26ed5: Difference between revisions

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There are dozens of possible combinations, here is a small sampling of possible ones:
There are dozens of possible combinations, here is a small sampling of possible ones:
* 5.6.7/4.11/3.13/4 subgroup
* 5.6.7/4.11/3.13/4 subgroup
* 5.6.7/4.9/4.9/7.11/3.13/4.13/7.13/9 subgroup
* 5.6.7/4.11/3.13/4.17/11.19/8.23/11.29/7.31/7 subgroup
* 5.6.7/4.11/3.13/4.17/11.19/8.23/11.29/7.31/7 subgroup
* 5.6.14/11.15/11.16/11.17/11.18/11.23/11.28/11 subgroup
* 5.6.9/7.20/7.23/14.24/7.29/7.31/7.33/7 subgroup
* 5.6.7/4.9/4.13/4.17/16.19/8.49/16 subgroup
* 5.6.11/3.13/9.16/15.17/15.19/9.21/10.22/5.23/15.25/6.28/15.31/9.35/9 subgroup


==== ''N''th-prime subgroups ====
==== ''N''th-prime subgroups ====
These are some [[Half-prime subgroup|''n''th-prime subgroups]] which 26ed5 approximates well:
These are some [[Half-prime subgroup|''n''th-prime subgroups]] which 26ed5 approximates well:


* 14/11.15/11.16/11.17/11.18/11.23/11.28/11 subgroup '''(11th-prime)'''
* 14/11.15/11.16/11.17/11.18/11.23/11.28/11.55/11.66/11 subgroup '''(11th-prime)'''
* 9/7.20/7.23/14.24/7.29/7.31/7.33/7 subgroup '''(14th-prime)'''
* 9/7.10/2.12/2.20/7.23/14.24/7.29/7.31/7.33/7 subgroup '''(14th-prime)'''
* 7/4.9/4.13/4.17/16.19/8.49/16 subgroup '''(16th-prime)'''
* 7/4.9/4.10/2.12/2.13/4.17/16.19/8.49/16 subgroup '''(16th-prime)'''
* 6/5.11/3.16/15.17/15.21/10.22/5.23/15.25/6.28/15 subgroup '''(30th-prime)'''
* 10/2.12/2.11/3.16/15.17/15.21/10.22/5.23/15.25/6.28/15 subgroup '''(30th-prime)'''
* 7/4.9/4.11/3.13/9.19/9.25/6.31/9.35/9 subgroup '''(36th-prime)'''
* 7/4.9/4.10/2.12/2.11/3.13/9.19/9.25/6.31/9.35/9 subgroup '''(36th-prime)'''
* 6/5.11/3.13/9.16/15.17/15.19/9.21/10.22/5.23/15.25/6.28/15.31/9.35/9 subgroup '''(90th-prime)'''
* 10/2.11/3.12/2.13/9.16/15.17/15.19/9.21/10.22/5.23/15.25/6.28/15.31/9.35/9 subgroup '''(90th-prime)'''


== Intervals ==  
== Intervals ==