Degree 20: T₉₀₅

Name(s): t20n905

Order: 327680 = 2¹⁶ · 5

Parity: -1

|Aut(K)|=|C_S20(G)|= 2

Subfields: 5T2, 10T23

Other representations: 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905, 20T905

Resolvents
  2: 2T1, 2T1, 2T1, 2T1, 2T1, 2T1, 2T1
  4: 4T2, 4T2, 4T2, 4T2, 4T2, 4T2, 4T2
  8: 8T3
  10: 5T2
  20: 10T3, 10T3, 10T3
  40: 20T8
  160: 10T15, 10T15, 10T15, 10T15, 10T15
  320: 10T23, 10T23, 10T23, 10T23, 10T23, 10T23, 10T23, 10T23, 10T23, 10T23, 10T23, 10T23, 10T23, 10T23, 10T23
  640: 20T141, 20T141, 20T141, 20T141, 20T141
  2560: 20T240
  5120: 20T307, 20T307, 20T307
  10240: 20T412
  20480: 20480T?
  163840: 163840T?