Group GAP4(48,32)

Name: C2 x SL(2,3)
Maximal quotients:GAP4(24,3) GAP4(24,13)
Real polynomial:

x^48-192*x^46+17295*x^44-971344*x^42+38128137*x^40-1111315872*x^38+249435449\
11*x^36-441265519728*x^34+6246156033657*x^32-71419564129408*x^30+66314731547\
5887*x^28-5009492432698512*x^26+30749127318929617*x^24-152715562978180704*x^\
22+609127261035647520*x^20-1929586145474853376*x^18+4778825124184687872*x^16\
-9053610741036564480*x^14+12729700523776172032*x^12-12724741970685198336*x^1\
0+8489569382173114368*x^8-3430357665367195648*x^6+720221442825781248*x^4-653\
52893800120320*x^2+1492228690149376

Common denominator of the automorphisms:

622651280951550175529748054147072000

Complex polynomial:

x^48-13*x^46+113*x^44-441*x^42+545*x^40+9251*x^38-46983*x^36+90328*x^34+8614\
24*x^32-4413440*x^30+9037056*x^28+73377792*x^26-408522752*x^24+1174044672*x^\
22+2313486336*x^20-18077450240*x^18+56454283264*x^16+94715772928*x^14-788243\
939328*x^12+2483296403456*x^10+2340757176320*x^8-30305289240576*x^6+12424481\
3938688*x^4-228698418577408*x^2+281474976710656

Common denominator of the automorphisms:

2342827906711643561656320

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