Group GAP4(64,130)

Name: (C2 x D16) : C2
Maximal quotients:GAP4(32,27) GAP4(32,42) GAP4(32,43)
Real polynomial:

x^64-288*x^62+38352*x^60-3144096*x^58+178211016*x^56-7435211616*x^54+2373305\
52528*x^52-5946914855520*x^50+119093396329980*x^48-1930552988697504*x^46+255\
64323441711312*x^44-278308393923829536*x^42+2501559849586498488*x^40-1861118\
4967193152224*x^38+114718663029808025424*x^36-585594556766312089824*x^34+247\
1012888356405227366*x^32-8591531616368395869024*x^30+24497670878040125902320\
*x^28-56914408592047967154912*x^26+106817226434435227639032*x^24-16015085211\
1579978680864*x^22+189046773281043210383856*x^20-172380253154460821784864*x^\
18+118391427593098819438140*x^16-59200813353669746542560*x^14+20579031445799\
297756016*x^12-4667050615995864468576*x^10+632383204101334052616*x^8-4464531\
6765997940640*x^6+1284969998293798896*x^4-10941362084686752*x^2+799640193968\
1

Common denominator of the automorphisms:

834875086018436116738754908825647485217858620715987816677376

Complex polynomial:

x^64+280*x^56+1372*x^48+28840*x^40+86470*x^32+28840*x^24+1372*x^16+280*x^8+1

Common denominator of the automorphisms:

42172416

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