Group GAP4(64,246)

Name: C8 x C2 x C2 x C2
Maximal quotients:GAP4(32,36) GAP4(32,45)
Real polynomial:
x^64-384*x^62+70272*x^60-8156160*x^58+674106624*x^56-42228781056*x^54+208377\
1920384*x^52-83100197486592*x^50+2726725230187297*x^48-74563540881343776*x^4\
6+1714961445383386080*x^44-33393211938489975552*x^42+552914550282995780544*x\
^40-7805853369452587631616*x^38+94071712694380602412032*x^36-967595470948191\
649112064*x^34+8481593381205122160756096*x^32-63182265884843233606115328*x^3\
0+398326076920346897100496896*x^28-2113258077728832731328479232*x^26+9365868\
623451492842220011520*x^24-34353967715730035132474327040*x^22+10307370416252\
1866720186204160*x^20-249266184974193499647818858496*x^18+476905736513736401\
368324722145*x^16-704832002188856131163424371808*x^14+7799014776108527094998\
03990688*x^12-619283589926049896214224832768*x^10+33212180675266639919731735\
8912*x^8-109385954600011099318794599424*x^6+18581155038046973307176137728*x^\
4-1059599100142326585380659200*x^2+239426967830255389779841
Common denominator of the automorphisms:
78583292724358824936489268681974593590645444837008000
Complex polynomial:
x^64-2207*x^48+4870848*x^32-2207*x^16+1
Common denominator of the automorphisms:
4807526976

Database of Galois polynomials by Bill Allombert and Igor Schein.
Last Modified: Tue, 27 May 2014 19:57:28 +0200
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