Group GAP4(48,25)

Name: C3 x D16
Maximal quotients:GAP4(16,7) GAP4(24,10)
Real polynomial:

x^48-144*x^46+9720*x^44-408672*x^42+11995542*x^40-261121104*x^38+4371088536*\
x^36-57582951840*x^34+605963097981*x^32-5141807068896*x^30+35364182108688*x^\
28-197507134251072*x^26+894690403364970*x^24-3274129767111120*x^22+961242590\
5401240*x^20-22409543581447968*x^18+40900160226409398*x^16-57322368971839008\
*x^14+60087950869758192*x^12-45405553368150720*x^10+23432040151245108*x^8-75\
77673386973408*x^6+1311379126416144*x^4-82391449503168*x^2+107139037041

Common denominator of the automorphisms:

1761629838444

Complex polynomial:

x^48+144*x^46+9720*x^44+408672*x^42+11995542*x^40+261121104*x^38+4371088536*\
x^36+57582951840*x^34+605963097981*x^32+5141807068896*x^30+35364182108688*x^\
28+197507134251072*x^26+894690403364970*x^24+3274129767111120*x^22+961242590\
5401240*x^20+22409543581447968*x^18+40900160226409398*x^16+57322368971839008\
*x^14+60087950869758192*x^12+45405553368150720*x^10+23432040151245108*x^8+75\
77673386973408*x^6+1311379126416144*x^4+82391449503168*x^2+107139037041

Common denominator of the automorphisms:

1761629838444

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