Group GAP4(64,95)

Name: C2 x ((C8 x C2) : C2)
Maximal quotients:GAP4(32,9) GAP4(32,22) GAP4(32,39) GAP4(32,40)
Real polynomial:

x^64-384*x^62+70272*x^60-8156160*x^58+674106912*x^56-42228877824*x^54+208378\
7306496*x^52-83101737259008*x^50+2726834047608510*x^48-74569316453553600*x^4\
6+1715200472307857472*x^44-33401116810174560768*x^42+553126925404108810368*x\
^40-7810540271428514641920*x^38+94157282752289472079872*x^36-968892967137299\
672383488*x^34+8497951197332599666315971*x^32-63353469077782151352422976*x^3\
0+399807164440035996137436096*x^28-2123768507553891457153850880*x^26+9426325\
477757412982127909760*x^24-34630703703965375984319068160*x^22+10405221031879\
3246759668541440*x^20-251796871813891335529329967104*x^18+481100304164481154\
804041574974*x^16-706987593820911473338852300608*x^14+7710204454491396451849\
24568256*x^12-593229742011253999084433960448*x^10+29861579323489900156500416\
1696*x^8-87260369790305421837835697664*x^6+12184194785484076797889184256*x^4\
-685084123256571031341920256*x^2+11630407315856574648652929

Common denominator of the automorphisms:

35572154661032341720919274403397478944158176311947200

Complex polynomial:

x^64-65*x^48+2497*x^32+1312*x^16+256

Common denominator of the automorphisms:

83550208

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