User:Lériendil/Third-superparticulars and semiparticulars by prime subgroup: Difference between revisions

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This list eventually aims to be complete to the 29-add-one-limit, i.e. the class of subgroups with at most one prime greater than 29, which is a superset of the 31-limit.
This list eventually aims to be complete to the 29-add-one-limit, i.e. the class of subgroups with at most one prime greater than 29, which is a superset of the 31-limit.


== 2- and 3-prime subgroups (2.p and 2.3.p) ==
== 2- and 3-prime subgroups (2.p, 2.3.p, and 2.5.p) ==
Note that the following lists are ''complete'' and the insertion of higher primes will add no new inclusions to them.
Note that the following lists are ''complete'' and the insertion of higher primes will add no new inclusions to them.


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== 3-prime no-threes and 4-prime subgroups ==
=== 3-prime subgroups (2.5.p) ===
{| class="wikitable center-1 center-2"
|-
! rowspan="2" | Superparticular
! rowspan="2" | Subgroup
! colspan="2" | Comma
|-
! Ratio
! Smonzo
|-
| R6
| 2.5.7
| [[50/49]]
| {{monzo| 1 2 -2 }}
|-
| G14
| 2.5.13
| [[65/64]]
| {{monzo| -6 1 1 }}
|}


=== 5-add-one-limit (2.5.p and L5.p) ===
== 4-prime subgroups with threes ==


== See also ==
== See also ==
* [[User:Lériendil/Square_and_triangle_superparticulars_by_prime_subgroup|Square and triangle superparticulars by prime subgroup]]
* [[User:Lériendil/Square_and_triangle_superparticulars_by_prime_subgroup|Square and triangle superparticulars by prime subgroup]]