Orders of finite simple groups of Lie type

family

$n$

$q$

$|G|$

$A_n(q)$

1

4:

60

comment: $\operatorname{PSL}_{2}(4)$. This group is isomorphic to the alternating group $\operatorname{Alt}_5$.

$A_n(q)$

1

5:

60

comment: $\operatorname{PSL}_{2}(5)$. This group is isomorphic to the alternating group $\operatorname{Alt}_5$.

$A_n(q)$

1

7:

168

comment: $\operatorname{PSL}_{2}(7)$. This group is isomorphic to $A_2(2)$.

$A_n(q)$

1

8:

504

comment: $\operatorname{PSL}_{2}(8)$.

$A_n(q)$

1

9:

360

comment: $\operatorname{PSL}_{2}(9)$. This group is isomorphic to the alternating group $\operatorname{Alt}_6$.

$A_n(q)$

1

11:

660

comment: $\operatorname{PSL}_{2}(11)$.

$A_n(q)$

1

13:

1092

comment: $\operatorname{PSL}_{2}(13)$.

$A_n(q)$

1

16:

4080

comment: $\operatorname{PSL}_{2}(16)$.

$A_n(q)$

1

17:

2448

comment: $\operatorname{PSL}_{2}(17)$.

$A_n(q)$

1

19:

3420

comment: $\operatorname{PSL}_{2}(19)$.

$A_n(q)$

1

23:

6072

comment: $\operatorname{PSL}_{2}(23)$.

$A_n(q)$

1

25:

7800

comment: $\operatorname{PSL}_{2}(25)$.

$A_n(q)$

1

27:

9828

comment: $\operatorname{PSL}_{2}(27)$.

$A_n(q)$

1

29:

12180

comment: $\operatorname{PSL}_{2}(29)$.

$A_n(q)$

1

31:

14880

comment: $\operatorname{PSL}_{2}(31)$.

$A_n(q)$

1

32:

32736

comment: $\operatorname{PSL}_{2}(32)$.

$A_n(q)$

1

37:

25308

comment: $\operatorname{PSL}_{2}(37)$.

$A_n(q)$

1

41:

34440

comment: $\operatorname{PSL}_{2}(41)$.

$A_n(q)$

1

43:

39732

comment: $\operatorname{PSL}_{2}(43)$.

$A_n(q)$

1

47:

51888

comment: $\operatorname{PSL}_{2}(47)$.

$A_n(q)$

1

49:

58800

comment: $\operatorname{PSL}_{2}(49)$.

$A_n(q)$

1

53:

74412

comment: $\operatorname{PSL}_{2}(53)$.

$A_n(q)$

1

59:

102660

comment: $\operatorname{PSL}_{2}(59)$.

$A_n(q)$

1

61:

113460

comment: $\operatorname{PSL}_{2}(61)$.

$A_n(q)$

1

64:

262080

comment: $\operatorname{PSL}_{2}(64)$.

$A_n(q)$

1

67:

150348

comment: $\operatorname{PSL}_{2}(67)$.

$A_n(q)$

1

71:

178920

comment: $\operatorname{PSL}_{2}(71)$.

$A_n(q)$

1

73:

194472

comment: $\operatorname{PSL}_{2}(73)$.

$A_n(q)$

1

79:

246480

comment: $\operatorname{PSL}_{2}(79)$.

$A_n(q)$

1

81:

265680

comment: $\operatorname{PSL}_{2}(81)$.

$A_n(q)$

1

83:

285852

comment: $\operatorname{PSL}_{2}(83)$.

$A_n(q)$

1

89:

352440

comment: $\operatorname{PSL}_{2}(89)$.

$A_n(q)$

1

97:

456288

comment: $\operatorname{PSL}_{2}(97)$.

$A_n(q)$

1

101:

515100

comment: $\operatorname{PSL}_{2}(101)$.

$A_n(q)$

1

103:

546312

comment: $\operatorname{PSL}_{2}(103)$.

$A_n(q)$

1

107:

612468

comment: $\operatorname{PSL}_{2}(107)$.

$A_n(q)$

1

109:

647460

comment: $\operatorname{PSL}_{2}(109)$.

$A_n(q)$

1

113:

721392

comment: $\operatorname{PSL}_{2}(113)$.

$A_n(q)$

1

121:

885720

comment: $\operatorname{PSL}_{2}(121)$.

$A_n(q)$

1

125:

976500

comment: $\operatorname{PSL}_{2}(125)$.

$A_n(q)$

1

127:

1024128

comment: $\operatorname{PSL}_{2}(127)$.

$A_n(q)$

1

128:

2097024

comment: $\operatorname{PSL}_{2}(128)$.

$A_n(q)$

1

131:

1123980

comment: $\operatorname{PSL}_{2}(131)$.

$A_n(q)$

1

137:

1285608

comment: $\operatorname{PSL}_{2}(137)$.

$A_n(q)$

1

139:

1342740

comment: $\operatorname{PSL}_{2}(139)$.

$A_n(q)$

1

149:

1653900

comment: $\operatorname{PSL}_{2}(149)$.

$A_n(q)$

1

151:

1721400

comment: $\operatorname{PSL}_{2}(151)$.

$A_n(q)$

1

157:

1934868

comment: $\operatorname{PSL}_{2}(157)$.

$A_n(q)$

1

163:

2165292

comment: $\operatorname{PSL}_{2}(163)$.

$A_n(q)$

1

167:

2328648

comment: $\operatorname{PSL}_{2}(167)$.

$A_n(q)$

1

169:

2413320

comment: $\operatorname{PSL}_{2}(169)$.

$A_n(q)$

1

173:

2588772

comment: $\operatorname{PSL}_{2}(173)$.

$A_n(q)$

1

179:

2867580

comment: $\operatorname{PSL}_{2}(179)$.

$A_n(q)$

1

181:

2964780

comment: $\operatorname{PSL}_{2}(181)$.

$A_n(q)$

1

191:

3483840

comment: $\operatorname{PSL}_{2}(191)$.

$A_n(q)$

1

193:

3594432

comment: $\operatorname{PSL}_{2}(193)$.

$A_n(q)$

1

197:

3822588

comment: $\operatorname{PSL}_{2}(197)$.

$A_n(q)$

1

199:

3940200

comment: $\operatorname{PSL}_{2}(199)$.

$A_n(q)$

1

211:

4696860

comment: $\operatorname{PSL}_{2}(211)$.

$A_n(q)$

1

223:

5544672

comment: $\operatorname{PSL}_{2}(223)$.

$A_n(q)$

1

227:

5848428

comment: $\operatorname{PSL}_{2}(227)$.

$A_n(q)$

1

229:

6004380

comment: $\operatorname{PSL}_{2}(229)$.

$A_n(q)$

1

233:

6324552

comment: $\operatorname{PSL}_{2}(233)$.

$A_n(q)$

1

239:

6825840

comment: $\operatorname{PSL}_{2}(239)$.

$A_n(q)$

1

241:

6998640

comment: $\operatorname{PSL}_{2}(241)$.

$A_n(q)$

1

243:

7174332

comment: $\operatorname{PSL}_{2}(243)$.

$A_n(q)$

1

251:

7906500

comment: $\operatorname{PSL}_{2}(251)$.

$A_n(q)$

1

256:

16776960

comment: $\operatorname{PSL}_{2}(256)$.

$A_n(q)$

1

257:

8487168

comment: $\operatorname{PSL}_{2}(257)$.

$A_n(q)$

1

263:

9095592

comment: $\operatorname{PSL}_{2}(263)$.

$A_n(q)$

1

269:

9732420

comment: $\operatorname{PSL}_{2}(269)$.

$A_n(q)$

1

271:

9951120

comment: $\operatorname{PSL}_{2}(271)$.

$A_n(q)$

1

277:

10626828

comment: $\operatorname{PSL}_{2}(277)$.

$A_n(q)$

1

281:

11093880

comment: $\operatorname{PSL}_{2}(281)$.

$A_n(q)$

1

283:

11332452

comment: $\operatorname{PSL}_{2}(283)$.

$A_n(q)$

1

289:

12068640

comment: $\operatorname{PSL}_{2}(289)$.

$A_n(q)$

1

293:

12576732

comment: $\operatorname{PSL}_{2}(293)$.

$A_n(q)$

1

307:

14467068

comment: $\operatorname{PSL}_{2}(307)$.

$A_n(q)$

1

311:

15039960

comment: $\operatorname{PSL}_{2}(311)$.

$A_n(q)$

1

313:

15331992

comment: $\operatorname{PSL}_{2}(313)$.

$A_n(q)$

1

317:

15927348

comment: $\operatorname{PSL}_{2}(317)$.

$A_n(q)$

1

331:

18132180

comment: $\operatorname{PSL}_{2}(331)$.

$A_n(q)$

1

337:

19136208

comment: $\operatorname{PSL}_{2}(337)$.

$A_n(q)$

1

343:

20176632

comment: $\operatorname{PSL}_{2}(343)$.

$A_n(q)$

1

347:

20890788

comment: $\operatorname{PSL}_{2}(347)$.

$A_n(q)$

1

349:

21254100

comment: $\operatorname{PSL}_{2}(349)$.

$A_n(q)$

1

353:

21993312

comment: $\operatorname{PSL}_{2}(353)$.

$A_n(q)$

1

359:

23133960

comment: $\operatorname{PSL}_{2}(359)$.

$A_n(q)$

1

361:

23522760

comment: $\operatorname{PSL}_{2}(361)$.

$A_n(q)$

1

367:

24715248

comment: $\operatorname{PSL}_{2}(367)$.

$A_n(q)$

1

373:

25947372

comment: $\operatorname{PSL}_{2}(373)$.

$A_n(q)$

1

379:

27219780

comment: $\operatorname{PSL}_{2}(379)$.

$A_n(q)$

1

383:

28090752

comment: $\operatorname{PSL}_{2}(383)$.

$A_n(q)$

1

389:

29431740

comment: $\operatorname{PSL}_{2}(389)$.

$A_n(q)$

1

397:

31285188

comment: $\operatorname{PSL}_{2}(397)$.

$A_n(q)$

1

401:

32240400

comment: $\operatorname{PSL}_{2}(401)$.

$A_n(q)$

1

409:

34208760

comment: $\operatorname{PSL}_{2}(409)$.

$A_n(q)$

1

419:

36779820

comment: $\operatorname{PSL}_{2}(419)$.

$A_n(q)$

1

421:

37309020

comment: $\operatorname{PSL}_{2}(421)$.

$A_n(q)$

1

431:

40031280

comment: $\operatorname{PSL}_{2}(431)$.

$A_n(q)$

1

433:

40591152

comment: $\operatorname{PSL}_{2}(433)$.

$A_n(q)$

1

439:

42302040

comment: $\operatorname{PSL}_{2}(439)$.

$A_n(q)$

1

443:

43468932

comment: $\operatorname{PSL}_{2}(443)$.

$A_n(q)$

1

449:

45259200

comment: $\operatorname{PSL}_{2}(449)$.

$A_n(q)$

1

457:

47721768

comment: $\operatorname{PSL}_{2}(457)$.

$A_n(q)$

1

461:

48985860

comment: $\operatorname{PSL}_{2}(461)$.

$A_n(q)$

1

463:

49626192

comment: $\operatorname{PSL}_{2}(463)$.

$A_n(q)$

1

467:

50923548

comment: $\operatorname{PSL}_{2}(467)$.

$A_n(q)$

1

479:

54950880

comment: $\operatorname{PSL}_{2}(479)$.

$A_n(q)$

1

487:

57750408

comment: $\operatorname{PSL}_{2}(487)$.

$A_n(q)$

1

491:

59185140

comment: $\operatorname{PSL}_{2}(491)$.

$A_n(q)$

1

499:

62125500

comment: $\operatorname{PSL}_{2}(499)$.

$A_n(q)$

1

503:

63631512

comment: $\operatorname{PSL}_{2}(503)$.

$A_n(q)$

1

509:

65935860

comment: $\operatorname{PSL}_{2}(509)$.

$A_n(q)$

1

512:

134217216

comment: $\operatorname{PSL}_{2}(512)$.

$A_n(q)$

1

521:

70710120

comment: $\operatorname{PSL}_{2}(521)$.

$A_n(q)$

1

523:

71527572

comment: $\operatorname{PSL}_{2}(523)$.

$A_n(q)$

1

529:

74017680

comment: $\operatorname{PSL}_{2}(529)$.

$A_n(q)$

1

541:

79169940

comment: $\operatorname{PSL}_{2}(541)$.

$A_n(q)$

1

547:

81833388

comment: $\operatorname{PSL}_{2}(547)$.

$A_n(q)$

1

557:

86404068

comment: $\operatorname{PSL}_{2}(557)$.

$A_n(q)$

1

563:

89226492

comment: $\operatorname{PSL}_{2}(563)$.

$A_n(q)$

1

569:

92109720

comment: $\operatorname{PSL}_{2}(569)$.

$A_n(q)$

1

571:

93084420

comment: $\operatorname{PSL}_{2}(571)$.

$A_n(q)$

1

577:

96049728

comment: $\operatorname{PSL}_{2}(577)$.

$A_n(q)$

1

587:

101130708

comment: $\operatorname{PSL}_{2}(587)$.

$A_n(q)$

1

593:

104263632

comment: $\operatorname{PSL}_{2}(593)$.

$A_n(q)$

1

599:

107460600

comment: $\operatorname{PSL}_{2}(599)$.

$A_n(q)$

1

601:

108540600

comment: $\operatorname{PSL}_{2}(601)$.

$A_n(q)$

1

607:

111823968

comment: $\operatorname{PSL}_{2}(607)$.

$A_n(q)$

1

613:

115172892

comment: $\operatorname{PSL}_{2}(613)$.

$A_n(q)$

1

617:

117442248

comment: $\operatorname{PSL}_{2}(617)$.

$A_n(q)$

1

619:

118588020

comment: $\operatorname{PSL}_{2}(619)$.

$A_n(q)$

1

625:

122070000

comment: $\operatorname{PSL}_{2}(625)$.

$A_n(q)$

1

631:

125619480

comment: $\operatorname{PSL}_{2}(631)$.

$A_n(q)$

1

641:

131687040

comment: $\operatorname{PSL}_{2}(641)$.

$A_n(q)$

1

643:

132923532

comment: $\operatorname{PSL}_{2}(643)$.

$A_n(q)$

1

647:

135419688

comment: $\operatorname{PSL}_{2}(647)$.

$A_n(q)$

1

653:

139222212

comment: $\operatorname{PSL}_{2}(653)$.

$A_n(q)$

1

659:

143095260

comment: $\operatorname{PSL}_{2}(659)$.

$A_n(q)$

1

661:

144402060

comment: $\operatorname{PSL}_{2}(661)$.

$A_n(q)$

1

673:

152410272

comment: $\operatorname{PSL}_{2}(673)$.

$A_n(q)$

1

677:

155144028

comment: $\operatorname{PSL}_{2}(677)$.

$A_n(q)$

1

683:

159305652

comment: $\operatorname{PSL}_{2}(683)$.

$A_n(q)$

1

691:

164969340

comment: $\operatorname{PSL}_{2}(691)$.

$A_n(q)$

1

701:

172235700

comment: $\operatorname{PSL}_{2}(701)$.

$A_n(q)$

1

709:

178200060

comment: $\operatorname{PSL}_{2}(709)$.

$A_n(q)$

1

719:

185847120

comment: $\operatorname{PSL}_{2}(719)$.

