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Label Degree Type Faithful Field of Traces $\Q$-character Group Image Image Order Kernel Kernel Order Center
1860.24.1a $1$ R \(\Q\) 1860.24.1a $(C_2\times C_{62}):C_{15}$ $C_1$ $1$ 1.a1.a1 $1860$ 1.a1.a1
1860.24.1b1 $1$ C \(\Q(\sqrt{-3}) \) 1860.24.1b $(C_2\times C_{62}):C_{15}$ $C_3$ $3$ 3.a1.a1 $620$ 1.a1.a1
1860.24.1b2 $1$ C \(\Q(\sqrt{-3}) \) 1860.24.1b $(C_2\times C_{62}):C_{15}$ $C_3$ $3$ 3.a1.a1 $620$ 1.a1.a1
1860.24.1c1 $1$ C \(\Q(\zeta_{5})\) 1860.24.1c $(C_2\times C_{62}):C_{15}$ $C_5$ $5$ 5.a1.a1 $372$ 1.a1.a1
1860.24.1c2 $1$ C \(\Q(\zeta_{5})\) 1860.24.1c $(C_2\times C_{62}):C_{15}$ $C_5$ $5$ 5.a1.a1 $372$ 1.a1.a1
1860.24.1c3 $1$ C \(\Q(\zeta_{5})\) 1860.24.1c $(C_2\times C_{62}):C_{15}$ $C_5$ $5$ 5.a1.a1 $372$ 1.a1.a1
1860.24.1c4 $1$ C \(\Q(\zeta_{5})\) 1860.24.1c $(C_2\times C_{62}):C_{15}$ $C_5$ $5$ 5.a1.a1 $372$ 1.a1.a1
1860.24.1d1 $1$ C \(\Q(\sqrt{-3}) \) 1860.24.1d $(C_2\times C_{62}):C_{15}$ $C_{15}$ $15$ 15.a1.a1 $124$ 1.a1.a1
1860.24.1d2 $1$ C \(\Q(\sqrt{-3}) \) 1860.24.1d $(C_2\times C_{62}):C_{15}$ $C_{15}$ $15$ 15.a1.a1 $124$ 1.a1.a1
1860.24.1d3 $1$ C \(\Q(\sqrt{-3}) \) 1860.24.1d $(C_2\times C_{62}):C_{15}$ $C_{15}$ $15$ 15.a1.a1 $124$ 1.a1.a1
1860.24.1d4 $1$ C \(\Q(\sqrt{-3}) \) 1860.24.1d $(C_2\times C_{62}):C_{15}$ $C_{15}$ $15$ 15.a1.a1 $124$ 1.a1.a1
1860.24.1d5 $1$ C \(\Q(\sqrt{-3}) \) 1860.24.1d $(C_2\times C_{62}):C_{15}$ $C_{15}$ $15$ 15.a1.a1 $124$ 1.a1.a1
1860.24.1d6 $1$ C \(\Q(\sqrt{-3}) \) 1860.24.1d $(C_2\times C_{62}):C_{15}$ $C_{15}$ $15$ 15.a1.a1 $124$ 1.a1.a1
1860.24.1d7 $1$ C \(\Q(\sqrt{-3}) \) 1860.24.1d $(C_2\times C_{62}):C_{15}$ $C_{15}$ $15$ 15.a1.a1 $124$ 1.a1.a1
1860.24.1d8 $1$ C \(\Q(\sqrt{-3}) \) 1860.24.1d $(C_2\times C_{62}):C_{15}$ $C_{15}$ $15$ 15.a1.a1 $124$ 1.a1.a1
1860.24.3a $3$ R \(\Q\) 1860.24.3a $(C_2\times C_{62}):C_{15}$ $A_4$ $12$ 12.a1.a1 $155$ 12.a1.a1
1860.24.3b1 $3$ C \(\Q(\zeta_{5})\) 1860.24.3b $(C_2\times C_{62}):C_{15}$ $C_5\times A_4$ $60$ 60.a1.a1 $31$ 12.a1.a1
1860.24.3b2 $3$ C \(\Q(\zeta_{5})\) 1860.24.3b $(C_2\times C_{62}):C_{15}$ $C_5\times A_4$ $60$ 60.a1.a1 $31$ 12.a1.a1
1860.24.3b3 $3$ C \(\Q(\zeta_{5})\) 1860.24.3b $(C_2\times C_{62}):C_{15}$ $C_5\times A_4$ $60$ 60.a1.a1 $31$ 12.a1.a1
1860.24.3b4 $3$ C \(\Q(\zeta_{5})\) 1860.24.3b $(C_2\times C_{62}):C_{15}$ $C_5\times A_4$ $60$ 60.a1.a1 $31$ 12.a1.a1
1860.24.15a1 $15$ C \(\Q(\sqrt{-31}) \) 1860.24.15a $(C_2\times C_{62}):C_{15}$ $C_{31}:C_{15}$ $465$ 465.a1.a1 $4$ 465.a1.a1
1860.24.15a2 $15$ C \(\Q(\sqrt{-31}) \) 1860.24.15a $(C_2\times C_{62}):C_{15}$ $C_{31}:C_{15}$ $465$ 465.a1.a1 $4$ 465.a1.a1
1860.24.15b1 $15$ C 6.0.28629151.1 1860.24.15b $(C_2\times C_{62}):C_{15}$ $(C_2\times C_{62}):C_{15}$ $1860$ 1860.a1.a1 $1$ 1860.a1.a1
1860.24.15b2 $15$ C 6.0.28629151.1 1860.24.15b $(C_2\times C_{62}):C_{15}$ $(C_2\times C_{62}):C_{15}$ $1860$ 1860.a1.a1 $1$ 1860.a1.a1
1860.24.15b3 $15$ C 6.0.28629151.1 1860.24.15b $(C_2\times C_{62}):C_{15}$ $(C_2\times C_{62}):C_{15}$ $1860$ 1860.a1.a1 $1$ 1860.a1.a1
1860.24.15b4 $15$ C 6.0.28629151.1 1860.24.15b $(C_2\times C_{62}):C_{15}$ $(C_2\times C_{62}):C_{15}$ $1860$ 1860.a1.a1 $1$ 1860.a1.a1
1860.24.15b5 $15$ C 6.0.28629151.1 1860.24.15b $(C_2\times C_{62}):C_{15}$ $(C_2\times C_{62}):C_{15}$ $1860$ 1860.a1.a1 $1$ 1860.a1.a1
1860.24.15b6 $15$ C 6.0.28629151.1 1860.24.15b $(C_2\times C_{62}):C_{15}$ $(C_2\times C_{62}):C_{15}$ $1860$ 1860.a1.a1 $1$ 1860.a1.a1
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