# verifier B parabolic enumeration: q=4 type=m M=240 threshold=239.0 all_points=True
# q=4 type=m thr=239.0: SL(2,q) subgroup classes (GL-conj) = 9 [0.0s]
# subgroups H of GL(2,q) with |H| > thr/q^2 = 14.94: 6 (with possible repetitions) [0.0s]
X    1 |H0|=5 |H|=15 |N|=16 H1=2^0 cls=0 |X|=240 good=True sig=(5,48,12) (16,15,5*)
X    2 |H0|=6 |H|=18 |N|=16 H1=2^0 cls=0 |X|=288 good=False sig=(2,144,12) (3,96,12) (16,18,6)
X    3 |H0|=10 |H|=30 |N|=16 H1=2^0 cls=0 |X|=480 good=False sig=(5,96,12) (16,30,10)
X    4 |H0|=12 |H|=36 |N|=16 H1=2^0 cls=0 |X|=576 good=False sig=(1,576,12) (4,144,12) (16,36,12)
X    5 |H0|=60 |H|=60 |N|=16 H1=2^0 cls=0 |X|=960 good=False sig=(5,192,12) (16,60,60)
X    6 |H0|=60 |H|=180 |N|=16 H1=2^0 cls=0 |X|=2880 good=False sig=(5,576,12) (16,180,60)
# q=4 type=m thr=239.0: tested 6 subgroups X (|X| > thr), good: 1 [0.2s]
# distinct (order, orbit signature) pairs: 6
SIG |X|=2880 count=1 (5,576,12) (16,180,60)
SIG |X|=960 count=1 (5,192,12) (16,60,60)
SIG |X|=576 count=1 (1,576,12) (4,144,12) (16,36,12)
SIG |X|=480 count=1 (5,96,12) (16,30,10)
SIG |X|=288 count=1 (2,144,12) (3,96,12) (16,18,6)
SIG |X|=240 count=1 (5,48,12) (16,15,5*)
# SUMMARY q=4 type=m threshold=239.0 tested=6 good=1