$A_n(q)$

1

727:

192119928

comment: $\operatorname{PSL}_{2}(727)$.

$A_n(q)$

1

729:

193709880

comment: $\operatorname{PSL}_{2}(729)$.

$A_n(q)$

1

733:

196916052

comment: $\operatorname{PSL}_{2}(733)$.

$A_n(q)$

1

739:

201791340

comment: $\operatorname{PSL}_{2}(739)$.

$A_n(q)$

1

743:

205085832

comment: $\operatorname{PSL}_{2}(743)$.

$A_n(q)$

1

751:

211782000

comment: $\operatorname{PSL}_{2}(751)$.

$A_n(q)$

1

757:

216898668

comment: $\operatorname{PSL}_{2}(757)$.

$A_n(q)$

1

761:

220355160

comment: $\operatorname{PSL}_{2}(761)$.

$A_n(q)$

1

769:

227377920

comment: $\operatorname{PSL}_{2}(769)$.

$A_n(q)$

1

773:

230944572

comment: $\operatorname{PSL}_{2}(773)$.

$A_n(q)$

1

787:

243721308

comment: $\operatorname{PSL}_{2}(787)$.

$A_n(q)$

1

797:

253130388

comment: $\operatorname{PSL}_{2}(797)$.

$A_n(q)$

1

809:

264737160

comment: $\operatorname{PSL}_{2}(809)$.

$A_n(q)$

1

811:

266705460

comment: $\operatorname{PSL}_{2}(811)$.

$A_n(q)$

1

821:

276693420

comment: $\operatorname{PSL}_{2}(821)$.

$A_n(q)$

1

823:

278720472

comment: $\operatorname{PSL}_{2}(823)$.

$A_n(q)$

1

827:

282804228

comment: $\operatorname{PSL}_{2}(827)$.

$A_n(q)$

1

829:

284860980

comment: $\operatorname{PSL}_{2}(829)$.

$A_n(q)$

1

839:

295294440

comment: $\operatorname{PSL}_{2}(839)$.

$A_n(q)$

1

841:

297411240

comment: $\operatorname{PSL}_{2}(841)$.

$A_n(q)$

1

853:

310324812

comment: $\operatorname{PSL}_{2}(853)$.

$A_n(q)$

1

857:

314710968

comment: $\operatorname{PSL}_{2}(857)$.

$A_n(q)$

1

859:

316919460

comment: $\operatorname{PSL}_{2}(859)$.

$A_n(q)$

1

863:

321367392

comment: $\operatorname{PSL}_{2}(863)$.

$A_n(q)$

1

877:

337262628

comment: $\operatorname{PSL}_{2}(877)$.

$A_n(q)$

1

881:

341898480

comment: $\operatorname{PSL}_{2}(881)$.

$A_n(q)$

1

883:

344232252

comment: $\operatorname{PSL}_{2}(883)$.

$A_n(q)$

1

887:

348931608

comment: $\operatorname{PSL}_{2}(887)$.

$A_n(q)$

1

907:

373070868

comment: $\operatorname{PSL}_{2}(907)$.

$A_n(q)$

1

911:

378028560

comment: $\operatorname{PSL}_{2}(911)$.

$A_n(q)$

1

919:

388075320

comment: $\operatorname{PSL}_{2}(919)$.

$A_n(q)$

1

929:

400882080

comment: $\operatorname{PSL}_{2}(929)$.

$A_n(q)$

1

937:

411328008

comment: $\operatorname{PSL}_{2}(937)$.

$A_n(q)$

1

941:

416618340

comment: $\operatorname{PSL}_{2}(941)$.

$A_n(q)$

1

947:

424638588

comment: $\operatorname{PSL}_{2}(947)$.

$A_n(q)$

1

953:

432761112

comment: $\operatorname{PSL}_{2}(953)$.

$A_n(q)$

1

961:

443751360

comment: $\operatorname{PSL}_{2}(961)$.

$A_n(q)$

1

967:

452115048

comment: $\operatorname{PSL}_{2}(967)$.

$A_n(q)$

1

971:

457748820

comment: $\operatorname{PSL}_{2}(971)$.

$A_n(q)$

1

977:

466286928

comment: $\operatorname{PSL}_{2}(977)$.

$A_n(q)$

1

983:

474930552

comment: $\operatorname{PSL}_{2}(983)$.

$A_n(q)$

1

991:

486620640

comment: $\operatorname{PSL}_{2}(991)$.

$A_n(q)$

1

997:

495512988

comment: $\operatorname{PSL}_{2}(997)$.

$A_n(q)$

2

2:

168

comment: $\operatorname{PSL}_{3}(2)$. This group is isomorphic to $A_1(7)$.

$A_n(q)$

2

3:

5616

comment: $\operatorname{PSL}_{3}(3)$.

$A_n(q)$

2

4:

20160

comment: $\operatorname{PSL}_{3}(4)$. It has the same order as $A_3(2)$ and is not isomorphic to it.

$A_n(q)$

2

5:

372000

comment: $\operatorname{PSL}_{3}(5)$.

$A_n(q)$

2

7:

1876896

comment: $\operatorname{PSL}_{3}(7)$.

$A_n(q)$

2

8:

16482816

comment: $\operatorname{PSL}_{3}(8)$.

$A_n(q)$

2

9:

42456960

comment: $\operatorname{PSL}_{3}(9)$.

$A_n(q)$

2

11:

212427600

comment: $\operatorname{PSL}_{3}(11)$.

$A_n(q)$

2

13:

270178272

comment: $\operatorname{PSL}_{3}(13)$.

$A_n(q)$

2

16:

1425715200

comment: $\operatorname{PSL}_{3}(16)$.

$A_n(q)$

2

17:

6950204928

comment: $\operatorname{PSL}_{3}(17)$.

$A_n(q)$

2

19:

5644682640

comment: $\operatorname{PSL}_{3}(19)$.

$A_n(q)$

2

23:

78156525216

comment: $\operatorname{PSL}_{3}(23)$.

$A_n(q)$

2

25:

50778000000

comment: $\operatorname{PSL}_{3}(25)$.

$A_n(q)$

2

27:

282027786768

comment: $\operatorname{PSL}_{3}(27)$.

$A_n(q)$

2

29:

499631102880

comment: $\operatorname{PSL}_{3}(29)$.

$A_n(q)$

2

31:

283991644800

comment: $\operatorname{PSL}_{3}(31)$.

$A_n(q)$

2

32:

1098404364288

comment: $\operatorname{PSL}_{3}(32)$.

$A_n(q)$

3

2:

20160

comment: $\operatorname{PSL}_{4}(2)$. This group is isomorphic to the alternating group $\operatorname{Alt}_8$. It has the same order as $A_2(4)$ and is not isomorphic to it.

$A_n(q)$

3

3:

6065280

comment: $\operatorname{PSL}_{4}(3)$.

$A_n(q)$

3

4:

987033600

comment: $\operatorname{PSL}_{4}(4)$.

$A_n(q)$

3

5:

7254000000

comment: $\operatorname{PSL}_{4}(5)$.

$A_n(q)$

3

7:

2317591180800

comment: $\operatorname{PSL}_{4}(7)$.

$A_n(q)$

3

8:

34558531338240

comment: $\operatorname{PSL}_{4}(8)$.

$A_n(q)$

3

9:

50759843097600

comment: $\operatorname{PSL}_{4}(9)$.

$A_n(q)$

3

11:

2069665112592000

comment: $\operatorname{PSL}_{4}(11)$.

$A_n(q)$

3

13:

12714519233969280

comment: $\operatorname{PSL}_{4}(13)$.

$A_n(q)$

3

16:

1148120010326016000

comment: $\operatorname{PSL}_{4}(16)$.

$A_n(q)$

3

17:

712975930219192320

comment: $\operatorname{PSL}_{4}(17)$.

$A_n(q)$

3

19:

7568375355962524800

comment: $\operatorname{PSL}_{4}(19)$.

$A_n(q)$

3

23:

133054187487045834240

comment: $\operatorname{PSL}_{4}(23)$.

$A_n(q)$

3

25:

232442642250000000000

comment: $\operatorname{PSL}_{4}(25)$.

$A_n(q)$

3

27:

1475052355750361431680

comment: $\operatorname{PSL}_{4}(27)$.

$A_n(q)$

3

29:

2154640634826571382400

comment: $\operatorname{PSL}_{4}(29)$.

$A_n(q)$

3

31:

11720016110603234304000

comment: $\operatorname{PSL}_{4}(31)$.

$A_n(q)$

3

32:

37740850586690833612800

comment: $\operatorname{PSL}_{4}(32)$.

$A_n(q)$

4

2:

9999360

comment: $\operatorname{PSL}_{5}(2)$.

$A_n(q)$

4

3:

237783237120

comment: $\operatorname{PSL}_{5}(3)$.

$A_n(q)$

4

4:

258492255436800

comment: $\operatorname{PSL}_{5}(4)$.

$A_n(q)$

4

5:

56653740000000000

comment: $\operatorname{PSL}_{5}(5)$.

$A_n(q)$

4

7:

187035198320488089600

comment: $\operatorname{PSL}_{5}(7)$.

$A_n(q)$

4

8:

4638226007491010887680

comment: $\operatorname{PSL}_{5}(8)$.

$A_n(q)$

4

9:

78660280796419613491200

comment: $\operatorname{PSL}_{5}(9)$.

$A_n(q)$

4

11:

1952052708565059186240000

comment: $\operatorname{PSL}_{5}(11)$.

$A_n(q)$

4

13:

539322992420959314658621440

comment: $\operatorname{PSL}_{5}(13)$.

$A_n(q)$

4

16:

15779626219308347912355840000

comment: $\operatorname{PSL}_{5}(16)$.

$A_n(q)$

4

17:

338200968038818404584356577280

comment: $\operatorname{PSL}_{5}(17)$.

$A_n(q)$

4

19:

4884441266449243967839995916800

comment: $\operatorname{PSL}_{5}(19)$.

$A_n(q)$

4

23:

479301733354145431228899668674560

comment: $\operatorname{PSL}_{5}(23)$.

$A_n(q)$

4

25:

3546792884031271875000000000000000

comment: $\operatorname{PSL}_{5}(25)$.

$A_n(q)$

4

27:

22496309500661613496614846025474560

comment: $\operatorname{PSL}_{5}(27)$.

$A_n(q)$

4

29:

125030738764126958896505609824204800

comment: $\operatorname{PSL}_{5}(29)$.

$A_n(q)$

4

31:

123949114743058166800606319677440000

comment: $\operatorname{PSL}_{5}(31)$.

$A_n(q)$

4

32:

1327888090416993633349851746716876800

comment: $\operatorname{PSL}_{5}(32)$.

$A_n(q)$

5

2:

20158709760

comment: $\operatorname{PSL}_{6}(2)$.

$A_n(q)$

5

3:

21032402889738240

comment: $\operatorname{PSL}_{6}(3)$.

$A_n(q)$

5

4:

361310134959341568000

comment: $\operatorname{PSL}_{6}(4)$.

$A_n(q)$

5

5:

1383059427750000000000000

comment: $\operatorname{PSL}_{6}(5)$.

$A_n(q)$

5

7:

61637759336805268655956377600

comment: $\operatorname{PSL}_{6}(7)$.

$A_n(q)$

5

8:

39841906041871272087686291128320

comment: $\operatorname{PSL}_{6}(8)$.

$A_n(q)$

5

9:

1234219157861100568481165377536000

comment: $\operatorname{PSL}_{6}(9)$.

$A_n(q)$

5

11:

1392357762553459444742198951136000000

comment: $\operatorname{PSL}_{6}(11)$.

$A_n(q)$

5

13:

161092184393918097496815608751014338560

comment: $\operatorname{PSL}_{6}(13)$.

$A_n(q)$

5

16:

462663506025466305743674992991666176000000

comment: $\operatorname{PSL}_{6}(16)$.

$A_n(q)$

5

17:

5795394013785237424397115311512356535664640

comment: $\operatorname{PSL}_{6}(17)$.

$A_n(q)$

5

19:

94831635934576164702281959181934296199936000

comment: $\operatorname{PSL}_{6}(19)$.

$A_n(q)$

5

23:

228341682719969271084600854470906416499415531520

comment: $\operatorname{PSL}_{6}(23)$.

$A_n(q)$

5

25:

1409368860524339764121337890625000000000000000000

comment: $\operatorname{PSL}_{6}(25)$.

$A_n(q)$

5

27:

62529173357679445486745538005993093300978285844480

comment: $\operatorname{PSL}_{6}(27)$.

$A_n(q)$

5

29:

762719373370310601328315687732675055698176095232000

comment: $\operatorname{PSL}_{6}(29)$.

$A_n(q)$

5

31:

2624465178941889107760440361601779543189897216000000

comment: $\operatorname{PSL}_{6}(31)$.

$A_n(q)$

5

32:

47842210428977005586996347966937559385399890857164800

comment: $\operatorname{PSL}_{6}(32)$.

$A_n(q)$

6

2:

163849992929280

comment: $\operatorname{PSL}_{7}(2)$.

$A_n(q)$

6

3:

67034222101339041669120

comment: $\operatorname{PSL}_{7}(3)$.

$A_n(q)$

6

4:

72736898347485916060188672000

comment: $\operatorname{PSL}_{7}(4)$.

$A_n(q)$

6

5:

3376566710423156250000000000000000

comment: $\operatorname{PSL}_{7}(5)$.

$A_n(q)$

6

7:

35832085525362833262818017603275320524800

comment: $\operatorname{PSL}_{7}(7)$.

$A_n(q)$

6

8:

3129044148368792621827017675376367700541440

comment: $\operatorname{PSL}_{7}(8)$.

$A_n(q)$

6

9:

6274437692242927471137606015213542491815936000

comment: $\operatorname{PSL}_{7}(9)$.

$A_n(q)$

6

11:

96135927542708399899255305182049843989024640000000

comment: $\operatorname{PSL}_{7}(11)$.

$A_n(q)$

6

13:

292744870451553681337764713395154870811717683548323840

comment: $\operatorname{PSL}_{7}(13)$.

$A_n(q)$

6

16:

6250953556716035128410432324826884069977661206691840000000

comment: $\operatorname{PSL}_{7}(16)$.

$A_n(q)$

6

17:

114801864202170213472652732564709036922150374747665376215040

comment: $\operatorname{PSL}_{7}(17)$.

$A_n(q)$

6

19:

23927719279164455006956581404646530551750371917186100507648000

comment: $\operatorname{PSL}_{7}(19)$.

$A_n(q)$

6

23:

230185022005643334957368187720658205256178177258084072726235381760

comment: $\operatorname{PSL}_{7}(23)$.

$A_n(q)$

6

25:

12600739541293043822166592451972007751464843750000000000000000000000

comment: $\operatorname{PSL}_{7}(25)$.

$A_n(q)$

6

27:

506805847360911272598839784456378568153399551283004048477153906810880

comment: $\operatorname{PSL}_{7}(27)$.

$A_n(q)$

6

29:

2235994371965576672741034919859864524083696819183778557363473473536000

comment: $\operatorname{PSL}_{7}(29)$.

$A_n(q)$

6

31:

384498000063100458225833407279440367032915052870391430916924047360000000

comment: $\operatorname{PSL}_{7}(31)$.

$A_n(q)$

6

32:

1765066023356423583686009318112650972332141411765928648917937562216038400

comment: $\operatorname{PSL}_{7}(32)$.

