Group GAP4(64,41)

Name: (C16 : C2) : C2
Maximal quotient:GAP4(32,9)
Real polynomial:
x^64-192*x^62+17184*x^60-953472*x^58+36799456*x^56-1050800896*x^54+230550030\
08*x^52-398491668992*x^50+5520231377856*x^48-62035606756352*x^46+57040137173\
4528*x^44-4316544837789696*x^42+26988155328856576*x^40-139709291647102976*x^\
38+599240166455695360*x^36-2128378818048860160*x^34+6248798278681175552*x^32\
-15120495796380123136*x^30+30031311651718848512*x^28-48698197578761469952*x^\
26+64047528373268324352*x^24-67764870756788928512*x^22+57103982693419614208*\
x^20-37849037267172458496*x^18+19418963960928911360*x^16-7551505332694155264\
*x^14+2162752654819065856*x^12-437997055482789888*x^10+59053763935993856*x^8\
-4827008514129920*x^6+205797234049024*x^4-3616779796480*x^2+10538254336
Common denominator of the automorphisms:
3414788306575919127295302518379465648268056614005721515436320709672960
Complex polynomial:
x^64-224*x^56+29304*x^48+187712*x^40+722456*x^32-375424*x^24+117216*x^16+179\
2*x^8+16
Common denominator of the automorphisms:
90635059200

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