# verifier B parabolic enumeration: q=8 type=x M=4032 threshold=4032 all_points=True
# q=8 type=x thr=4032: SL(2,q) subgroup classes (GL-conj) = 12 [0.1s]
# subgroups H of GL(2,q) with |H| > thr/q^2 = 63.00: 5 (with possible repetitions) [0.1s]
X    1 |H0|=14 |H|=98 |N|=64 H1=2^0 cls=0 |X|=6272 good=False sig=(1,6272,14) (16,392,56) (56,112,56)
X    2 |H0|=18 |H|=126 |N|=64 H1=2^0 cls=0 |X|=8064 good=False sig=(1,8064,18) (72,112,56)
X    3 |H0|=504 |H|=504 |N|=64 H1=2^0 cls=0 |X|=32256 good=False sig=(1,32256,504) (72,448,56)
X    4 |H0|=504 |H|=3528 |N|=64 H1=2^0 cls=0 |X|=225792 good=False sig=(1,225792,504) (72,3136,56)
X    5 |H0|=56 |H|=392 |N|=64 H1=2^0 cls=0 |X|=25088 good=False sig=(1,25088,56) (8,3136,56) (64,392,56)
# q=8 type=x thr=4032: tested 5 subgroups X (|X| > thr), good: 0 [1.9s]
# distinct (order, orbit signature) pairs: 5
SIG |X|=225792 count=1 (1,225792,504) (72,3136,56)
SIG |X|=32256 count=1 (1,32256,504) (72,448,56)
SIG |X|=25088 count=1 (1,25088,56) (8,3136,56) (64,392,56)
SIG |X|=8064 count=1 (1,8064,18) (72,112,56)
SIG |X|=6272 count=1 (1,6272,14) (16,392,56) (56,112,56)
# SUMMARY q=8 type=x threshold=4032 tested=5 good=0
