Group GAP4(64,31)

Name: (C16 x C2) : C2
Maximal quotient:GAP4(32,5)
Real polynomial:

x^64-192*x^62+17568*x^60-1019520*x^58+42131728*x^56-1319660160*x^54+32559791\
040*x^52-649263064320*x^50+10652781827048*x^48-145672030196352*x^46+16755974\
14474944*x^44-16319020802713344*x^42+135173779760811104*x^40-954908578813132\
032*x^38+5760441936169499520*x^36-29671964913626952192*x^34+1303326847159731\
19640*x^32-486910210322060933376*x^30+1541117583041710407552*x^28-4110554983\
906063793664*x^26+9175606373628828773056*x^24-16990952760745326945792*x^22+2\
5813168865790944110848*x^20-31728702473351349120000*x^18+3099987124871390052\
1376*x^16-23529642167302385561088*x^14+13457999974812437442816*x^12-55604666\
40085717963776*x^10+1560086894991802961024*x^8-269705553323201227776*x^6+243\
51867992696873472*x^4-855854569784752128*x^2+1335632628430864

Common denominator of the automorphisms:

7420961802000860688570668645703655619597156352

Complex polynomial:

x^64-16*x^56+15360*x^48+15632*x^40+209538*x^32+109040*x^24+13568*x^16-240*x^\
8+1

Common denominator of the automorphisms:

396494809478880

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