Degree 20: T240

Name(s): t20n240

Order: 2560 = 29 · 5

Parity: 1

|Aut(K)|=|CS20(G)|= 4

Subfields: 5T2, 10T15, 10T15, 10T15

Other representations: 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T255, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T260, 20T260, 20T260, 20T240, 20T260, 20T260, 20T260, 20T260, 20T260, 20T240, 20T260, 20T240, 20T260, 20T260, 20T260, 20T240, 20T260, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T240, 20T260, 20T260, 20T260, 20T260, 20T260, 20T260, 20T240, 20T240, 20T260, 20T260, 20T260, 20T260, 20T260, 20T240, 20T260, 20T260, 20T260, 20T260, 20T240, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T260, 20T260, 20T240, 20T260, 20T260, 20T260, 20T260, 20T240, 20T260, 20T260, 20T240, 20T260, 20T260, 20T260, 20T260, 20T240, 20T243, 20T243, 20T243, 20T260, 20T260, 20T260, 20T240, 20T260, 20T260, 20T260, 20T260, 20T260, 20T260, 20T240, 20T260, 20T260, 20T260, 20T240, 20T260, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T260, 20T260, 20T260, 20T240, 20T260, 20T260, 20T260, 20T240, 20T260, 20T260, 20T260, 20T240, 20T243, 20T243, 20T243, 20T240, 20T260, 20T243, 20T243, 20T260, 20T260, 20T260, 20T240, 20T260, 20T260, 20T260, 20T240, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T260, 20T260, 20T240, 20T260, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T240, 20T260, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T260, 20T260, 20T260, 20T240, 20T260, 20T260, 20T260, 20T240, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T260, 20T260, 20T260, 20T240, 20T243, 20T243, 20T243, 20T240, 20T260, 20T260, 20T260, 20T260, 20T260, 20T243, 20T243, 20T243, 20T243, 20T260, 20T260, 20T260, 20T240, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243, 20T243

Resolvents
  2: 2T1
  10: 5T2
  160: 10T15, 10T15, 10T15, 10T15, 10T15