Group GAP4(64,110)

Name: C2 x (C4 . D8 = C4 . (C4 x C2))
Maximal quotients:GAP4(32,15) GAP4(32,23)
Real polynomial:

x^64-144*x^62+9360*x^60-365472*x^58+9629988*x^56-182478960*x^54+2588982768*x\
^52-28282896144*x^50+242836496784*x^48-1664425060416*x^46+9216877131792*x^44\
-41617962705024*x^42+154307981018160*x^40-472189025365920*x^38+1196613749040\
048*x^36-2516217046107840*x^34+4392869837394204*x^32-6362682009149952*x^30+7\
630582954314240*x^28-7552271685260736*x^26+6140321131934304*x^24-40760952901\
32672*x^22+2191964291735328*x^20-945433959043968*x^18+322930937505600*x^16-8\
5921994356992*x^14+17423019005184*x^12-2613485855232*x^10+278000732448*x^8-1\
9686779136*x^6+837708480*x^4-17635968*x^2+104976

Common denominator of the automorphisms:

3343847054605162175310260874203618701914934487638327502147678807616

Complex polynomial:

x^64+40602096*x^48+5593004640*x^32+305876736*x^16+1679616

Common denominator of the automorphisms:

2752804369671782400

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