Group GAP4(64,177)

Name: (C2 x D16) : C2
Maximal quotients:GAP4(32,34) GAP4(32,43)
Real polynomial:
x^64-264*x^62+30888*x^60-2143944*x^58+99596266*x^56-3308071272*x^54+81872927\
928*x^52-1552404618072*x^50+22996295310439*x^48-269916786322656*x^46+2536289\
087367024*x^44-19223046814034448*x^42+118144563313507852*x^40-59091010149068\
8848*x^38+2410151470303149936*x^36-8022432803279585328*x^34+2178197723452652\
7007*x^32-48160886309110428744*x^30+86468731339695556104*x^28-12555058601579\
8064616*x^26+146632177692973426762*x^24-136808489506274968008*x^22+101102520\
714242668632*x^20-58557773891444221944*x^18+26233819772173025881*x^16-894041\
5517264379984*x^14+2268360887465632608*x^12-416374198768769472*x^10+53163789\
309350368*x^8-4464207188027136*x^6+226198350715392*x^4-5926594341888*x^2+548\
75873536
Common denominator of the automorphisms:
18667076242392093164226510813481695082776359999065486848000000
Complex polynomial:
x^64-56*x^56+3112*x^48-896*x^40-11984*x^32-3584*x^24+49792*x^16-3584*x^8+256
Common denominator of the automorphisms:
4831174656

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