Group GAP4(64,131)

Name: (C2 x QD16) : C2
Maximal quotients:GAP4(32,27) GAP4(32,40) GAP4(32,43)
Real polynomial:
x^64-224*x^62+23120*x^60-1464416*x^58+63949352*x^56-2050355232*x^54+50183117\
968*x^52-962335912992*x^50+14724577024796*x^48-182126487179104*x^46+18382674\
62876624*x^44-15242944152728032*x^42+104317438459166360*x^40-590915426185347\
488*x^38+2774474773204503440*x^36-10798078218210503840*x^34+3479292614422714\
8038*x^32-92582315483837388960*x^30+202669612873154118256*x^28-3630468716875\
20347424*x^26+528452426940508202264*x^24-619443098441719716448*x^22+57804234\
3875287617584*x^20-423180043760465668192*x^18+238525592064735363484*x^16-101\
000189968868359968*x^14+31085618469917541744*x^12-6640901009715243168*x^10+9\
20121915965864616*x^8-74369262523292640*x^6+2975352255457200*x^4-54492140556\
000*x^2+366055250625
Common denominator of the automorphisms:
1116022310397842701621958331941325226901377037545768338063360000
Complex polynomial:
x^64-84*x^56+3212*x^48-24528*x^40+104464*x^32-392448*x^24+822272*x^16-344064\
*x^8+65536
Common denominator of the automorphisms:
31611682816

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