$A_n(q)$

7

2:

5348063769211699200

comment: $\operatorname{PSL}_{8}(2)$.

$A_n(q)$

7

3:

480860607452861427947598643200

comment: $\operatorname{PSL}_{8}(3)$.

$A_n(q)$

7

4:

78099458182389588115529148326215680000

comment: $\operatorname{PSL}_{8}(4)$.

$A_n(q)$

7

5:

25761093646334667714843750000000000000000000

comment: $\operatorname{PSL}_{8}(5)$.

$A_n(q)$

7

7:

85057500275967538647136529625446531799449748111360000

comment: $\operatorname{PSL}_{8}(7)$.

$A_n(q)$

7

8:

770654129255561941216424578913668563609374922170066534400

comment: $\operatorname{PSL}_{8}(8)$.

$A_n(q)$

7

9:

161481381212849029341257163594808056515516032931132866560000

comment: $\operatorname{PSL}_{8}(9)$.

$A_n(q)$

7

11:

200791812734718533965384952594304192292160796451160478873600000000

comment: $\operatorname{PSL}_{8}(11)$.

$A_n(q)$

7

13:

3746101900246944692262032706342657393736793407381200042434707547750400

comment: $\operatorname{PSL}_{8}(13)$.

$A_n(q)$

7

16:

7206858778158595215741468421408397308494085979806537732328979745996800000000

comment: $\operatorname{PSL}_{8}(16)$.

$A_n(q)$

7

17:

41076437800185487761396866299675773623705099224624358099917013404578584985600

comment: $\operatorname{PSL}_{8}(17)$.

$A_n(q)$

7

19:

181624872945395760262077477254405172606112606525554741213012769980462703165440000

comment: $\operatorname{PSL}_{8}(19)$.

$A_n(q)$

7

23:

30687718771033525605686963007091380992786199807528488019217481393636326975536680140800

comment: $\operatorname{PSL}_{8}(23)$.

$A_n(q)$

7

25:

1466919148947399064841304714789038613807829096913337707519531250000000000000000000000000

comment: $\operatorname{PSL}_{8}(25)$.

$A_n(q)$

7

27:

748631477303650555802175817769511682015468525035123510450643739748793158537220613495193600

comment: $\operatorname{PSL}_{8}(27)$.

$A_n(q)$

7

29:

33765930579884392597396417191809749628398905839394523002751355845323447898962943262392320000

comment: $\operatorname{PSL}_{8}(29)$.

$A_n(q)$

7

31:

4511173153405194144833372138405851224631268257119592654681073401255798504557302199091200000000

comment: $\operatorname{PSL}_{8}(31)$.

$A_n(q)$

7

32:

66682309029942433513735053754882541084539939808579200276519233022750125966626983675774894080000

comment: $\operatorname{PSL}_{8}(32)$.

$A_n(q)$

8

2:

699612310033197642547200

comment: $\operatorname{PSL}_{9}(2)$.

$A_n(q)$

8

3:

124190524600592082795473760093457612800

comment: $\operatorname{PSL}_{9}(3)$.

$A_n(q)$

8

4:

447244452196213365088128369288351077766266880000

comment: $\operatorname{PSL}_{9}(4)$.

$A_n(q)$

8

5:

78616578542037111790447631835937500000000000000000000000

comment: $\operatorname{PSL}_{9}(5)$.

$A_n(q)$

8

7:

13191313011550511408913226688319815618147473583337425366223421440000

comment: $\operatorname{PSL}_{9}(7)$.

$A_n(q)$

8

8:

1735358811744010621392695279253817216387339766581419628796276837764300800

comment: $\operatorname{PSL}_{9}(8)$.

$A_n(q)$

8

9:

21544434629188502198475534222568348058411918783904084283787397347451863040000

comment: $\operatorname{PSL}_{9}(9)$.

$A_n(q)$

8

11:

202979250101417256967577007642200337994252923843315391193683418161993079808000000000

comment: $\operatorname{PSL}_{9}(11)$.

$A_n(q)$

8

13:

43207119347286720997967567531855559164917915144840594029317773898600775838647547487846400

comment: $\operatorname{PSL}_{9}(13)$.

$A_n(q)$

8

16:

709029757088662133439299734909302759817095291285471435683267013775912444155937513537536000000000

comment: $\operatorname{PSL}_{9}(16)$.

$A_n(q)$

8

17:

271840665303173811530000361021800371958153611469920820080602102298519105792024452850908400504012800

comment: $\operatorname{PSL}_{9}(17)$.

$A_n(q)$

9

2:

366440137299948128422802227200

comment: $\operatorname{PSL}_{10}(2)$.

$A_n(q)$

9

3:

72169708433844014882243565028104091314526617600

comment: $\operatorname{PSL}_{10}(3)$.

$A_n(q)$

9

4:

368812505008683951821121811770139788995799254587932672000000

comment: $\operatorname{PSL}_{10}(4)$.

$A_n(q)$

9

5:

749746041218752566202615590039253234863281250000000000000000000000000

comment: $\operatorname{PSL}_{10}(5)$.

$A_n(q)$

9

7:

225549590765694238368482610321986554880369139661555289921652128369489174341877760000

comment: $\operatorname{PSL}_{10}(7)$.

$A_n(q)$

9

8:

250091561300665937496670045248185366517607083447638643430567225523065947338814914769715200

comment: $\operatorname{PSL}_{10}(8)$.

$A_n(q)$

9

9:

14551668258393012589810858730735444496676478023449484662128232282611307941390212065656832000000

comment: $\operatorname{PSL}_{10}(9)$.

$A_n(q)$

10

2:

768105432118265670534631586896281600

comment: $\operatorname{PSL}_{11}(2)$.

$A_n(q)$

10

3:

1509832758452846089241242723335192144161649906717347020800

comment: $\operatorname{PSL}_{11}(3)$.

$A_n(q)$

10

4:

1622054164177027727543696546566433802713246257293221974473562914816000000

comment: $\operatorname{PSL}_{11}(4)$.

$A_n(q)$

10

5:

715013528694108621637881311616598082408308982849121093750000000000000000000000000000

comment: $\operatorname{PSL}_{11}(5)$.

$A_n(q)$

11

2:

6441762292785762141878919881400879415296000

comment: $\operatorname{PSL}_{12}(2)$.

$A_n(q)$

11

3:

71070093957772661790109871814116384615466504679831521932158697472000

comment: $\operatorname{PSL}_{12}(3)$.

$A_n(q)$

11

4:

38047302572633198946802493179301387485158087319430474387552523990363054979153920000000

comment: $\operatorname{PSL}_{12}(4)$.

$A_n(q)$

11

5:

2130906360642353320440090886914241999467382542206905782222747802734375000000000000000000000000000000

comment: $\operatorname{PSL}_{12}(5)$.

$A_n(q)$

12

2:

216123289355092695876117433338079655078664339456000

comment: $\operatorname{PSL}_{13}(2)$.

$A_n(q)$

12

3:

120433686625805503914003556043578529065551233185566777182146504431797312421888000

comment: $\operatorname{PSL}_{13}(3)$.

$A_n(q)$

13

2:

29005806383140729950522834209814601639147584498136252416000

comment: $\operatorname{PSL}_{14}(2)$.

$A_n(q)$

13

3:

459189312915629193252769642505097726673724583831907821117969252810962824930054247144226816000

comment: $\operatorname{PSL}_{14}(3)$.

$A_n(q)$

14

2:

15571898495080403735163399512932270930492602798087054670480539648000

comment: $\operatorname{PSL}_{15}(2)$.

$A_n(q)$

15

2:

33439887126531088671831929227837976590084758712242507868731544889972490240000

comment: $\operatorname{PSL}_{16}(2)$.

$A_n(q)$

16

2:

287244251664322155204161227706987408892821465279518326709453607421449618603838013440000

comment: $\operatorname{PSL}_{17}(2)$.

$A_n(q)$

17

2:

9869599685219503666847342489081321924773923700443548577771853841731560062276849940195170058240000

comment: $\operatorname{PSL}_{18}(2)$.

$B_n(q)$

2

3:

25920

comment: $B_{2}(3)$. This group is isomorphic to ${}^2A_3(2^2)$.

$B_n(q)$

2

4:

979200

comment: $B_{2}(4)$.

$B_n(q)$

2

5:

4680000

comment: $B_{2}(5)$.

$B_n(q)$

2

7:

138297600

comment: $B_{2}(7)$.

$B_n(q)$

2

8:

1056706560

comment: $B_{2}(8)$.

$B_n(q)$

2

9:

1721606400

comment: $B_{2}(9)$.

$B_n(q)$

2

11:

12860654400

comment: $B_{2}(11)$.

$B_n(q)$

2

13:

68518981440

comment: $B_{2}(13)$.

$B_n(q)$

2

16:

1095199948800

comment: $B_{2}(16)$.

$B_n(q)$

2

17:

1004497044480

comment: $B_{2}(17)$.

$B_n(q)$

2

19:

3057017889600

comment: $B_{2}(19)$.

$B_n(q)$

2

23:

20674026236160

comment: $B_{2}(23)$.

$B_n(q)$

2

25:

47607300000000

comment: $B_{2}(25)$.

$B_n(q)$

2

27:

102804157834560

comment: $B_{2}(27)$.

$B_n(q)$

2

29:

210103196385600

comment: $B_{2}(29)$.

$B_n(q)$

2

31:

409387254681600

comment: $B_{2}(31)$.

$B_n(q)$

2

32:

1124799322521600

comment: $B_{2}(32)$.

$B_n(q)$

3

2:

1451520

comment: $B_{3}(2)$. It is isomorphic to $C_{3}(2)$.

$B_n(q)$

3

3:

4585351680

comment: $B_{3}(3)$. It has the same order as $C_{3}(3)$.

$B_n(q)$

3

4:

4106059776000

comment: $B_{3}(4)$. It is isomorphic to $C_{3}(4)$.

$B_n(q)$

3

5:

228501000000000

comment: $B_{3}(5)$. It has the same order as $C_{3}(5)$.

$B_n(q)$

3

7:

273457218604953600

comment: $B_{3}(7)$. It has the same order as $C_{3}(7)$.

$B_n(q)$

3

8:

9077005607176765440

comment: $B_{3}(8)$. It is isomorphic to $C_{3}(8)$.

$B_n(q)$

3

9:

54025731402499584000

comment: $B_{3}(9)$. It has the same order as $C_{3}(9)$.

$B_n(q)$

3

11:

3669292720793456064000

comment: $B_{3}(11)$. It has the same order as $C_{3}(11)$.

$B_n(q)$

3

13:

122796979335906113871360

comment: $B_{3}(13)$. It has the same order as $C_{3}(13)$.

$B_n(q)$

3

16:

19266960106724096212992000

comment: $B_{3}(16)$. It is isomorphic to $C_{3}(16)$.

$B_n(q)$

3

17:

34426017123500213280276480

comment: $B_{3}(17)$. It has the same order as $C_{3}(17)$.

$B_n(q)$

3

19:

356112797846512129157952000

comment: $B_{3}(19)$. It has the same order as $C_{3}(19)$.

$B_n(q)$

3

23:

19698413800116660942130237440

comment: $B_{3}(23)$. It has the same order as $C_{3}(23)$.

$B_n(q)$

3

25:

113504647743703125000000000000

comment: $B_{3}(25)$. It has the same order as $C_{3}(25)$.

$B_n(q)$

3

27:

571494538420925222152265448960

comment: $B_{3}(27)$. It has the same order as $C_{3}(27)$.

$B_n(q)$

3

29:

2563366094999064467944348608000

comment: $B_{3}(29)$. It has the same order as $C_{3}(29)$.

$B_n(q)$

3

31:

10401906590539624556258623488000

comment: $B_{3}(31)$. It has the same order as $C_{3}(31)$.

$B_n(q)$

3

32:

40525166440456910492724205977600

comment: $B_{3}(32)$. It is isomorphic to $C_{3}(32)$.

$B_n(q)$

4

2:

47377612800

comment: $B_{4}(2)$. It is isomorphic to $C_{4}(2)$.

$B_n(q)$

4

3:

65784756654489600

comment: $B_{4}(3)$. It has the same order as $C_{4}(3)$.

$B_n(q)$

4

4:

4408780839651901440000

comment: $B_{4}(4)$. It is isomorphic to $C_{4}(4)$.

$B_n(q)$

4

5:

6973279267500000000000000

comment: $B_{4}(5)$. It has the same order as $C_{4}(5)$.

$B_n(q)$

4

7:

1298254740461168363656151040000

comment: $B_{4}(7)$. It has the same order as $C_{4}(7)$.

$B_n(q)$

4

8:

319368723699461283992462111539200

comment: $B_{4}(8)$. It is isomorphic to $C_{4}(8)$.

$B_n(q)$

4

9:

11123418742298669930322238341120000

comment: $B_{4}(9)$. It has the same order as $C_{4}(9)$.

$B_n(q)$

4

11:

15327546229480503060059133622302720000

comment: $B_{4}(11)$. It has the same order as $C_{4}(11)$.

$B_n(q)$

4

13:

6285473039035875453413769653194694246400

comment: $B_{4}(13)$. It has the same order as $C_{4}(13)$.

$B_n(q)$

4

16:

22213292630272506774419304600032866467840000

comment: $B_{4}(16)$. It is isomorphic to $C_{4}(16)$.

$B_n(q)$

4

17:

98541824971852325333396205541648137034137600

comment: $B_{4}(17)$. It has the same order as $C_{4}(17)$.

$B_n(q)$

4

19:

5406193620753705981253166539179841552005120000

comment: $B_{4}(19)$. It has the same order as $C_{4}(19)$.

$B_n(q)$

4

23:

5252291201802050178266338578505309481956402790400

comment: $B_{4}(23)$. It has the same order as $C_{4}(23)$.

$B_n(q)$

4

25:

105709440766795781385662841796875000000000000000000

comment: $B_{4}(25)$. It has the same order as $C_{4}(25)$.

$B_n(q)$

4

27:

1688373576575364975707514459741817363489438768742400

comment: $B_{4}(27)$. It has the same order as $C_{4}(27)$.

$B_n(q)$

4

29:

22119769862896408048724133628291257570336870021120000

comment: $B_{4}(29)$. It has the same order as $C_{4}(29)$.

$B_n(q)$

4

31:

244083463361422012779034933072492792588283066449920000

comment: $B_{4}(31)$. It has the same order as $C_{4}(31)$.

$B_n(q)$

4

32:

1530997501687627405126122348817151358825284103045120000

comment: $B_{4}(32)$. It is isomorphic to $C_{4}(32)$.

$B_n(q)$

5

2:

24815256521932800

comment: $B_{5}(2)$. It is isomorphic to $C_{5}(2)$.

$B_n(q)$

5

3:

76457792934119864313446400

comment: $B_{5}(3)$. It has the same order as $C_{5}(3)$.

$B_n(q)$

5

4:

1211875293642881119668928512000000

comment: $B_{5}(4)$. It is isomorphic to $C_{5}(4)$.

$B_n(q)$

5

5:

133004733151172695312500000000000000000

comment: $B_{5}(5)$. It has the same order as $C_{5}(5)$.

$B_n(q)$

5

7:

14798669658041409826117343924395087366717440000

comment: $B_{5}(7)$. It has the same order as $C_{5}(7)$.

