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Table 1 The values of p and h(q)

From: A characterization of some alternating groups A p+8 of degree p + 8 by OD

p

h(q)

Condition

p

h(q)

Condition

113

\(2^4.7\)

None

139

2.3.23

None

181

\(2^2.3^2.5\)

\(q\ne 19\)

181

4

\(q=19\)

199

\(2.3^2.11\)

None

211

2.3.5.7

None

241

\(2^4.3.5\)

None

283

2.3.47

None

293

\(2^2.73\)

None

317

\(2^2.79\)

\(q\ne 73\)

317

4

\(q=73\)

337

\(2^4.3.7\)

None

409

\(2^3.3.17\)

\(q\ne 31,53\)

409

8

\(q=31\)

409

3

\(q=53\)

421

\(2^2.3.5.7\)

\(q\ne 29\)

421

4

\(q=29\)

467

2.233

None

509

\(2^2.127\)

none

523

\(2.3^2.29\)

\(q\ne 11,19,61\)

523

29

\(q=11\)

523

9

\(q=19\)

523

6

\(q=61\)

547

2.3.7.13

\(q\ne 11,13,41\)

547

39

\(q=11\)

547

21

\(q=13\)

547

6

\(q=41\)

577

\(2^6.3^2\)

\(q\ne 23\)

577

8

\(q=23\)

619

2.3.103

None

631

\(2.3^2.5.7\)

\(q\ne 43\)

631

3

\(q=43\)

661

\(2^3.3.5.11\)

\(q\ne 11\)

661

33

\(q=11\)

691

2.3.5.23

\(q\ne 89\)

691

5

\(q=89\)

709

\(2^2.3.59\)

\(q\ne 227\)

709

3

\(q=227\)

787

2.3.131

None

797

\(2^2.199\)

None

811

\(2.3^4.5\)

\(q\ne 131\)

811

6

\(q=131\)

829

\(2^2.3^2.23\)

\(q\ne 11\)

829

23

\(q=11\)

839

2.419

None

863

2.431

None

887

2.443

None

919

\(2.3^3.17\)

\(q\ne 53\)

919

6

\(q=53\)

953

\(2^3.7.17\)

None

997

\(2^2.3.83\)

None