Group GAP4(64,102)

Name: (C2 x (C8 : C2)) : C2
Maximal quotient:GAP4(32,22)
Real polynomial:

x^64-256*x^62+30496*x^60-2250240*x^58+115487392*x^56-4388041728*x^54+1282737\
33248*x^52-2959515793408*x^50+54851836826048*x^48-826906070257664*x^46+10228\
467264217600*x^44-104431055183044608*x^42+883310111719654912*x^40-6200659386\
881753088*x^38+36128523646593656832*x^36-174468675603079593984*x^34+69622075\
9499894687232*x^32-2285492559230589927424*x^30+6134243345365565726720*x^28-1\
3356267693582081720320*x^26+23362118665056380674048*x^24-3243721664002890530\
8160*x^22+35232240730659797565440*x^20-29407697438138872365056*x^18+18453795\
647592496480256*x^16-8471722436298110140416*x^14+2748792314787172581376*x^12\
-602753775149458128896*x^10+84017513812638433280*x^8-6794904243317768192*x^6\
+272523388863905792*x^4-3852021320908800*x^2+10363248640000

Common denominator of the automorphisms:

1530063903799349428181252114769640928689332899991626469913247015802213341593\
6000

Complex polynomial:

x^64+706*x^48+133153*x^32-10208*x^16+256

Common denominator of the automorphisms:

14137888768

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