$B_n(q)$

5

8:

46025883638628966977843321053405598530493271244800

comment: $B_{5}(8)$. It is isomorphic to $C_{5}(8)$.

$B_n(q)$

5

9:

15026089310120671289900284876259193821694984192000000

comment: $B_{5}(9)$. It has the same order as $C_{5}(9)$.

$B_n(q)$

5

11:

937418786164911875901760198515306718152048382728192000000

comment: $B_{5}(11)$. It has the same order as $C_{5}(11)$.

$B_n(q)$

5

13:

9188860570307710474628238112477328146850668976080194001305600

comment: $B_{5}(13)$. It has the same order as $C_{5}(13)$.

$B_n(q)$

5

16:

1678388937460460524297556430293328626538631062158778266812416000000

comment: $B_{5}(16)$. It is isomorphic to $C_{5}(16)$.

$B_n(q)$

5

17:

23558634112868917944418552749579119586991566705088219629481466265600

comment: $B_{5}(17)$. It has the same order as $C_{5}(17)$.

$B_n(q)$

5

19:

10695719721602786428448136642923322088779089074577145974877702144000000

comment: $B_{5}(19)$. It has the same order as $C_{5}(19)$.

$B_n(q)$

5

23:

391902181471291888794273740554506550506152929419990611601331213316495769600

comment: $B_{5}(23)$. It has the same order as $C_{5}(23)$.

$B_n(q)$

5

25:

38456870521911577431396736559815463796257972717285156250000000000000000000000

comment: $B_{5}(25)$. It has the same order as $C_{5}(25)$.

$B_n(q)$

5

27:

2650818944899956067802190778019743601014601479770651695838879194678722373222400

comment: $B_{5}(27)$. It has the same order as $C_{5}(27)$.

$B_n(q)$

5

29:

135002734187704535632201729953379621996626924798559120985157142065988294656000000

comment: $B_{5}(29)$. It has the same order as $C_{5}(29)$.

$B_n(q)$

5

31:

5289450287985889965009626261985033584901469103699758058710433943745153990656000000

comment: $B_{5}(31)$. It has the same order as $C_{5}(31)$.

$B_n(q)$

5

32:

60649059436319962888679456345490852764844975344688242273615436028699199479480320000

comment: $B_{5}(32)$. It is isomorphic to $C_{5}(32)$.

$B_n(q)$

6

2:

208114637736580743168000

comment: $B_{6}(2)$. It is isomorphic to $C_{6}(2)$.

$B_n(q)$

6

3:

7197966128645938515382156481789952000

comment: $B_{6}(3)$. It has the same order as $C_{6}(3)$.

$B_n(q)$

6

4:

85278137430613949474674174708223909560320000000

comment: $B_{6}(4)$. It is isomorphic to $C_{6}(4)$.

$B_n(q)$

6

5:

1585539968089882234636505126953125000000000000000000000

comment: $B_{6}(5)$. It has the same order as $C_{6}(5)$.

$B_n(q)$

6

7:

405021050810995193742724745833742085838315883140458032922624000000

comment: $B_{6}(7)$. It has the same order as $C_{6}(7)$.

$B_n(q)$

6

8:

27168886279544618607869530961362524544707830196725394137207827070976000

comment: $B_{6}(8)$. It is isomorphic to $C_{6}(8)$.

$B_n(q)$

6

9:

133175299735499915203175849633922453238030221758644323033296865853440000000

comment: $B_{6}(9)$. It has the same order as $C_{6}(9)$.

$B_n(q)$

6

11:

839393131727408930267620988492003501661249317147701539025004675056340336640000000

comment: $B_{6}(11)$. It has the same order as $C_{6}(11)$.

$B_n(q)$

6

13:

383670815109652980246332248439178111116302782428219006043350431708975816125644537856000

comment: $B_{6}(13)$. It has the same order as $C_{6}(13)$.

$B_n(q)$

6

16:

8310979468703771108537528083794026386358465449032982057891613992566755268526169841991680000000

comment: $B_{6}(16)$. It is isomorphic to $C_{6}(16)$.

$B_n(q)$

6

17:

470408649858848895100349170813229891729130003831121959916888495154929694096584847145773826048000

comment: $B_{6}(17)$. It has the same order as $C_{6}(17)$.

$B_n(q)$

6

19:

2757673436428135522372645065735257343172609090201649033916888632344613713697398694308018421760000000

comment: $B_{6}(19)$. It has the same order as $C_{6}(19)$.

$B_n(q)$

7

2:

27930968965434591767112450048000

comment: $B_{7}(2)$. It is isomorphic to $C_{7}(2)$.

$B_n(q)$

7

3:

54888780931741129517511777421088069718405808128000

comment: $B_{7}(3)$. It has the same order as $C_{7}(3)$.

$B_n(q)$

7

4:

1536234346098532793158147848149455029037710018156586598400000000

comment: $B_{7}(4)$. It is isomorphic to $C_{7}(4)$.

$B_n(q)$

7

5:

11813193319962228583281180423723757266998291015625000000000000000000000000

comment: $B_{7}(5)$. It has the same order as $C_{7}(5)$.

$B_n(q)$

7

7:

26614890055712303810611389109508933955356333005237165504465100193504759973479972864000000

comment: $B_{7}(7)$. It has the same order as $C_{7}(7)$.

$B_n(q)$

7

8:

65690336227015326045298498494020475427882747346095141977068940558532208284584177116972580864000

comment: $B_{7}(8)$. It is isomorphic to $C_{7}(8)$.

$B_n(q)$

7

9:

7744108654920011979324923909347665431213391439419491165299064649384746247246188482825656729600000000

comment: $B_{7}(9)$. It has the same order as $C_{7}(9)$.

$B_n(q)$

8

2:

59980383884075203672726385914533642240000

comment: $B_{8}(2)$. It is isomorphic to $C_{8}(2)$.

$B_n(q)$

8

3:

33903338948400079408255624011057141081545622145957207600005120000

comment: $B_{8}(3)$. It has the same order as $C_{8}(3)$.

$B_n(q)$

8

4:

7084630453281025440882493116981310890142026281589018852388680249504694272000000000

comment: $B_{8}(4)$. It is isomorphic to $C_{8}(4)$.

$B_n(q)$

8

5:

55009468085527464931548926804588948017793591134250164031982421875000000000000000000000000000000

comment: $B_{8}(5)$. It has the same order as $C_{8}(5)$.

$B_n(q)$

9

2:

2060902435720151186326095525680721766346957783040000

comment: $B_{9}(2)$. It is isomorphic to $C_{9}(2)$.

$B_n(q)$

9

3:

1696236427225269155090375760411251179334887189694336363831149367959580080865280000

comment: $B_{9}(3)$. It has the same order as $C_{9}(3)$.

$B_n(q)$

10

2:

1132992015386677099994486205757869431795095310094129168384000000

comment: $B_{10}(2)$. It is isomorphic to $C_{10}(2)$.

$B_n(q)$

10

3:

6874091671918792003325931177529578096673994806453348958512079904447320981049205058119762182144000000

comment: $B_{10}(3)$. It has the same order as $C_{10}(3)$.

$B_n(q)$

11

2:

9965900784703658358028471582104169283870185004809555811165570548629504000000

comment: $B_{11}(2)$. It is isomorphic to $C_{11}(2)$.

$B_n(q)$

12

2:

1402575762037550245974927108561766348252867730943485007822736244380743658751530106880000000

comment: $B_{12}(2)$. It is isomorphic to $C_{12}(2)$.

$C_n(q)$

3

2:

1451520

comment: $\operatorname{PSp}_{6}(2)$. It is isomorphic to $B_{3}(2)$.

$C_n(q)$

3

3:

4585351680

comment: $\operatorname{PSp}_{6}(3)$. It has the same order as $B_{3}(3)$.

$C_n(q)$

3

4:

4106059776000

comment: $\operatorname{PSp}_{6}(4)$. It is isomorphic to $B_{3}(4)$.

$C_n(q)$

3

5:

228501000000000

comment: $\operatorname{PSp}_{6}(5)$. It has the same order as $B_{3}(5)$.

$C_n(q)$

3

7:

273457218604953600

comment: $\operatorname{PSp}_{6}(7)$. It has the same order as $B_{3}(7)$.

$C_n(q)$

3

8:

9077005607176765440

comment: $\operatorname{PSp}_{6}(8)$. It is isomorphic to $B_{3}(8)$.

$C_n(q)$

3

9:

54025731402499584000

comment: $\operatorname{PSp}_{6}(9)$. It has the same order as $B_{3}(9)$.

$C_n(q)$

3

11:

3669292720793456064000

comment: $\operatorname{PSp}_{6}(11)$. It has the same order as $B_{3}(11)$.

$C_n(q)$

3

13:

122796979335906113871360

comment: $\operatorname{PSp}_{6}(13)$. It has the same order as $B_{3}(13)$.

$C_n(q)$

3

16:

19266960106724096212992000

comment: $\operatorname{PSp}_{6}(16)$. It is isomorphic to $B_{3}(16)$.

$C_n(q)$

3

17:

34426017123500213280276480

comment: $\operatorname{PSp}_{6}(17)$. It has the same order as $B_{3}(17)$.

$C_n(q)$

3

19:

356112797846512129157952000

comment: $\operatorname{PSp}_{6}(19)$. It has the same order as $B_{3}(19)$.

$C_n(q)$

3

23:

19698413800116660942130237440

comment: $\operatorname{PSp}_{6}(23)$. It has the same order as $B_{3}(23)$.

$C_n(q)$

3

25:

113504647743703125000000000000

comment: $\operatorname{PSp}_{6}(25)$. It has the same order as $B_{3}(25)$.

$C_n(q)$

3

27:

571494538420925222152265448960

comment: $\operatorname{PSp}_{6}(27)$. It has the same order as $B_{3}(27)$.

$C_n(q)$

3

29:

2563366094999064467944348608000

comment: $\operatorname{PSp}_{6}(29)$. It has the same order as $B_{3}(29)$.

$C_n(q)$

3

31:

10401906590539624556258623488000

comment: $\operatorname{PSp}_{6}(31)$. It has the same order as $B_{3}(31)$.

$C_n(q)$

3

32:

40525166440456910492724205977600

comment: $\operatorname{PSp}_{6}(32)$. It is isomorphic to $B_{3}(32)$.

$C_n(q)$

4

2:

47377612800

comment: $\operatorname{PSp}_{8}(2)$. It is isomorphic to $B_{4}(2)$.

$C_n(q)$

4

3:

65784756654489600

comment: $\operatorname{PSp}_{8}(3)$. It has the same order as $B_{4}(3)$.

$C_n(q)$

4

4:

4408780839651901440000

comment: $\operatorname{PSp}_{8}(4)$. It is isomorphic to $B_{4}(4)$.

$C_n(q)$

4

5:

6973279267500000000000000

comment: $\operatorname{PSp}_{8}(5)$. It has the same order as $B_{4}(5)$.

$C_n(q)$

4

7:

1298254740461168363656151040000

comment: $\operatorname{PSp}_{8}(7)$. It has the same order as $B_{4}(7)$.

$C_n(q)$

4

8:

319368723699461283992462111539200

comment: $\operatorname{PSp}_{8}(8)$. It is isomorphic to $B_{4}(8)$.

$C_n(q)$

4

9:

11123418742298669930322238341120000

comment: $\operatorname{PSp}_{8}(9)$. It has the same order as $B_{4}(9)$.

$C_n(q)$

4

11:

15327546229480503060059133622302720000

comment: $\operatorname{PSp}_{8}(11)$. It has the same order as $B_{4}(11)$.

$C_n(q)$

4

13:

6285473039035875453413769653194694246400

comment: $\operatorname{PSp}_{8}(13)$. It has the same order as $B_{4}(13)$.

$C_n(q)$

4

16:

22213292630272506774419304600032866467840000

comment: $\operatorname{PSp}_{8}(16)$. It is isomorphic to $B_{4}(16)$.

$C_n(q)$

4

17:

98541824971852325333396205541648137034137600

comment: $\operatorname{PSp}_{8}(17)$. It has the same order as $B_{4}(17)$.

$C_n(q)$

4

19:

5406193620753705981253166539179841552005120000

comment: $\operatorname{PSp}_{8}(19)$. It has the same order as $B_{4}(19)$.

$C_n(q)$

4

23:

5252291201802050178266338578505309481956402790400

comment: $\operatorname{PSp}_{8}(23)$. It has the same order as $B_{4}(23)$.

$C_n(q)$

4

25:

105709440766795781385662841796875000000000000000000

comment: $\operatorname{PSp}_{8}(25)$. It has the same order as $B_{4}(25)$.

$C_n(q)$

4

27:

1688373576575364975707514459741817363489438768742400

comment: $\operatorname{PSp}_{8}(27)$. It has the same order as $B_{4}(27)$.

$C_n(q)$

4

29:

22119769862896408048724133628291257570336870021120000

comment: $\operatorname{PSp}_{8}(29)$. It has the same order as $B_{4}(29)$.

$C_n(q)$

4

31:

244083463361422012779034933072492792588283066449920000

comment: $\operatorname{PSp}_{8}(31)$. It has the same order as $B_{4}(31)$.

$C_n(q)$

4

32:

1530997501687627405126122348817151358825284103045120000

comment: $\operatorname{PSp}_{8}(32)$. It is isomorphic to $B_{4}(32)$.

$C_n(q)$

5

2:

24815256521932800

comment: $\operatorname{PSp}_{10}(2)$. It is isomorphic to $B_{5}(2)$.

$C_n(q)$

5

3:

76457792934119864313446400

comment: $\operatorname{PSp}_{10}(3)$. It has the same order as $B_{5}(3)$.

$C_n(q)$

5

4:

1211875293642881119668928512000000

comment: $\operatorname{PSp}_{10}(4)$. It is isomorphic to $B_{5}(4)$.

$C_n(q)$

5

5:

133004733151172695312500000000000000000

comment: $\operatorname{PSp}_{10}(5)$. It has the same order as $B_{5}(5)$.

$C_n(q)$

5

7:

14798669658041409826117343924395087366717440000

comment: $\operatorname{PSp}_{10}(7)$. It has the same order as $B_{5}(7)$.

$C_n(q)$

5

8:

46025883638628966977843321053405598530493271244800

comment: $\operatorname{PSp}_{10}(8)$. It is isomorphic to $B_{5}(8)$.

$C_n(q)$

5

9:

15026089310120671289900284876259193821694984192000000

comment: $\operatorname{PSp}_{10}(9)$. It has the same order as $B_{5}(9)$.

$C_n(q)$

5

11:

937418786164911875901760198515306718152048382728192000000

comment: $\operatorname{PSp}_{10}(11)$. It has the same order as $B_{5}(11)$.

$C_n(q)$

5

13:

9188860570307710474628238112477328146850668976080194001305600

comment: $\operatorname{PSp}_{10}(13)$. It has the same order as $B_{5}(13)$.

$C_n(q)$

5

16:

1678388937460460524297556430293328626538631062158778266812416000000

comment: $\operatorname{PSp}_{10}(16)$. It is isomorphic to $B_{5}(16)$.

$C_n(q)$

5

17:

23558634112868917944418552749579119586991566705088219629481466265600

comment: $\operatorname{PSp}_{10}(17)$. It has the same order as $B_{5}(17)$.

$C_n(q)$

5

19:

10695719721602786428448136642923322088779089074577145974877702144000000

comment: $\operatorname{PSp}_{10}(19)$. It has the same order as $B_{5}(19)$.

