Group GAP4(64,98)

Name: (C2 x (C8 : C2)) : C2
Maximal quotients:GAP4(32,22) GAP4(32,43) GAP4(32,44)
Real polynomial:
x^64-192*x^62+16704*x^60-878832*x^58+31486680*x^56-820009440*x^54+1617558076\
8*x^52-248575653792*x^50+3036425981472*x^48-29924065063296*x^46+240574299490\
368*x^44-1590899533022304*x^42+8706284440756560*x^40-39596624810725824*x^38+\
150063107839061184*x^36-474481476844463232*x^34+1251559715225522184*x^32-275\
0125858287646464*x^30+5020027180537188096*x^28-7579570276138636224*x^26+9409\
296170258115552*x^24-9526760114448221568*x^22+7784039191309437312*x^20-50617\
30809837322368*x^18+2571900835126354560*x^16-996256018465122816*x^14+2843942\
54334983424*x^12-56998480253021568*x^10+7455669731168832*x^8-565107251657472\
*x^6+20045308287744*x^4-242439132672*x^2+688747536
Common denominator of the automorphisms:
5888156309816083388046060419272851439401410225320999541098627842094080
Complex polynomial:
x^64-296*x^56+33500*x^48-16094*x^40+8414*x^32-2524*x^24+845*x^16-46*x^8+1
Common denominator of the automorphisms:
1883960160078264

Database of Galois polynomials by Bill Allombert and Igor Schein.
Last Modified: Thu, 19 Dec 2013 12:12:28 +0100
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