular intervals with no duplicate primes, by prime limit==== | ||
Found by applying this method to every possible subgroup in the prime limit. | Found by applying this method to every possible subgroup in the prime limit, using [https://www.desmos.com/calculator/2o1mwkkxf9 this desmos graph]. | ||
2-limit: | 2-limit: | ||
| Line 139: | Line 139: | ||
7-limit: | 7-limit: | ||
* | *[[7/6]] | ||
*[[15/14]] | |||
11-limit: | |||
*[[11/10]] | |||
*[[22/21]] | |||
13-limit: | |||
*[[14/13]] | |||
*[[66/65]] | |||
*[[78/77]] | |||
17-limit: | |||
*[[34/33]] | |||
*[[35/34]] | |||
*[[715/714]] | |||
19-limit: | |||
*[[39/38]] | |||
*[[210/209]] | |||
*[[286/285]] | |||
23-limit: | |||
*[[23/22]] | |||
*[[70/69]] | |||
*[[115/114]] | |||
*[[231/230]] | |||
*[[323/322]] | |||
*[[391/390]] | |||
29-limit: | |||
*[[30/29]] | |||
*[[58/57]] | |||
*[[494/493]] | |||
*[[2002/2001]] | |||
*[[2262/2261]] | |||
31-limit: | |||
*[[31/30]] | |||
*[[155/154]] | |||
*[[187/186]] | |||
*[[435/434]] | |||
*[[714/713]] | |||
*[[806/805]] | |||
*[[12122/12121]] | |||