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$3$
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$4$
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$5$
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$6$
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$7$
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$8$
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$9$
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$10$
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$11$
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Selected Fourier coefficients $c(F)$
\(\det(F)\)
\(F\)
$c(F)$
88
(1, 0, 22)
$24978299391061927533358678345196375359301759489072966938354947474634033666560 a + 6822138607548316327229533142192922776659128187222598227838022563975853275678845440$
(2, 0, 11)
$1502874188923233676888123760001680366425902804505643105221311860021760 a + 109785792736611066284217997275517008980703135804746059297841074198777862269440$
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$\lambda(l)$ and $c(F)$ to display or specify a modulus $\mathfrak{m}$ to reduce them by