# verifier B parabolic enumeration: q=17 type=m M=147968 threshold=147968 all_points=False
# q=17 type=m thr=147968: SL(2,q) subgroup classes (GL-conj) = 22 [13.8s]
# subgroups H of GL(2,q) with |H| > thr/q^2 = 512.00: 32 (with possible repetitions) [14.0s]
X    1 |H0|=34 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,34) (17,9248,272) (289,544,272)
X    2 |H0|=34 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,136) (17,9248,272) (289,544,272)
X    3 |H0|=34 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,136) (17,9248,272) (289,544,272)
X    4 |H0|=34 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,272) (17,9248,34) (289,544,272)
X    5 |H0|=34 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,272) (17,9248,136) (289,544,272)
X    6 |H0|=34 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,272) (17,9248,68) (289,544,272)
X    7 |H0|=34 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,272) (17,9248,136) (289,544,272)
X    8 |H0|=34 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,68) (17,9248,272) (289,544,272)
X    9 |H0|=4896 |H|=9792 |N|=289 H1=17^0 cls=0 |X|=2829888 good=False sig=(18,157216,272) (289,9792,2448)
X   10 |H0|=4896 |H|=39168 |N|=289 H1=17^0 cls=0 |X|=11319552 good=False sig=(18,628864,272) (289,39168,2448)
X   11 |H0|=4896 |H|=78336 |N|=289 H1=17^0 cls=0 |X|=22639104 good=False sig=(18,1257728,272) (289,78336,4896)
X   12 |H0|=4896 |H|=19584 |N|=289 H1=17^0 cls=0 |X|=5659776 good=False sig=(18,314432,272) (289,19584,2448)
X   13 |H0|=4896 |H|=4896 |N|=289 H1=17^0 cls=0 |X|=1414944 good=False sig=(18,78608,272) (289,4896,2448)
X   14 |H0|=136 |H|=1088 |N|=289 H1=17^0 cls=0 |X|=314432 good=False sig=(1,314432,136) (17,18496,136) (289,1088,136)
X   15 |H0|=136 |H|=2176 |N|=289 H1=17^0 cls=0 |X|=628864 good=False sig=(1,628864,136) (17,36992,272) (289,2176,272)
X   16 |H0|=136 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,136) (17,9248,136) (289,544,68)
X   17 |H0|=136 |H|=2176 |N|=289 H1=17^0 cls=0 |X|=628864 good=False sig=(1,628864,272) (17,36992,136) (289,2176,272)
X   18 |H0|=136 |H|=1088 |N|=289 H1=17^0 cls=0 |X|=314432 good=False sig=(1,314432,272) (17,18496,272) (289,1088,68)
X   19 |H0|=136 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,272) (17,9248,272) (289,544,136)
X   20 |H0|=272 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,272) (17,9248,272) (289,544,136)
X   21 |H0|=272 |H|=2176 |N|=289 H1=17^0 cls=0 |X|=628864 good=False sig=(1,628864,272) (17,36992,272) (289,2176,136)
X   22 |H0|=272 |H|=4352 |N|=289 H1=17^0 cls=0 |X|=1257728 good=False sig=(1,1257728,272) (17,73984,272) (289,4352,272)
X   23 |H0|=272 |H|=1088 |N|=289 H1=17^0 cls=0 |X|=314432 good=False sig=(1,314432,272) (17,18496,272) (289,1088,136)
X   24 |H0|=68 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,68) (17,9248,136) (289,544,136)
X   25 |H0|=68 |H|=1088 |N|=289 H1=17^0 cls=0 |X|=314432 good=False sig=(1,314432,68) (17,18496,272) (289,1088,272)
X   26 |H0|=68 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,136) (17,9248,68) (289,544,136)
X   27 |H0|=68 |H|=1088 |N|=289 H1=17^0 cls=0 |X|=314432 good=False sig=(1,314432,136) (17,18496,272) (289,1088,272)
X   28 |H0|=68 |H|=1088 |N|=289 H1=17^0 cls=0 |X|=314432 good=False sig=(1,314432,272) (17,18496,68) (289,1088,272)
X   29 |H0|=68 |H|=1088 |N|=289 H1=17^0 cls=0 |X|=314432 good=False sig=(1,314432,272) (17,18496,136) (289,1088,272)
X   30 |H0|=68 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,272) (17,9248,272) (289,544,34)
X   31 |H0|=68 |H|=544 |N|=289 H1=17^0 cls=0 |X|=157216 good=False sig=(1,157216,272) (17,9248,272) (289,544,68)
X   32 |H0|=36 |H|=576 |N|=289 H1=17^0 cls=0 |X|=166464 good=False sig=(18,9248,272) (289,576,36)
# q=17 type=m thr=147968: tested 32 subgroups X (|X| > thr), good: 0 [21.4s]
# distinct (order, orbit signature) pairs: 29
SIG |X|=22639104 count=1 (18,1257728,272) (289,78336,4896)
SIG |X|=11319552 count=1 (18,628864,272) (289,39168,2448)
SIG |X|=5659776 count=1 (18,314432,272) (289,19584,2448)
SIG |X|=2829888 count=1 (18,157216,272) (289,9792,2448)
SIG |X|=1414944 count=1 (18,78608,272) (289,4896,2448)
SIG |X|=1257728 count=1 (1,1257728,272) (17,73984,272) (289,4352,272)
SIG |X|=628864 count=1 (1,628864,136) (17,36992,272) (289,2176,272)
SIG |X|=628864 count=1 (1,628864,272) (17,36992,136) (289,2176,272)
SIG |X|=628864 count=1 (1,628864,272) (17,36992,272) (289,2176,136)
SIG |X|=314432 count=1 (1,314432,136) (17,18496,136) (289,1088,136)
SIG |X|=314432 count=1 (1,314432,272) (17,18496,272) (289,1088,68)
SIG |X|=314432 count=1 (1,314432,272) (17,18496,272) (289,1088,136)
SIG |X|=314432 count=1 (1,314432,68) (17,18496,272) (289,1088,272)
SIG |X|=314432 count=1 (1,314432,136) (17,18496,272) (289,1088,272)
SIG |X|=314432 count=1 (1,314432,272) (17,18496,68) (289,1088,272)
SIG |X|=314432 count=1 (1,314432,272) (17,18496,136) (289,1088,272)
SIG |X|=166464 count=1 (18,9248,272) (289,576,36)
SIG |X|=157216 count=1 (1,157216,34) (17,9248,272) (289,544,272)
SIG |X|=157216 count=2 (1,157216,136) (17,9248,272) (289,544,272)
SIG |X|=157216 count=1 (1,157216,272) (17,9248,34) (289,544,272)
SIG |X|=157216 count=2 (1,157216,272) (17,9248,136) (289,544,272)
SIG |X|=157216 count=1 (1,157216,272) (17,9248,68) (289,544,272)
SIG |X|=157216 count=1 (1,157216,68) (17,9248,272) (289,544,272)
SIG |X|=157216 count=1 (1,157216,136) (17,9248,136) (289,544,68)
SIG |X|=157216 count=2 (1,157216,272) (17,9248,272) (289,544,136)
SIG |X|=157216 count=1 (1,157216,68) (17,9248,136) (289,544,136)
SIG |X|=157216 count=1 (1,157216,136) (17,9248,68) (289,544,136)
SIG |X|=157216 count=1 (1,157216,272) (17,9248,272) (289,544,34)
SIG |X|=157216 count=1 (1,157216,272) (17,9248,272) (289,544,68)
# SUMMARY q=17 type=m threshold=147968 tested=32 good=0
