Table of the dimensions of the spaces of Bianchi cusp forms for $\Gamma_0(\mathfrak{n})\subseteq \SL(2,\mathcal{O}_K)$ for levels $\mathfrak{n}$ ordered by norm, over $K=$ $\Q(\sqrt{-5})$.

For each weight $w$, we show both the dimension $d$ of the space of cusp forms of weight $w$, and the dimension $n$ of the new subspace.

Displaying all 3 levels, showing only levels with positive cuspidal dimension.

weight 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28
level label norm $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$ $d$ $n$
1.1 1 0 0 1 1 1 1 4 4 3 3 7 7 5 5 10 10 7 7 13 13 9 9 16 16 11 11 19 19 13 13 22 22 15 15 25 25 17 17 28 28 19 19 31 31 21 21 34 34 23 23 37 37 25 25
5.1 5 0 0 4 2 3 1 14 6 7 1 22 8 13 3 30 10 17 3 40 14 21 3 48 16 27 5 56 18 31 5 66 22 35 5 74 24 41 7 82 26 45 7 92 30 49 7 100 32 55 9 108 34 59 9
25.1 25 4 4 18 11 27 22 48 24 51 40 76 39 77 56 104 54 101 74 134 67 125 92 162 82 151 108 190 97 175 126 220 110 199 144 248 125 225 160 276 140 249 178 306 153 273 196 334 168 299 212 362 183