$C_n(q)$

5

23:

391902181471291888794273740554506550506152929419990611601331213316495769600

comment: $\operatorname{PSp}_{10}(23)$. It has the same order as $B_{5}(23)$.

$C_n(q)$

5

25:

38456870521911577431396736559815463796257972717285156250000000000000000000000

comment: $\operatorname{PSp}_{10}(25)$. It has the same order as $B_{5}(25)$.

$C_n(q)$

5

27:

2650818944899956067802190778019743601014601479770651695838879194678722373222400

comment: $\operatorname{PSp}_{10}(27)$. It has the same order as $B_{5}(27)$.

$C_n(q)$

5

29:

135002734187704535632201729953379621996626924798559120985157142065988294656000000

comment: $\operatorname{PSp}_{10}(29)$. It has the same order as $B_{5}(29)$.

$C_n(q)$

5

31:

5289450287985889965009626261985033584901469103699758058710433943745153990656000000

comment: $\operatorname{PSp}_{10}(31)$. It has the same order as $B_{5}(31)$.

$C_n(q)$

5

32:

60649059436319962888679456345490852764844975344688242273615436028699199479480320000

comment: $\operatorname{PSp}_{10}(32)$. It is isomorphic to $B_{5}(32)$.

$C_n(q)$

6

2:

208114637736580743168000

comment: $\operatorname{PSp}_{12}(2)$. It is isomorphic to $B_{6}(2)$.

$C_n(q)$

6

3:

7197966128645938515382156481789952000

comment: $\operatorname{PSp}_{12}(3)$. It has the same order as $B_{6}(3)$.

$C_n(q)$

6

4:

85278137430613949474674174708223909560320000000

comment: $\operatorname{PSp}_{12}(4)$. It is isomorphic to $B_{6}(4)$.

$C_n(q)$

6

5:

1585539968089882234636505126953125000000000000000000000

comment: $\operatorname{PSp}_{12}(5)$. It has the same order as $B_{6}(5)$.

$C_n(q)$

6

7:

405021050810995193742724745833742085838315883140458032922624000000

comment: $\operatorname{PSp}_{12}(7)$. It has the same order as $B_{6}(7)$.

$C_n(q)$

6

8:

27168886279544618607869530961362524544707830196725394137207827070976000

comment: $\operatorname{PSp}_{12}(8)$. It is isomorphic to $B_{6}(8)$.

$C_n(q)$

6

9:

133175299735499915203175849633922453238030221758644323033296865853440000000

comment: $\operatorname{PSp}_{12}(9)$. It has the same order as $B_{6}(9)$.

$C_n(q)$

6

11:

839393131727408930267620988492003501661249317147701539025004675056340336640000000

comment: $\operatorname{PSp}_{12}(11)$. It has the same order as $B_{6}(11)$.

$C_n(q)$

6

13:

383670815109652980246332248439178111116302782428219006043350431708975816125644537856000

comment: $\operatorname{PSp}_{12}(13)$. It has the same order as $B_{6}(13)$.

$C_n(q)$

6

16:

8310979468703771108537528083794026386358465449032982057891613992566755268526169841991680000000

comment: $\operatorname{PSp}_{12}(16)$. It is isomorphic to $B_{6}(16)$.

$C_n(q)$

6

17:

470408649858848895100349170813229891729130003831121959916888495154929694096584847145773826048000

comment: $\operatorname{PSp}_{12}(17)$. It has the same order as $B_{6}(17)$.

$C_n(q)$

6

19:

2757673436428135522372645065735257343172609090201649033916888632344613713697398694308018421760000000

comment: $\operatorname{PSp}_{12}(19)$. It has the same order as $B_{6}(19)$.

$C_n(q)$

7

2:

27930968965434591767112450048000

comment: $\operatorname{PSp}_{14}(2)$. It is isomorphic to $B_{7}(2)$.

$C_n(q)$

7

3:

54888780931741129517511777421088069718405808128000

comment: $\operatorname{PSp}_{14}(3)$. It has the same order as $B_{7}(3)$.

$C_n(q)$

7

4:

1536234346098532793158147848149455029037710018156586598400000000

comment: $\operatorname{PSp}_{14}(4)$. It is isomorphic to $B_{7}(4)$.

$C_n(q)$

7

5:

11813193319962228583281180423723757266998291015625000000000000000000000000

comment: $\operatorname{PSp}_{14}(5)$. It has the same order as $B_{7}(5)$.

$C_n(q)$

7

7:

26614890055712303810611389109508933955356333005237165504465100193504759973479972864000000

comment: $\operatorname{PSp}_{14}(7)$. It has the same order as $B_{7}(7)$.

$C_n(q)$

7

8:

65690336227015326045298498494020475427882747346095141977068940558532208284584177116972580864000

comment: $\operatorname{PSp}_{14}(8)$. It is isomorphic to $B_{7}(8)$.

$C_n(q)$

7

9:

7744108654920011979324923909347665431213391439419491165299064649384746247246188482825656729600000000

comment: $\operatorname{PSp}_{14}(9)$. It has the same order as $B_{7}(9)$.

$C_n(q)$

8

2:

59980383884075203672726385914533642240000

comment: $\operatorname{PSp}_{16}(2)$. It is isomorphic to $B_{8}(2)$.

$C_n(q)$

8

3:

33903338948400079408255624011057141081545622145957207600005120000

comment: $\operatorname{PSp}_{16}(3)$. It has the same order as $B_{8}(3)$.

$C_n(q)$

8

4:

7084630453281025440882493116981310890142026281589018852388680249504694272000000000

comment: $\operatorname{PSp}_{16}(4)$. It is isomorphic to $B_{8}(4)$.

$C_n(q)$

8

5:

55009468085527464931548926804588948017793591134250164031982421875000000000000000000000000000000

comment: $\operatorname{PSp}_{16}(5)$. It has the same order as $B_{8}(5)$.

$C_n(q)$

9

2:

2060902435720151186326095525680721766346957783040000

comment: $\operatorname{PSp}_{18}(2)$. It is isomorphic to $B_{9}(2)$.

$C_n(q)$

9

3:

1696236427225269155090375760411251179334887189694336363831149367959580080865280000

comment: $\operatorname{PSp}_{18}(3)$. It has the same order as $B_{9}(3)$.

$C_n(q)$

10

2:

1132992015386677099994486205757869431795095310094129168384000000

comment: $\operatorname{PSp}_{20}(2)$. It is isomorphic to $B_{10}(2)$.

$C_n(q)$

10

3:

6874091671918792003325931177529578096673994806453348958512079904447320981049205058119762182144000000

comment: $\operatorname{PSp}_{20}(3)$. It has the same order as $B_{10}(3)$.

$C_n(q)$

11

2:

9965900784703658358028471582104169283870185004809555811165570548629504000000

comment: $\operatorname{PSp}_{22}(2)$. It is isomorphic to $B_{11}(2)$.

$C_n(q)$

12

2:

1402575762037550245974927108561766348252867730943485007822736244380743658751530106880000000

comment: $\operatorname{PSp}_{24}(2)$. It is isomorphic to $B_{12}(2)$.

$D_n(q)$

4

2:

174182400

comment: $\operatorname{P\Omega}^{+}_{8}(2)$.

$D_n(q)$

4

3:

4952179814400

comment: $\operatorname{P\Omega}^{+}_{8}(3)$.

$D_n(q)$

4

4:

67010895544320000

comment: $\operatorname{P\Omega}^{+}_{8}(4)$.

$D_n(q)$

4

5:

8911539000000000000

comment: $\operatorname{P\Omega}^{+}_{8}(5)$.

$D_n(q)$

4

7:

112554991177798901760000

comment: $\operatorname{P\Omega}^{+}_{8}(7)$.

$D_n(q)$

4

8:

19031213036231093492121600

comment: $\operatorname{P\Omega}^{+}_{8}(8)$.

$D_n(q)$

4

9:

129182006871144805294080000

comment: $\operatorname{P\Omega}^{+}_{8}(9)$.

$D_n(q)$

4

11:

35749625435272978955066880000

comment: $\operatorname{P\Omega}^{+}_{8}(11)$.

$D_n(q)$

4

13:

3852529280222076255464396697600

comment: $\operatorname{P\Omega}^{+}_{8}(13)$.

$D_n(q)$

4

16:

5171856304513694291224292229120000

comment: $\operatorname{P\Omega}^{+}_{8}(16)$.

$D_n(q)$

4

17:

7063078524055113438048890938982400

comment: $\operatorname{P\Omega}^{+}_{8}(17)$.

$D_n(q)$

4

19:

159158361656768411374158632762880000

comment: $\operatorname{P\Omega}^{+}_{8}(19)$.

$D_n(q)$

4

23:

33534710450786236362511171962632601600

comment: $\operatorname{P\Omega}^{+}_{8}(23)$.

$D_n(q)$

4

25:

346387808751846011718750000000000000000

comment: $\operatorname{P\Omega}^{+}_{8}(25)$.

$D_n(q)$

4

27:

2989011738370665985346394409847068569600

comment: $\operatorname{P\Omega}^{+}_{8}(27)$.

$D_n(q)$

4

29:

22108842777741257305286800144429063680000

comment: $\operatorname{P\Omega}^{+}_{8}(29)$.

$D_n(q)$

4

31:

143091666080492567452603981220366254080000

comment: $\operatorname{P\Omega}^{+}_{8}(31)$.

$D_n(q)$

4

32:

1392432788285099374015554659384096194560000

comment: $\operatorname{P\Omega}^{+}_{8}(32)$.

$D_n(q)$

5

2:

23499295948800

comment: $\operatorname{P\Omega}^{+}_{10}(2)$.

$D_n(q)$

5

3:

1289512799941305139200

comment: $\operatorname{P\Omega}^{+}_{10}(3)$.

$D_n(q)$

5

4:

1154606796534757164318720000

comment: $\operatorname{P\Omega}^{+}_{10}(4)$.

$D_n(q)$

5

5:

6807663884896875000000000000000

comment: $\operatorname{P\Omega}^{+}_{10}(5)$.

$D_n(q)$

5

7:

52386144472825139642572263782154240000

comment: $\operatorname{P\Omega}^{+}_{10}(7)$.

$D_n(q)$

5

8:

42863636354909175368011800612065142374400

comment: $\operatorname{P\Omega}^{+}_{10}(8)$.

$D_n(q)$

5

9:

2154683673871373733440812330742751559680000

comment: $\operatorname{P\Omega}^{+}_{10}(9)$.

$D_n(q)$

5

11:

36141327829894962495939566122393800592896000000

comment: $\operatorname{P\Omega}^{+}_{10}(11)$.

$D_n(q)$

5

13:

33327057691034438933296793023097248844606568038400

comment: $\operatorname{P\Omega}^{+}_{10}(13)$.

$D_n(q)$

5

16:

1526484390365625961086105834027710084318188535808000000

comment: $\operatorname{P\Omega}^{+}_{10}(16)$.

$D_n(q)$

5

17:

5842928769619625291940494700878456610220194176748748800

comment: $\operatorname{P\Omega}^{+}_{10}(17)$.

$D_n(q)$

5

19:

1744511468687970767629129260987703520806403575161384960000

comment: $\operatorname{P\Omega}^{+}_{10}(19)$.

$D_n(q)$

5

23:

9460176807098039296786765393708656190397953921900886478028800

comment: $\operatorname{P\Omega}^{+}_{10}(23)$.

$D_n(q)$

5

25:

201624736675546735507535606203079223632812500000000000000000000

comment: $\operatorname{P\Omega}^{+}_{10}(25)$.

$D_n(q)$

5

27:

12874856401980667306428290560146946548726590003067350649640550400

comment: $\operatorname{P\Omega}^{+}_{10}(27)$.

$D_n(q)$

5

29:

160447357354386529738814258267857489380358480272090073816289280000

comment: $\operatorname{P\Omega}^{+}_{10}(29)$.

$D_n(q)$

5

31:

6453474321527777375096070706745209339407479079965029488918528000000

comment: $\operatorname{P\Omega}^{+}_{10}(31)$.

$D_n(q)$

5

32:

53867184161082444159661919332931245846046165162812368671704350720000

comment: $\operatorname{P\Omega}^{+}_{10}(32)$.

$D_n(q)$

6

2:

50027557148216524800

comment: $\operatorname{P\Omega}^{+}_{12}(2)$.

$D_n(q)$

6

3:

6762844700608770238252960972800

comment: $\operatorname{P\Omega}^{+}_{12}(3)$.

$D_n(q)$

6

4:

5081732431326820541485324550799360000000

comment: $\operatorname{P\Omega}^{+}_{12}(4)$.

$D_n(q)$

6

5:

3246978048053003424316406250000000000000000000

comment: $\operatorname{P\Omega}^{+}_{12}(5)$.

$D_n(q)$

6

7:

14630778277213500974314928221817819519899234908241920000

comment: $\operatorname{P\Omega}^{+}_{12}(7)$.

$D_n(q)$

6

8:

395357821818670720302212111102866352228895870285434270515200

comment: $\operatorname{P\Omega}^{+}_{12}(8)$.

$D_n(q)$

6

9:

235766858527753399707968381023024646011879419539171573760000000

comment: $\operatorname{P\Omega}^{+}_{12}(9)$.

$D_n(q)$

6

11:

133728184485306925208951294249763715261185188841168545344757760000000

comment: $\operatorname{P\Omega}^{+}_{12}(11)$.

$D_n(q)$

6

13:

8233954284337055607644155125301008020922123142071747836673888230847283200

comment: $\operatorname{P\Omega}^{+}_{12}(13)$.

$D_n(q)$

6

16:

29526528682775753748804091988582006713843260205843021425162864979020349440000000

comment: $\operatorname{P\Omega}^{+}_{12}(16)$.

$D_n(q)$

6

17:

403699516007908774936063514245554608454525611735868923483353678300878620904652800

comment: $\operatorname{P\Omega}^{+}_{12}(17)$.

$D_n(q)$

6

19:

622973566494317265123108663716822909101561766929861953261688975180842246512640000000

comment: $\operatorname{P\Omega}^{+}_{12}(19)$.

$D_n(q)$

6

23:

186704110065592324823088559190751209212309976532756184853159450439814192302837342614323200

comment: $\operatorname{P\Omega}^{+}_{12}(23)$.

$D_n(q)$

6

25:

45844161944856924740847248316782034453456202754750847816467285156250000000000000000000000000

comment: $\operatorname{P\Omega}^{+}_{12}(25)$.

$D_n(q)$

6

27:

7368031513817654485085822708086381389673012803030544374507054424909729861214101932315259699200

comment: $\operatorname{P\Omega}^{+}_{12}(27)$.

$D_n(q)$

6

29:

823551087042508089226519630549471753320793548972253023628913600902915007211933011961815040000000

comment: $\operatorname{P\Omega}^{+}_{12}(29)$.

$D_n(q)$

6

31:

67198437642769446998869711719010537120541804523403449151299358521080416958209975601112023040000000

comment: $\operatorname{P\Omega}^{+}_{12}(31)$.

$D_n(q)$

6

32:

2185112649787208451624279019733438184273032503569006630815347610628025462887663477940863652331520000

comment: $\operatorname{P\Omega}^{+}_{12}(32)$.

$D_n(q)$

7

2:

1691555775522928280469504000

comment: $\operatorname{P\Omega}^{+}_{14}(2)$.

$D_n(q)$

7

3:

11470635634813395742481912276441576767488000

comment: $\operatorname{P\Omega}^{+}_{14}(3)$.

