Character Table Info for L₃(2)

Group Order:

168 = 2³ 3 7

Number of Classes:

6

InfoText Value:

origin: ATLAS of finite groups, tests: 1.o.r., pow[2,3,7]

Stored Sylow Normalizers:

Prime	Order	Index	Name
7	21	8	7:3

Stored class fusions from this table:

Name

A7

L3(4)

L3(2).2

L3(8)

L3(11)

M24

O8-(2)

U3(3)

Stored class fusions to this table:

Name

P11/G1/L1/V1/ext2

P11/G1/L1/V1/ext3

P11/G1/L1/V1/ext4

P11/G1/L1/V2/ext2

P11/G1/L1/V2/ext4

P11/G1/L1/V3/ext2

P11/G1/L1/V3/ext4

P11/G2/L1/V1/ext2

P11/G2/L1/V1/ext3

P11/G2/L1/V2/ext2

P11/G3/L1/V1/ext2

P11/G3/L1/V1/ext3

P11/G3/L1/V2/ext3

P11/G3/L3/V1/ext2

P11/G3/L3/V2/ext3

P11/G3/L4/V2/ext2

P11/G3/L4/V2/ext3

P11/G3/L4/V3/ext2

P11/G4/L1/V1/ext2

P11/G4/L1/V1/ext3

P12/G1/L2/V1/ext2

P13/G1/L2/V1/ext2

P13/G1/L6/V1/ext2

7:3

2.L3(2)

2^3:sl(3,2)

2x2^3:L3(2)

4.M22M6

2.2^3+8:L3(2)

2^1+6.psl(3,2)

2^3+8:L3(2)

2^(1+3):L3(2)

4^3.L3(2)

4^3:psl(3,2)

2.4^3.L3(2)

2^6:L3(2)

ons1

M23C2A

M24C2A

s4

2^3.L3(2)

File created automatically by GAP on 15-Oct-2003.