# Relative invariants for the maximal transitive subgroups of the transitive groups of
# degree 11 (engine/group/tables/maximal-11.txt), found by sagebrush-galois
# (examples/write_invariants.rs).  Per line, k:mi ; seed, where mi numbers the maximal
# subgroups of nTk from 0 and the seed is "m p^e ..." (the orbit sum of a monomial)
# or "p U/V ..." (the product over the orbits of these linear forms), points 1..n.
2:0 ; m 1^2 2^1
3:0 ; m 1^1 2^1
4:0 ; m 1^1 2^1 3^1 5^1 8^1
4:1 ; m 1^1 2^1
5:0 ; m 1^1 2^1 3^1 6^1 7^1
6:0 ; m 1^1 2^1 5^1 6^1 11^1
7:0 ; m 1^1 2^1 3^1 4^1 10^1
7:1 ; m 1^1 2^1 3^1 4^1 10^1
8:0 ; p 1/2
8:1 ; m 1^1 2^1 3^1 5^1 8^1
