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Label Base field Level Dimension
8.1-a \(\Q(\zeta_{9})^+\) $[8, 2, 2]$ $1$
17.1-a \(\Q(\zeta_{9})^+\) $[17, 17, -2w^{2} + w + 3]$ $1$
17.2-a \(\Q(\zeta_{9})^+\) $[17,17,w^{2} + w - 3]$ $1$
17.3-a \(\Q(\zeta_{9})^+\) $[17,17,w^{2} - 2w - 3]$ $1$
27.1-a \(\Q(\zeta_{9})^+\) $[27, 3, 3]$ $1$
51.1-a \(\Q(\zeta_{9})^+\) $[51, 51, -3w^{2} + 2w + 4]$ $1$
51.2-a \(\Q(\zeta_{9})^+\) $[51,51,2w^{2} + w - 6]$ $1$
51.3-a \(\Q(\zeta_{9})^+\) $[51,51,w^{2} - 3w - 4]$ $1$
53.1-a \(\Q(\zeta_{9})^+\) $[53, 53, -w - 4]$ $2$
53.2-a \(\Q(\zeta_{9})^+\) $[53,53,-w^{2} + w - 2]$ $2$
53.3-a \(\Q(\zeta_{9})^+\) $[53,53,w^{2} - 6]$ $2$
57.1-a \(\Q(\zeta_{9})^+\) $[57, 57, -2w^{2} + 3w + 5]$ $1$
57.2-a \(\Q(\zeta_{9})^+\) $[57,57,-w^{2} - 2w + 3]$ $1$
57.3-a \(\Q(\zeta_{9})^+\) $[57,57,3w^{2} - w - 5]$ $1$
64.1-a \(\Q(\zeta_{9})^+\) $[64, 4, 4]$ $1$
71.1-a \(\Q(\zeta_{9})^+\) $[71, 71, w^{2} + w - 7]$ $3$
71.2-a \(\Q(\zeta_{9})^+\) $[71,71,w^{2} - 2w - 7]$ $3$
71.3-a \(\Q(\zeta_{9})^+\) $[71,71,-2w^{2} + w - 1]$ $3$
72.1-a \(\Q(\zeta_{9})^+\) $[72, 6, -2w^{2} - 2w + 4]$ $1$
73.1-a \(\Q(\zeta_{9})^+\) $[73, 73, 3w^{2} - 3w - 8]$ $1$
73.2-a \(\Q(\zeta_{9})^+\) $[73,73,3w - 2]$ $1$
73.3-a \(\Q(\zeta_{9})^+\) $[73,73,-3w^{2} + 4]$ $1$
81.1-a \(\Q(\zeta_{9})^+\) $[81, 9, -3w + 3]$ $2$
89.1-a \(\Q(\zeta_{9})^+\) $[89, 89, -w^{2} + 4w + 4]$ $3$
89.2-a \(\Q(\zeta_{9})^+\) $[89,89,-3w^{2} - w + 8]$ $3$
89.3-a \(\Q(\zeta_{9})^+\) $[89,89,4w^{2} - 3w - 6]$ $3$
107.1-a \(\Q(\zeta_{9})^+\) $[107, 107, 2w^{2} - 4w - 5]$ $4$
107.2-a \(\Q(\zeta_{9})^+\) $[107,107,-4w^{2} + 2w + 7]$ $4$
107.3-a \(\Q(\zeta_{9})^+\) $[107,107,2w^{2} + 2w - 5]$ $4$
109.1-a \(\Q(\zeta_{9})^+\) $[109, 109, w^{2} - w - 7]$ $1$
109.1-b \(\Q(\zeta_{9})^+\) $[109, 109, w^{2} - w - 7]$ $1$
109.2-a \(\Q(\zeta_{9})^+\) $[109,109,-w^{2} - 3]$ $1$
109.2-b \(\Q(\zeta_{9})^+\) $[109,109,-w^{2} - 3]$ $1$
109.3-a \(\Q(\zeta_{9})^+\) $[109,109,w - 5]$ $1$
109.3-b \(\Q(\zeta_{9})^+\) $[109,109,w - 5]$ $1$
111.1-a \(\Q(\zeta_{9})^+\) $[111, 111, -4w^{2} + 3w + 4]$ $1$
111.1-b \(\Q(\zeta_{9})^+\) $[111, 111, -4w^{2} + 3w + 4]$ $2$
111.2-a \(\Q(\zeta_{9})^+\) $[111,111,3w^{2} + w - 10]$ $1$
111.2-b \(\Q(\zeta_{9})^+\) $[111,111,3w^{2} + w - 10]$ $2$
111.3-a \(\Q(\zeta_{9})^+\) $[111,111,w^{2} - 4w - 6]$ $1$
111.3-b \(\Q(\zeta_{9})^+\) $[111,111,w^{2} - 4w - 6]$ $2$
125.1-a \(\Q(\zeta_{9})^+\) $[125, 5, -5]$ $1$
125.1-b \(\Q(\zeta_{9})^+\) $[125, 5, -5]$ $3$
127.1-a \(\Q(\zeta_{9})^+\) $[127, 127, -5w^{2} + 4w + 8]$ $1$
127.1-b \(\Q(\zeta_{9})^+\) $[127, 127, -5w^{2} + 4w + 8]$ $2$
127.2-a \(\Q(\zeta_{9})^+\) $[127,127,4w^{2} + w - 10]$ $1$
127.2-b \(\Q(\zeta_{9})^+\) $[127,127,4w^{2} + w - 10]$ $2$
127.3-a \(\Q(\zeta_{9})^+\) $[127,127,w^{2} - 5w - 4]$ $1$
127.3-b \(\Q(\zeta_{9})^+\) $[127,127,w^{2} - 5w - 4]$ $2$
136.1-a \(\Q(\zeta_{9})^+\) $[136, 34, -4w^{2} + 2w + 6]$ $1$
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