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Selected Fourier coefficients $c(F)$
\(\det(F)\)
\(F\)
$c(F)$
84
(1, 0, 21)
$5507478607430059292827941601447440903038470160905077235470981140825102054400 a + 1504216994510036399784176140262686916161945638729056474826844262939095524351513600$
(2, 2, 11)
$331369534671384869762522959705845926502349569022914500869896080716800 a + 24206728225603283707545526126002983875280041573135410382700872112760942105600$
(3, 0, 7)
$-181748857155987896077681555248284360824069176274469808673203686400 a - 11676251033898220084407678057046579421044289224114061679242546862559718400$
(5, 4, 5)
$-3041227576250277632330411517924826321186228614437783195035929600 a + 2907133625027007982086895316109472891291287901876345137263921962521600$
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$\lambda(l)$ and $c(F)$ to display or specify a modulus $\mathfrak{m}$ to reduce them by