$D_n(q)$

7

4:

5722569627753465177061732369386833143098255605760000000

comment: $\operatorname{P\Omega}^{+}_{14}(4)$.

$D_n(q)$

7

5:

967724409898859060146424426078796386718750000000000000000000000

comment: $\operatorname{P\Omega}^{+}_{14}(5)$.

$D_n(q)$

7

7:

39242041156758982253792290541798244252619818128923898602839750047956992000000

comment: $\operatorname{P\Omega}^{+}_{14}(7)$.

$D_n(q)$

7

8:

14936246066881043223835363174030345427080595585077833115956551810999750328582144000

comment: $\operatorname{P\Omega}^{+}_{14}(8)$.

$D_n(q)$

7

9:

169256836400162439915509702935100971357927493281426464823713457315997087548047360000000

comment: $\operatorname{P\Omega}^{+}_{14}(9)$.

$D_n(q)$

7

11:

28978125975181958012374565139376801691603172327187535624603541232355261953854545554636800000000

comment: $\operatorname{P\Omega}^{+}_{14}(11)$.

$D_n(q)$

8

2:

911666827031785075278550369566720000

comment: $\operatorname{P\Omega}^{+}_{16}(2)$.

$D_n(q)$

8

3:

393736985584514548835738283681336315795223487793070080000

comment: $\operatorname{P\Omega}^{+}_{16}(3)$.

$D_n(q)$

8

4:

1649493899207759406688161287839326786813727965837588934265143296000000000

comment: $\operatorname{P\Omega}^{+}_{16}(4)$.

$D_n(q)$

8

5:

180254563570973655395141711790494881197810173034667968750000000000000000000000000000

comment: $\operatorname{P\Omega}^{+}_{16}(5)$.

$D_n(q)$

9

2:

7846393898179181843651374899795632943267840000

comment: $\operatorname{P\Omega}^{+}_{18}(2)$.

$D_n(q)$

9

3:

4378060278233794391074077265305496455682161915038423955250436364042240000

comment: $\operatorname{P\Omega}^{+}_{18}(3)$.

$D_n(q)$

9

4:

121712560106009254438453863590450415578284110350554901317007822464346296847230304256000000000

comment: $\operatorname{P\Omega}^{+}_{18}(4)$.

$D_n(q)$

10

2:

1079451234171757907769137010058945723890144159769559040000

comment: $\operatorname{P\Omega}^{+}_{20}(2)$.

$D_n(q)$

10

3:

985718425632041496346205502505364572171141610394545955097594058093907396537863645429760000

comment: $\operatorname{P\Omega}^{+}_{20}(3)$.

$D_n(q)$

11

2:

2374896287228444696257242381502831336329789542156986785466417152000000

comment: $\operatorname{P\Omega}^{+}_{22}(2)$.

$D_n(q)$

12

2:

83579624884964313039107258631611541949334338753935628383688727340314253066240000000

comment: $\operatorname{P\Omega}^{+}_{24}(2)$.

$D_n(q)$

13

2:

47056888081815855369341452067755737737376725336711519023415429438352061680983175599939911680000000

comment: $\operatorname{P\Omega}^{+}_{26}(2)$.

$E_6(q)$

6

2:

214841575522005575270400

comment: $E_6(2)$.

$E_6(q)$

6

3:

14515406695082926420056516790429286400

comment: $E_6(3)$.

$E_6(q)$

6

4:

28509570260447546701277873018380921822248960000

comment: $E_6(4)$.

$E_6(q)$

6

5:

3175144122737732284276405334472656250000000000000000000

comment: $E_6(5)$.

$E_6(q)$

6

7:

270110461720161042958835405095208790085699581743351150908538880000

comment: $E_6(7)$.

$E_6(q)$

6

8:

27174691419966891522040696673735446362390694592092069239739117889126400

comment: $E_6(8)$.

$E_6(q)$

6

9:

266386689726945168790261491992053335265870431592089185725147725252526080000

comment: $E_6(9)$.

$E_6(q)$

6

11:

1678890509346495559464543162526602954608671677269171923389111592804206397440000000

comment: $E_6(11)$.

$E_6(q)$

6

13:

255788810370059008619105594670318654687405615641798685253746173622080264358649017139200

comment: $E_6(13)$.

$E_6(q)$

6

16:

2770366119973159186110561330209285164344223517520081553328908382895890063984144815226880000000

comment: $E_6(16)$.

$E_6(q)$

6

17:

940827901663123799241235355303839472151263760756524255842450497681103726183436434759512332697600

comment: $E_6(17)$.

$E_6(q)$

6

19:

1838462322319361413631630126316655499364466790313071011941066004888672408846002630272554500341760000

comment: $E_6(19)$.

$E_7(q)$

7

2:

7997476042075799759100487262680802918400

comment: $E_7(2)$.

$E_7(q)$

7

3:

1271375236818136742240479751139021644554379203770766254617395200

comment: $E_7(3)$.

$E_7(q)$

7

4:

111131458114940385379597233477884941280664199527155056307251745263504588800000000

comment: $E_7(4)$.

$E_7(q)$

7

5:

440780994277832969387778006571432402648396418953780084848403930664062500000000000000000000000

comment: $E_7(5)$.

$E_8(q)$

8

2:

337804753143634806261388190614085595079991692242467651576160959909068800000

comment: $E_8(2)$.

$F_4(q)$

4

2:

3311126603366400

comment: $F_4(2)$.

$F_4(q)$

4

3:

5734420792816671844761600

comment: $F_4(3)$.

$F_4(q)$

4

4:

19009825523840945451297669120000

comment: $F_4(4)$.

$F_4(q)$

4

5:

2131486317725501953125000000000000000

comment: $F_4(5)$.

$F_4(q)$

4

7:

86325573304608766361629193317905069834240000

comment: $F_4(7)$.

$F_4(q)$

4

8:

89916256275114328125813913131505293998004633600

comment: $F_4(8)$.

$F_4(q)$

4

9:

41230123118717127397065458335142198509911736320000

comment: $F_4(9)$.

$F_4(q)$

4

11:

1408689432815341818839703191986466680454274144030720000

comment: $F_4(11)$.

$F_4(q)$

4

13:

8365209202721401593167519128948866094943100320359167590400

comment: $F_4(13)$.

$F_4(q)$

4

16:

409769176766486560722265887463417955475599128597720329093120000

comment: $F_4(16)$.

$F_4(q)$

4

17:

9590440132159233174552896716076540692006700895727198264727961600

comment: $F_4(17)$.

$F_4(q)$

4

19:

3118764191382535237191156665986360294311208473998194088512081920000

comment: $F_4(19)$.

$F_4(q)$

4

23:

64420741665522660199089235559762755749409944661991152066039532185190400

comment: $F_4(23)$.

$F_4(q)$

4

25:

4922492028384326108445993714343713596463203430175781250000000000000000000

comment: $F_4(25)$.

$F_4(q)$

4

27:

269351616409375135386721602292011887058903034818838586045686557400348262400

comment: $F_4(27)$.

$F_4(q)$

4

29:

11070804466246580783326815110070915548638715571406539573136749446300651520000

comment: $F_4(29)$.

$F_4(q)$

4

31:

355104294281797446216287186192932069933278245568990058063419033011324190720000

comment: $F_4(31)$.

$F_4(q)$

4

32:

1850864174677291118426757813455337414820928131441994452365662147375907471360000

comment: $F_4(32)$.

$G_2(q)$

2

3:

4245696

comment: $G_2(3)$.

$G_2(q)$

2

4:

251596800

comment: $G_2(4)$.

$G_2(q)$

2

5:

5859000000

comment: $G_2(5)$.

$G_2(q)$

2

7:

664376138496

comment: $G_2(7)$.

$G_2(q)$

2

8:

4329310519296

comment: $G_2(8)$.

$G_2(q)$

2

9:

22594320403200

comment: $G_2(9)$.

$G_2(q)$

2

11:

376611192619200

comment: $G_2(11)$.

$G_2(q)$

2

13:

3914077489672896

comment: $G_2(13)$.

$G_2(q)$

2

16:

71776114783027200

comment: $G_2(16)$.

$G_2(q)$

2

17:

167795197370551296

comment: $G_2(17)$.

$G_2(q)$

2

19:

796793353927300800

comment: $G_2(19)$.

$G_2(q)$

2

23:

11570921621943780096

comment: $G_2(23)$.

$G_2(q)$

2

25:

37193298187500000000

comment: $G_2(25)$.

$G_2(q)$

2

27:

109268894214173244096

comment: $G_2(27)$.

$G_2(q)$

2

29:

297204417392942404800

comment: $G_2(29)$.

$G_2(q)$

2

31:

756156271585004236800

comment: $G_2(31)$.

$G_2(q)$

2

32:

1179438698114366570496

comment: $G_2(32)$.

${}^2A_n(q^2)$

2

3:

6048

comment: $\operatorname{PSU}_{3}(3)$.

${}^2A_n(q^2)$

2

4:

62400

comment: $\operatorname{PSU}_{3}(4)$.

${}^2A_n(q^2)$

2

5:

126000

comment: $\operatorname{PSU}_{3}(5)$.

${}^2A_n(q^2)$

2

7:

5663616

comment: $\operatorname{PSU}_{3}(7)$.

${}^2A_n(q^2)$

2

8:

5515776

comment: $\operatorname{PSU}_{3}(8)$.

${}^2A_n(q^2)$

2

9:

42573600

comment: $\operatorname{PSU}_{3}(9)$.

${}^2A_n(q^2)$

2

11:

70915680

comment: $\operatorname{PSU}_{3}(11)$.

${}^2A_n(q^2)$

2

13:

811273008

comment: $\operatorname{PSU}_{3}(13)$.

${}^2A_n(q^2)$

2

16:

4279234560

comment: $\operatorname{PSU}_{3}(16)$.

${}^2A_n(q^2)$

2

17:

2317678272

comment: $\operatorname{PSU}_{3}(17)$.

${}^2A_n(q^2)$

2

19:

16938986400

comment: $\operatorname{PSU}_{3}(19)$.

${}^2A_n(q^2)$

2

23:

26056457856

comment: $\operatorname{PSU}_{3}(23)$.

${}^2A_n(q^2)$

2

25:

152353500000

comment: $\operatorname{PSU}_{3}(25)$.

${}^2A_n(q^2)$

2

27:

282056445216

comment: $\operatorname{PSU}_{3}(27)$.

${}^2A_n(q^2)$

2

29:

166557358800

comment: $\operatorname{PSU}_{3}(29)$.

${}^2A_n(q^2)$

2

31:

852032133120

comment: $\operatorname{PSU}_{3}(31)$.

${}^2A_n(q^2)$

2

32:

366157135872

comment: $\operatorname{PSU}_{3}(32)$.

${}^2A_n(q^2)$

3

2:

25920

comment: $\operatorname{PSU}_{4}(2)$. This group is isomorphic to $B_2(3)$.

${}^2A_n(q^2)$

3

3:

3265920

comment: $\operatorname{PSU}_{4}(3)$.

${}^2A_n(q^2)$

3

4:

1018368000

comment: $\operatorname{PSU}_{4}(4)$.

${}^2A_n(q^2)$

3

5:

14742000000

comment: $\operatorname{PSU}_{4}(5)$.

${}^2A_n(q^2)$

3

7:

1165572172800

comment: $\operatorname{PSU}_{4}(7)$.

${}^2A_n(q^2)$

3

8:

34693789777920

comment: $\operatorname{PSU}_{4}(8)$.

${}^2A_n(q^2)$

3

9:

101798586432000

comment: $\operatorname{PSU}_{4}(9)$.

${}^2A_n(q^2)$

3

11:

1036388695478400

comment: $\operatorname{PSU}_{4}(11)$.

${}^2A_n(q^2)$

3

13:

25452197883665280

comment: $\operatorname{PSU}_{4}(13)$.

${}^2A_n(q^2)$

3

16:

1148680752699801600

comment: $\operatorname{PSU}_{4}(16)$.

${}^2A_n(q^2)$

3

17:

1426532459730094080

comment: $\operatorname{PSU}_{4}(17)$.

${}^2A_n(q^2)$

3

19:

3785291261439408000

comment: $\operatorname{PSU}_{4}(19)$.

${}^2A_n(q^2)$

3

23:

66538030303401845760

comment: $\operatorname{PSU}_{4}(23)$.

${}^2A_n(q^2)$

3

25:

464944793625000000000

comment: $\operatorname{PSU}_{4}(25)$.

${}^2A_n(q^2)$

3

27:

737601122106242110080

comment: $\operatorname{PSU}_{4}(27)$.

${}^2A_n(q^2)$

3

29:

4309634663229463344000

comment: $\operatorname{PSU}_{4}(29)$.

${}^2A_n(q^2)$

3

31:

5860401476453366169600

comment: $\operatorname{PSU}_{4}(31)$.

${}^2A_n(q^2)$

3

32:

37743154175703357849600

comment: $\operatorname{PSU}_{4}(32)$.

${}^2A_n(q^2)$

4

2:

13685760

comment: $\operatorname{PSU}_{5}(2)$.

${}^2A_n(q^2)$

4

3:

258190571520

comment: $\operatorname{PSU}_{5}(3)$.

${}^2A_n(q^2)$

4

4:

53443952640000

comment: $\operatorname{PSU}_{5}(4)$.

${}^2A_n(q^2)$

4

5:

57604365000000000

comment: $\operatorname{PSU}_{5}(5)$.

${}^2A_n(q^2)$

4

7:

188151359720376729600

comment: $\operatorname{PSU}_{5}(7)$.

${}^2A_n(q^2)$

4

8:

4656663745464977326080

comment: $\operatorname{PSU}_{5}(8)$.

${}^2A_n(q^2)$

4

9:

15775810414207914240000

comment: $\operatorname{PSU}_{5}(9)$.

${}^2A_n(q^2)$

4

11:

9775062020994743678515200

comment: $\operatorname{PSU}_{5}(11)$.

${}^2A_n(q^2)$

4

13:

539817086878048288131863040

comment: $\operatorname{PSU}_{5}(13)$.

${}^2A_n(q^2)$

4

16:

78936815542186794177213235200

comment: $\operatorname{PSU}_{5}(16)$.

${}^2A_n(q^2)$

4

17:

338339148597703183660836986880

comment: $\operatorname{PSU}_{5}(17)$.

${}^2A_n(q^2)$

4

19:

977173932703833477815811840000

comment: $\operatorname{PSU}_{5}(19)$.

${}^2A_n(q^2)$

4

23:

479380675958187672030746165084160

comment: $\operatorname{PSU}_{5}(23)$.

${}^2A_n(q^2)$

4

25:

3547247629053854882812500000000000

comment: $\operatorname{PSU}_{5}(25)$.

${}^2A_n(q^2)$

4

27:

22498598614593707424412692897576960

comment: $\operatorname{PSU}_{5}(27)$.

${}^2A_n(q^2)$

4

29:

25008200884103030567305642981440000

comment: $\operatorname{PSU}_{5}(29)$.

${}^2A_n(q^2)$

4

31:

619787224637877198842959461403852800

comment: $\operatorname{PSU}_{5}(31)$.

${}^2A_n(q^2)$

4

32:

1327969219900665808907851296197836800

comment: $\operatorname{PSU}_{5}(32)$.

${}^2A_n(q^2)$

5

2:

9196830720

comment: $\operatorname{PSU}_{6}(2)$.

