Group GAP4(64,266)

Name: (C2 x ((C4 x C2) : C2)) : C2
Maximal quotient:GAP4(32,51)
Real polynomial:

x^64-780*x^62+237276*x^60-39059280*x^58+3997448767*x^56-275009211360*x^54+13\
372286361876*x^52-475772345400300*x^50+12699756716626993*x^48-25912143233057\
0160*x^46+4099299731283864744*x^44-50838217650008895600*x^42+498461050268204\
305282*x^40-3888980014216837492680*x^38+24258432569611256140176*x^36-1213727\
13773670715976880*x^34+488013381038207963532958*x^32-15778452790577193076994\
40*x^30+4099675104264302287689744*x^28-8544089091234391971417960*x^26+142365\
46056710183163159202*x^24-18875874345924752874010800*x^22+197865368366585399\
01121896*x^20-16259485601659131304452720*x^18+10359581702978729687951953*x^1\
6-5045327538488220784011900*x^14+1843483230421176410348724*x^12-492860616594\
742216660320*x^10+93132901646322717430927*x^8-11830083593416655757840*x^6+93\
4244919293184496764*x^4-39924996550990790460*x^2+665416609183179841

Common denominator of the automorphisms:

585603022395070784408860270798211414932865856000

Complex polynomial:

x^64-161*x^56+25345*x^48-92414*x^40+305854*x^32-92414*x^24+25345*x^16-161*x^\
8+1

Common denominator of the automorphisms:

262310400

Database of Galois polynomials by Bill Allombert and Igor Schein.
Last Modified: Sat, 16 Jun 2018 12:23:16 +0200
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