Group table for the character group for $\textrm{Gal}(K/\mathbb{Q})$
$K$ is the global number field defined by \( x^{12} + 663x^{10} + 145197x^{8} + 13389948x^{6} + 488733102x^{4} + 4143884589x^{2} + 1164012525 \)
$\times$ | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) |
---|---|---|---|---|---|---|---|---|---|---|---|---|
\(\chi_{ 2652 }(1, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) |
\(\chi_{ 2652 }(1211, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) |
\(\chi_{ 2652 }(1007, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) |
\(\chi_{ 2652 }(2245, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) |
\(\chi_{ 2652 }(2087, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) |
\(\chi_{ 2652 }(2209, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) |
\(\chi_{ 2652 }(395, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) |
\(\chi_{ 2652 }(47, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) |
\(\chi_{ 2652 }(985, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) |
\(\chi_{ 2652 }(1225, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) |
\(\chi_{ 2652 }(2617, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) |
\(\chi_{ 2652 }(1883, ·)\) | \(\chi_{ 2652 } ( 1883, ·)\) | \(\chi_{ 2652 } ( 2245, ·)\) | \(\chi_{ 2652 } ( 1, ·)\) | \(\chi_{ 2652 } ( 47, ·)\) | \(\chi_{ 2652 } ( 2209, ·)\) | \(\chi_{ 2652 } ( 1211, ·)\) | \(\chi_{ 2652 } ( 1225, ·)\) | \(\chi_{ 2652 } ( 985, ·)\) | \(\chi_{ 2652 } ( 1007, ·)\) | \(\chi_{ 2652 } ( 2087, ·)\) | \(\chi_{ 2652 } ( 395, ·)\) | \(\chi_{ 2652 } ( 2617, ·)\) |