${}^2A_n(q^2)$

5

3:

22837472432087040

comment: $\operatorname{PSU}_{6}(3)$.

${}^2A_n(q^2)$

5

4:

1120527288631296000000

comment: $\operatorname{PSU}_{6}(4)$.

${}^2A_n(q^2)$

5

5:

468755520187500000000000

comment: $\operatorname{PSU}_{6}(5)$.

${}^2A_n(q^2)$

5

7:

186016776523505544550632652800

comment: $\operatorname{PSU}_{6}(7)$.

${}^2A_n(q^2)$

5

8:

13333428133641426820471078256640

comment: $\operatorname{PSU}_{6}(8)$.

${}^2A_n(q^2)$

5

9:

1237651788606780971804679936000000

comment: $\operatorname{PSU}_{6}(9)$.

${}^2A_n(q^2)$

5

11:

464822950208772455290406508567552000

comment: $\operatorname{PSU}_{6}(11)$.

${}^2A_n(q^2)$

5

13:

483719301348481422006364965518746490880

comment: $\operatorname{PSU}_{6}(13)$.

${}^2A_n(q^2)$

5

16:

1388671062000648235066960954309704941568000

comment: $\operatorname{PSU}_{6}(16)$.

${}^2A_n(q^2)$

5

17:

1932587289526684689893546457218994597396480

comment: $\operatorname{PSU}_{6}(17)$.

${}^2A_n(q^2)$

5

19:

284578104974202486212691074362603834752000000

comment: $\operatorname{PSU}_{6}(19)$.

${}^2A_n(q^2)$

5

23:

76126430453812837157616669842862543358285578240

comment: $\operatorname{PSU}_{6}(23)$.

${}^2A_n(q^2)$

5

25:

4228648679881487601051223754882812500000000000000

comment: $\operatorname{PSU}_{6}(25)$.

${}^2A_n(q^2)$

5

27:

62535536019159150450917508154106553837903840583680

comment: $\operatorname{PSU}_{6}(27)$.

${}^2A_n(q^2)$

5

29:

254260665496904363807135461316160530590355616000000

comment: $\operatorname{PSU}_{6}(29)$.

${}^2A_n(q^2)$

5

31:

7873924680077195906597601613248540004247459069952000

comment: $\operatorname{PSU}_{6}(31)$.

${}^2A_n(q^2)$

5

32:

15948377808891253832637672665332616750600575097241600

comment: $\operatorname{PSU}_{6}(32)$.

${}^2A_n(q^2)$

6

2:

227787103272960

comment: $\operatorname{PSU}_{7}(2)$.

${}^2A_n(q^2)$

6

3:

72853912155490594652160

comment: $\operatorname{PSU}_{7}(3)$.

${}^2A_n(q^2)$

6

4:

75201903100820623196160000000

comment: $\operatorname{PSU}_{7}(4)$.

${}^2A_n(q^2)$

6

5:

3433311915953308593750000000000000

comment: $\operatorname{PSU}_{7}(5)$.

${}^2A_n(q^2)$

6

7:

36046006562300526399984520145908373913600

comment: $\operatorname{PSU}_{7}(7)$.

${}^2A_n(q^2)$

6

8:

21990399392416152300419586336343205546557440

comment: $\operatorname{PSU}_{7}(8)$.

${}^2A_n(q^2)$

6

9:

6291890893137495817477729592740553149440000000

comment: $\operatorname{PSU}_{7}(9)$.

${}^2A_n(q^2)$

6

11:

96281698388474603332953289124006844900607893504000

comment: $\operatorname{PSU}_{7}(11)$.

${}^2A_n(q^2)$

6

13:

41859010654706325209517986659095094624673551326044160

comment: $\operatorname{PSU}_{7}(13)$.

${}^2A_n(q^2)$

6

16:

6254018500664344699127033422089298377073680738120892416000

comment: $\operatorname{PSU}_{7}(16)$.

${}^2A_n(q^2)$

6

17:

114848769967003117428573707101199110590854968295962147553280

comment: $\operatorname{PSU}_{7}(17)$.

${}^2A_n(q^2)$

6

19:

23934716711177636228499965035710688766386848620935541760000000

comment: $\operatorname{PSU}_{7}(19)$.

${}^2A_n(q^2)$

6

23:

230222934386512583573106938841440018063058817039037775310152007680

comment: $\operatorname{PSU}_{7}(23)$.

${}^2A_n(q^2)$

6

25:

12602355124277798535713573346850410103797912597656250000000000000000

comment: $\operatorname{PSU}_{7}(25)$.

${}^2A_n(q^2)$

6

27:

72408202504421360245678701096803670115514739266841823530339628154880

comment: $\operatorname{PSU}_{7}(27)$.

${}^2A_n(q^2)$

6

29:

15653245710748437998220334857733721972464194523765442195196984960000000

comment: $\operatorname{PSU}_{7}(29)$.

${}^2A_n(q^2)$

6

31:

384523840850736427123462970436416816710488872554536674633762249637888000

comment: $\operatorname{PSU}_{7}(31)$.

${}^2A_n(q^2)$

6

32:

1765173863040047284348829158049426984935692335979429586679967125392588800

comment: $\operatorname{PSU}_{7}(32)$.

${}^2A_n(q^2)$

7

2:

7434971050829414400

comment: $\operatorname{PSU}_{8}(2)$.

${}^2A_n(q^2)$

7

3:

261303669649855006027009228800

comment: $\operatorname{PSU}_{8}(3)$.

${}^2A_n(q^2)$

7

4:

80746196495765988002371102310400000000

comment: $\operatorname{PSU}_{8}(4)$.

${}^2A_n(q^2)$

7

5:

52388048197552547504882812500000000000000000

comment: $\operatorname{PSU}_{8}(5)$.

${}^2A_n(q^2)$

7

7:

21391325457111798934823978676660423476094833786880000

comment: $\operatorname{PSU}_{8}(7)$.

${}^2A_n(q^2)$

7

8:

773718348487584973569411493765352832617753725065442099200

comment: $\operatorname{PSU}_{8}(8)$.

${}^2A_n(q^2)$

7

9:

647722254455086066695685369821031133003488312248729600000000

comment: $\operatorname{PSU}_{8}(9)$.

${}^2A_n(q^2)$

7

11:

100548136616306862756454814349824973552563071866922385264148480000

comment: $\operatorname{PSU}_{8}(11)$.

${}^2A_n(q^2)$

7

13:

7499067934473122750132064514634175779096876193380870618925895296614400

comment: $\operatorname{PSU}_{8}(13)$.

${}^2A_n(q^2)$

7

16:

7210392417946193196609908759488982760660588154929206868659126810255032320000

comment: $\operatorname{PSU}_{8}(16)$.

${}^2A_n(q^2)$

7

17:

164372883271985528794134595205905520993056163558187995981872772362447670476800

comment: $\operatorname{PSU}_{8}(17)$.

${}^2A_n(q^2)$

7

19:

90838993698765070596425698838809091770622832147467893676383433560093286400000000

comment: $\operatorname{PSU}_{8}(19)$.

${}^2A_n(q^2)$

7

23:

7673193289833376239130188750784672042502428035785132825006251683089501565730003353600

comment: $\operatorname{PSU}_{8}(23)$.

${}^2A_n(q^2)$

7

25:

5868428910242024688595489769413488744530823896639049053192138671875000000000000000000000

comment: $\operatorname{PSU}_{8}(25)$.

${}^2A_n(q^2)$

7

27:

374353827253980889658390293874628067593279737300622855643003380745934848193791710108057600

comment: $\operatorname{PSU}_{8}(27)$.

${}^2A_n(q^2)$

7

29:

67537405875154974802123355388991921446293613678008033385962374680152045738389113907200000000

comment: $\operatorname{PSU}_{8}(29)$.

${}^2A_n(q^2)$

7

31:

1127869083457792651223358229641995370000603851772757527398996133425493189383227347031818240000

comment: $\operatorname{PSU}_{8}(31)$.

${}^2A_n(q^2)$

7

32:

66686383098002172452996630259966437347489668781491610981687851135846497201847824118511042560000

comment: $\operatorname{PSU}_{8}(32)$.

${}^2A_n(q^2)$

8

2:

325473292721108444774400

comment: $\operatorname{PSU}_{9}(2)$.

${}^2A_n(q^2)$

8

3:

134986051617828004413553989669145804800

comment: $\operatorname{PSU}_{9}(3)$.

${}^2A_n(q^2)$

8

4:

1387214384685552430277038742907113177088000000000

comment: $\operatorname{PSU}_{9}(4)$.

${}^2A_n(q^2)$

8

5:

26645952870805473150526496887207031250000000000000000000

comment: $\operatorname{PSU}_{9}(5)$.

${}^2A_n(q^2)$

8

7:

39810201274178223212667832212604464453454216115774028456992440320000

comment: $\operatorname{PSU}_{9}(7)$.

${}^2A_n(q^2)$

8

8:

193584316216671275878790865786407987270152936163107346284674194551603200

comment: $\operatorname{PSU}_{9}(8)$.

${}^2A_n(q^2)$

8

9:

21604363512694906634832293320538367272757984400409932852117719072768000000000

comment: $\operatorname{PSU}_{9}(9)$.

${}^2A_n(q^2)$

8

11:

67762342527208965954852897041806391441655806092403771698040793984856964365025280000

comment: $\operatorname{PSU}_{9}(11)$.

${}^2A_n(q^2)$

8

13:

129740113294011298147915542958807702823436282737353809104902059712612401946193461130035200

comment: $\operatorname{PSU}_{9}(13)$.

${}^2A_n(q^2)$

8

16:

2128132217708875980020399293441168323886314633247860446951451749395034257001943327870434672640000

comment: $\operatorname{PSU}_{9}(16)$.

${}^2A_n(q^2)$

8

17:

30216859334683599482044773571545811995358647736202036315460742542082136804716589779777808970547200

comment: $\operatorname{PSU}_{9}(17)$.

${}^2A_n(q^2)$

9

2:

511425298104873890310468403200

comment: $\operatorname{PSU}_{10}(2)$.

${}^2A_n(q^2)$

9

3:

78443214723710253027384431366692794963433881600

comment: $\operatorname{PSU}_{10}(3)$.

${}^2A_n(q^2)$

9

4:

76262844579009168124293724233731995056998952468480000000000

comment: $\operatorname{PSU}_{10}(4)$.

${}^2A_n(q^2)$

9

5:

762346748607441878701573742102444171905517578125000000000000000000000

comment: $\operatorname{PSU}_{10}(5)$.

${}^2A_n(q^2)$

9

7:

226896155013240347267849000437307158216954891689720006230770365342643025357045760000

comment: $\operatorname{PSU}_{10}(7)$.

${}^2A_n(q^2)$

9

8:

251085961027071807035183793299850200702982247262289436041016136491301224680584545252147200

comment: $\operatorname{PSU}_{10}(8)$.

${}^2A_n(q^2)$

9

9:

2918429155198565858011980023865655852999718495622210731513803307604412116661687418880000000000

comment: $\operatorname{PSU}_{10}(9)$.

${}^2A_n(q^2)$

10

2:

1073060286276491879676057352352563200

comment: $\operatorname{PSU}_{11}(2)$.

${}^2A_n(q^2)$

10

3:

1641096728764331051331344394764412834311255334161114726400

comment: $\operatorname{PSU}_{11}(3)$.

${}^2A_n(q^2)$

10

4:

1677038087474831944106984283948519393997860327041573880594432000000000000

comment: $\operatorname{PSU}_{11}(4)$.

${}^2A_n(q^2)$

10

5:

727030529232314386541350763235735330737661570310592651367187500000000000000000000000

comment: $\operatorname{PSU}_{11}(5)$.

${}^2A_n(q^2)$

11

2:

2999761491491658579472011849648637476864000

comment: $\operatorname{PSU}_{12}(2)$.

${}^2A_n(q^2)$

11

3:

38624443023275730622390730398241175166194518141709696269536985088000

comment: $\operatorname{PSU}_{12}(3)$.

${}^2A_n(q^2)$

11

4:

118011057119707791842977705711319316136289631193779085752368841482588651520000000000000

comment: $\operatorname{PSU}_{12}(4)$.

${}^2A_n(q^2)$

11

5:

1444479875275288698684754045729562847860832324840885121375322341918945312500000000000000000000000000

comment: $\operatorname{PSU}_{12}(5)$.

${}^2A_n(q^2)$

12

2:

302002740016633758616955204618296772787569688576000

comment: $\operatorname{PSU}_{13}(2)$.

${}^2A_n(q^2)$

12

3:

130904284585257205657971410293164113964798036783678242876594287182700156551168000

comment: $\operatorname{PSU}_{13}(3)$.

${}^2A_n(q^2)$

13

2:

40531647608361049025917559744606666986117154471449460736000

comment: $\operatorname{PSU}_{14}(2)$.

${}^2A_n(q^2)$

13

3:

499111587301824073511461158312974489490058242825155762193270763403968299794128089724747776000

comment: $\operatorname{PSU}_{14}(3)$.

${}^2A_n(q^2)$

14

2:

7253642228959276867749437523400108007249636201130270058403069952000

comment: $\operatorname{PSU}_{15}(2)$.

${}^2A_n(q^2)$

15

2:

46730521163351281781436519687391747596789832919391166294665971889371873280000

comment: $\operatorname{PSU}_{16}(2)$.

${}^2A_n(q^2)$

16

2:

401415182774694219411503772138569631842568357166668732153249984246948793314799779840000

comment: $\operatorname{PSU}_{17}(2)$.

${}^2A_n(q^2)$

17

2:

4597489347596852341820176611834639548420648549427534952435959316281115608172530180056552570880000

comment: $\operatorname{PSU}_{18}(2)$.

${}^2D_n(q^2)$

4

2:

197406720

comment: $\operatorname{P\Omega}^{-}_{8}(2)$.

${}^2D_n(q^2)$

4

3:

10151968619520

comment: $\operatorname{P\Omega}^{-}_{8}(3)$.

${}^2D_n(q^2)$

4

4:

67536471195648000

comment: $\operatorname{P\Omega}^{-}_{8}(4)$.

${}^2D_n(q^2)$

4

5:

17880203250000000000

comment: $\operatorname{P\Omega}^{-}_{8}(5)$.

${}^2D_n(q^2)$

4

7:

225297574007560801689600

comment: $\operatorname{P\Omega}^{-}_{8}(7)$.

${}^2D_n(q^2)$

4

8:

19040507889972842499932160

comment: $\operatorname{P\Omega}^{-}_{8}(8)$.

${}^2D_n(q^2)$

4

9:

258442783258674454981632000

comment: $\operatorname{P\Omega}^{-}_{8}(9)$.

${}^2D_n(q^2)$

4

11:

71509018527768710090176128000

comment: $\operatorname{P\Omega}^{-}_{8}(11)$.

${}^2D_n(q^2)$

4

13:

7705598130371354482393144151040

comment: $\operatorname{P\Omega}^{-}_{8}(13)$.

${}^2D_n(q^2)$

4

16:

5172014139450888575020469059584000

comment: $\operatorname{P\Omega}^{-}_{8}(16)$.

${}^2D_n(q^2)$

4

17:

14126495318154482389193473874657280

comment: $\operatorname{P\Omega}^{-}_{8}(17)$.

${}^2D_n(q^2)$

4

19:

318321608468897681201705054311296000

comment: $\operatorname{P\Omega}^{-}_{8}(19)$.

