Mins vs. M-Symmmetry
The first two columns in the following table are from the second table
shown here,
the rows have been sorted by Sym (descending).
The "Cubes M-Symmetry" column (below) shows the count that can be found
on the page linked in the first column by finding the value of N in a phrase
like:
"Up to M-symmetry there are N cubes which exactly have the symmetries of
this subgroup."
The "Total by Sym" column is the sum of M-Symmetry counts where Sym is the
same.
The total is only shown on the first line for each new Sym value, these totals
match the "Mins" column in the second table (which is from the previous page
with the row order reversed and Syms divided into 48 to make it easier to match
the numbers between these two tables).
| |
Mins | Syms |
4 | 48 |
10 | 24 |
124 | 16 |
24 | 12 |
5950 | 8 |
4094 | 6 |
738352 | 4 |
942716 | 3 |
6857501210 | 2 |
901083398122621132 | 1 |
901083404981813616 | Total |
|