${}^2D_n(q^2)$

4

23:

67069900242773884763849709722463068160

comment: $\operatorname{P\Omega}^{-}_{8}(23)$.

${}^2D_n(q^2)$

4

25:

692779164523934014160156250000000000000

comment: $\operatorname{P\Omega}^{-}_{8}(25)$.

${}^2D_n(q^2)$

4

27:

5978045974195331448835084065775800898560

comment: $\operatorname{P\Omega}^{-}_{8}(27)$.

${}^2D_n(q^2)$

4

29:

44217810591353896474940217678294528384000

comment: $\operatorname{P\Omega}^{-}_{8}(29)$.

${}^2D_n(q^2)$

4

31:

286183951927383612437118273442037170176000

comment: $\operatorname{P\Omega}^{-}_{8}(31)$.

${}^2D_n(q^2)$

4

32:

1392435444142407215799640710557659142553600

comment: $\operatorname{P\Omega}^{-}_{8}(32)$.

${}^2D_n(q^2)$

5

2:

25015379558400

comment: $\operatorname{P\Omega}^{-}_{10}(2)$.

${}^2D_n(q^2)$

5

3:

650084965259666227200

comment: $\operatorname{P\Omega}^{-}_{10}(3)$.

${}^2D_n(q^2)$

5

4:

1156864092324658937856000000

comment: $\operatorname{P\Omega}^{-}_{10}(4)$.

${}^2D_n(q^2)$

5

5:

13624044368878125000000000000000

comment: $\operatorname{P\Omega}^{-}_{10}(5)$.

${}^2D_n(q^2)$

5

7:

26196189346044417086527270309724160000

comment: $\operatorname{P\Omega}^{-}_{10}(7)$.

${}^2D_n(q^2)$

5

8:

42866252623493721354850266861682871500800

comment: $\operatorname{P\Omega}^{-}_{10}(8)$.

${}^2D_n(q^2)$

5

9:

4309513309243483910028450349897015296000000

comment: $\operatorname{P\Omega}^{-}_{10}(9)$.

${}^2D_n(q^2)$

5

11:

18070888325551827072015085386972264430571520000

comment: $\operatorname{P\Omega}^{-}_{10}(11)$.

${}^2D_n(q^2)$

5

13:

66654474420859813673871235947544627476537878937600

comment: $\operatorname{P\Omega}^{-}_{10}(13)$.

${}^2D_n(q^2)$

5

16:

1526487301906317596164113770714802619826062208532480000

comment: $\operatorname{P\Omega}^{-}_{10}(16)$.

${}^2D_n(q^2)$

5

17:

11685873999862777532037117742925879308428494809910476800

comment: $\operatorname{P\Omega}^{-}_{10}(17)$.

${}^2D_n(q^2)$

5

19:

872256438884544234058281813387768312859332686439936000000

comment: $\operatorname{P\Omega}^{-}_{10}(19)$.

${}^2D_n(q^2)$

5

23:

4730089873355441851880906633084782242703287701112156507340800

comment: $\operatorname{P\Omega}^{-}_{10}(23)$.

${}^2D_n(q^2)$

5

25:

403249555936594070074275419955253601074218750000000000000000000

comment: $\operatorname{P\Omega}^{-}_{10}(25)$.

${}^2D_n(q^2)$

5

27:

6437429098261275562002683335050665274014456471724504024050073600

comment: $\operatorname{P\Omega}^{-}_{10}(27)$.

${}^2D_n(q^2)$

5

29:

320894745998558956276097278755022892263654851755043678448128000000

comment: $\operatorname{P\Omega}^{-}_{10}(29)$.

${}^2D_n(q^2)$

5

31:

3226737386180092854551854017079725095745355843906280555355832320000

comment: $\operatorname{P\Omega}^{-}_{10}(31)$.

${}^2D_n(q^2)$

5

32:

53867187371816916818873107247988981912632771625974575940983848960000

comment: $\operatorname{P\Omega}^{-}_{10}(32)$.

${}^2D_n(q^2)$

6

2:

51615733565620224000

comment: $\operatorname{P\Omega}^{-}_{12}(2)$.

${}^2D_n(q^2)$

6

3:

13562847888583522730562256896000

comment: $\operatorname{P\Omega}^{-}_{12}(3)$.

${}^2D_n(q^2)$

6

4:

5084214351928201162018406516391936000000

comment: $\operatorname{P\Omega}^{-}_{12}(4)$.

${}^2D_n(q^2)$

6

5:

6494787375688201677978515625000000000000000000

comment: $\operatorname{P\Omega}^{-}_{12}(5)$.

${}^2D_n(q^2)$

6

7:

29262053996908887352579751552034313656265214656512000000

comment: $\operatorname{P\Omega}^{-}_{12}(7)$.

${}^2D_n(q^2)$

6

8:

395360838170980861490191971042754908218201164692458569728000

comment: $\operatorname{P\Omega}^{-}_{12}(8)$.

${}^2D_n(q^2)$

6

9:

471535491606602146046974756689892608482030793612586254336000000

comment: $\operatorname{P\Omega}^{-}_{12}(9)$.

${}^2D_n(q^2)$

6

11:

267456670915079711708347640208290892699694907893425264205615104000000

comment: $\operatorname{P\Omega}^{-}_{12}(11)$.

${}^2D_n(q^2)$

6

13:

16467915392193326677809800762886843033933445541394367944834719115214848000

comment: $\operatorname{P\Omega}^{-}_{12}(13)$.

${}^2D_n(q^2)$

6

16:

29526532202612470721883801440251069616357976008586230693569024781212188672000000

comment: $\operatorname{P\Omega}^{-}_{12}(16)$.

${}^2D_n(q^2)$

6

17:

807399098915600661063573480107695319627371222325907701339595873515089736761344000

comment: $\operatorname{P\Omega}^{-}_{12}(17)$.

${}^2D_n(q^2)$

6

19:

1245947185955956344128093072821651205014713335267351263466171092859091295137792000000

comment: $\operatorname{P\Omega}^{-}_{12}(19)$.

${}^2D_n(q^2)$

6

23:

373408225176018374441135617177106878628248662674360098110020166971522275627943347617792000

comment: $\operatorname{P\Omega}^{-}_{12}(23)$.

${}^2D_n(q^2)$

6

25:

91688324640824601862779993340531579840808182780165225267410278320312500000000000000000000000

comment: $\operatorname{P\Omega}^{-}_{12}(25)$.

${}^2D_n(q^2)$

6

27:

14736063103708017998586833258131422519471915795668333299597033875788188819787968289005535232000

comment: $\operatorname{P\Omega}^{-}_{12}(27)$.

${}^2D_n(q^2)$

6

29:

1647102179623138571115842657754741268904652058617490751167909433476999873083173511813869568000000

comment: $\operatorname{P\Omega}^{-}_{12}(29)$.

${}^2D_n(q^2)$

6

31:

134396875588403836001222482793311687656953781531237856485908781294736591218430989435710472192000000

comment: $\operatorname{P\Omega}^{-}_{12}(31)$.

${}^2D_n(q^2)$

6

32:

2185112653857297933064192069714874959756515155009012062305383983767134547638338152718179237888000000

comment: $\operatorname{P\Omega}^{-}_{12}(32)$.

${}^2D_n(q^2)$

7

2:

1718194449153210615595008000

comment: $\operatorname{P\Omega}^{-}_{14}(2)$.

${}^2D_n(q^2)$

7

3:

5740565134714480760418669730296013258752000

comment: $\operatorname{P\Omega}^{-}_{14}(3)$.

${}^2D_n(q^2)$

7

4:

5723268226255296766535828900226042913365373747200000000

comment: $\operatorname{P\Omega}^{-}_{14}(4)$.

${}^2D_n(q^2)$

7

5:

1935498367921720929112681242942810058593750000000000000000000000

comment: $\operatorname{P\Omega}^{-}_{14}(5)$.

${}^2D_n(q^2)$

7

7:

19621068228701097989669693908722744720232565856487284893166990337769472000000

comment: $\operatorname{P\Omega}^{-}_{14}(7)$.

${}^2D_n(q^2)$

7

8:

14936260311202092953724363856730994097915864080856711296719993219416989716447232000

comment: $\operatorname{P\Omega}^{-}_{14}(8)$.

${}^2D_n(q^2)$

7

9:

338513814349953813298640276852155353318619929106891092918822268908633547132108800000000

comment: $\operatorname{P\Omega}^{-}_{14}(9)$.

${}^2D_n(q^2)$

7

11:

14489064474627114842327574483525306839683801570098269347801056792853938124412615895613440000000

comment: $\operatorname{P\Omega}^{-}_{14}(11)$.

${}^2D_n(q^2)$

8

2:

918817155086936330770931156779008000

comment: $\operatorname{P\Omega}^{-}_{16}(2)$.

${}^2D_n(q^2)$

8

3:

787714054696824533371986163877112470807395282590892032000

comment: $\operatorname{P\Omega}^{-}_{16}(3)$.

${}^2D_n(q^2)$

8

4:

1649544238534812363410727494028014948156119473519463889294799667200000000

comment: $\operatorname{P\Omega}^{-}_{16}(4)$.

${}^2D_n(q^2)$

8

5:

360510972953403554888499561265430969232693314552307128906250000000000000000000000000

comment: $\operatorname{P\Omega}^{-}_{16}(5)$.

${}^2D_n(q^2)$

9

2:

7877103854727828347931810809383874168094720000

comment: $\operatorname{P\Omega}^{-}_{18}(2)$.

${}^2D_n(q^2)$

9

3:

2189252578923737648458036197801884773743716978346111602864281815613440000

comment: $\operatorname{P\Omega}^{-}_{18}(3)$.

${}^2D_n(q^2)$

9

4:

121713488702692026889020450940588244552665103046223681752886842753443959926517923840000000000

comment: $\operatorname{P\Omega}^{-}_{18}(4)$.

${}^2D_n(q^2)$

10

2:

1081561598265935342583934931877242782978883444539392000000

comment: $\operatorname{P\Omega}^{-}_{20}(2)$.

${}^2D_n(q^2)$

10

3:

1971503625307277142637970292742913493656208917958201417440486693213833889905190633472000000

comment: $\operatorname{P\Omega}^{-}_{20}(3)$.

${}^2D_n(q^2)$

11

2:

2377216654875956610958031089252223452926105897352059562003267584000000

comment: $\operatorname{P\Omega}^{-}_{22}(2)$.

${}^2D_n(q^2)$

12

2:

83620445214578459223741743251211840626721071031715328324291261517281439514624000000

comment: $\operatorname{P\Omega}^{-}_{24}(2)$.

${}^2D_n(q^2)$

13

2:

47068377982458466980956478670629075727301612829163408052599513293666028733035668134575472640000000

comment: $\operatorname{P\Omega}^{-}_{26}(2)$.

${}^2E_6(q^2)$

6

2:

76532479683774853939200

comment: ${}^2E_6(2^2)$.

${}^2E_6(q^2)$

6

3:

14636855916969695633965120680532377600

comment: ${}^2E_6(3^2)$.

${}^2E_6(q^2)$

6

4:

85696576147617709485896772387584983695360000000

comment: ${}^2E_6(4^2)$.

${}^2E_6(q^2)$

6

5:

1059060039628243201724264144897460937500000000000000000

comment: ${}^2E_6(5^2)$.

${}^2E_6(q^2)$

6

7:

810427858908275920215893492665043303236034279841715875332751360000

comment: ${}^2E_6(7^2)$.

${}^2E_6(q^2)$

6

8:

9058783495693760963903434800307939561271631235750605815332285395763200

comment: ${}^2E_6(8^2)$.

${}^2E_6(q^2)$

6

9:

266395713818936513942836280887131497894022944275505941039277254410240000000

comment: ${}^2E_6(9^2)$.

${}^2E_6(q^2)$

6

11:

559637120026108224279736930216458084778924338515343826586810967822816813711360000

comment: ${}^2E_6(11^2)$.

${}^2E_6(q^2)$

6

13:

767370564747846646082677408589480449615270170051083535949615808569941409279707817574400

comment: ${}^2E_6(13^2)$.

${}^2E_6(q^2)$

6

16:

8311114212338574594163176384992740984374185539142715708340426352374469568424998786595553280000

comment: ${}^2E_6(16^2)$.

${}^2E_6(q^2)$

6

17:

313609742307700870426417983727471371177479972067082631039036307152780747986382262765567659212800

comment: ${}^2E_6(17^2)$.

${}^2E_6(q^2)$

6

19:

5515391421894268937211593149267005882066906956671433143549504509292779387714131152421224488960000000

comment: ${}^2E_6(19^2)$.

${}^3D_4(q^3)$

4

2:

211341312

comment: ${}^3D_4(2^3)$.

${}^3D_4(q^3)$

4

3:

20560831566912

comment: ${}^3D_4(3^3)$.

${}^3D_4(q^3)$

4

4:

67802350642790400

comment: ${}^3D_4(4^3)$.

${}^3D_4(q^3)$

4

5:

35817806390625000000

comment: ${}^3D_4(5^3)$.

${}^3D_4(q^3)$

4

7:

450782974156649555296512

comment: ${}^3D_4(7^3)$.

${}^3D_4(q^3)$

4

8:

19045158721552047314829312

comment: ${}^3D_4(8^3)$.

${}^3D_4(q^3)$

4

9:

516964372056378442547769600

comment: ${}^3D_4(9^3)$.

${}^3D_4(q^3)$

4

11:

143027806714329275383382337600

comment: ${}^3D_4(11^3)$.

${}^3D_4(q^3)$

4

13:

15411735887347424297802263464512

comment: ${}^3D_4(13^3)$.

${}^3D_4(q^3)$

4

16:

5172093060532095860985478879641600

comment: ${}^3D_4(16^3)$.

${}^3D_4(q^3)$

4

17:

28253328918503724754683541171725312

comment: ${}^3D_4(17^3)$.

${}^3D_4(q^3)$

4

19:

636648102205613756788161925672142400

comment: ${}^3D_4(19^3)$.

${}^3D_4(q^3)$

4

23:

134140279831887916573088093425719597312

comment: ${}^3D_4(23^3)$.

${}^3D_4(q^3)$

4

25:

1385561876095351204238891601562500000000

comment: ${}^3D_4(25^3)$.

${}^3D_4(q^3)$

4

27:

11956114445971661401099296184508431605312

comment: ${}^3D_4(27^3)$.

${}^3D_4(q^3)$

4

29:

88435746219109527169955673235580044814400

comment: ${}^3D_4(29^3)$.

${}^3D_4(q^3)$

4

31:

572368523623178976829475638779060789350400

comment: ${}^3D_4(31^3)$.

${}^3D_4(q^3)$

4

32:

1392436772074860374668712252110467615424512

comment: ${}^3D_4(32^3)$.

${}^2B_2(q)$

2

8:

29120

comment: ${}^2B_2(8)$.

${}^2B_2(q)$

2

32:

32537600

comment: ${}^2B_2(32)$.

${}^2F_4(q)$

4

8:

264905352699586176614400

comment: ${}^2F_4(8)$.

${}^2F_4(q)$

4

32:

1318633155799591447702161609782722560000

comment: ${}^2F_4(32)$.

${}^2G_2(q)$

2

27:

10073444472

comment: ${}^2G_2(27)$.

${}^2F_4(2)'$

4

2:

17971200

comment: the Tits group ${}^2F_4(2)'$.