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Label Base field Level Dimension
1.1-a \(\Q(\zeta_{20})^+\) $[1, 1, 1]$ $1$
16.1-a \(\Q(\zeta_{20})^+\) $[16, 2, 2]$ $2$
25.1-a \(\Q(\zeta_{20})^+\) $[25, 5, -2w^{2} + 5]$ $1$
25.1-b \(\Q(\zeta_{20})^+\) $[25, 5, -2w^{2} + 5]$ $2$
41.1-a \(\Q(\zeta_{20})^+\) $[41, 41, w + 3]$ $4$
41.2-a \(\Q(\zeta_{20})^+\) $[41,41,-w^{3} + 3w + 3]$ $4$
41.3-a \(\Q(\zeta_{20})^+\) $[41,41,w^{3} - 3w + 3]$ $4$
41.4-a \(\Q(\zeta_{20})^+\) $[41,41,-w + 3]$ $4$
59.1-a \(\Q(\zeta_{20})^+\) $[59, 59, 2w^{2} + w - 7]$ $1$
59.1-b \(\Q(\zeta_{20})^+\) $[59, 59, 2w^{2} + w - 7]$ $1$
59.2-a \(\Q(\zeta_{20})^+\) $[59,59,-w^{3} - 2w^{2} + 3w + 3]$ $1$
59.2-b \(\Q(\zeta_{20})^+\) $[59,59,-w^{3} - 2w^{2} + 3w + 3]$ $1$
59.3-a \(\Q(\zeta_{20})^+\) $[59,59,w^{3} - 2w^{2} - 3w + 3]$ $1$
59.3-b \(\Q(\zeta_{20})^+\) $[59,59,w^{3} - 2w^{2} - 3w + 3]$ $1$
59.4-a \(\Q(\zeta_{20})^+\) $[59,59,2w^{2} - w - 7]$ $1$
59.4-b \(\Q(\zeta_{20})^+\) $[59,59,2w^{2} - w - 7]$ $1$
61.1-a \(\Q(\zeta_{20})^+\) $[61, 61, 3w^{2} - w - 8]$ $6$
61.2-a \(\Q(\zeta_{20})^+\) $[61,61,-w^{3} - 3w^{2} + 3w + 7]$ $6$
61.3-a \(\Q(\zeta_{20})^+\) $[61,61,w^{3} - 3w^{2} - 3w + 7]$ $6$
61.4-a \(\Q(\zeta_{20})^+\) $[61,61,3w^{2} + w - 8]$ $6$
64.1-a \(\Q(\zeta_{20})^+\) $[64, 4, -2w^{3} - 2w^{2} + 6w + 8]$ $1$
64.1-b \(\Q(\zeta_{20})^+\) $[64, 4, -2w^{3} - 2w^{2} + 6w + 8]$ $1$
76.1-a \(\Q(\zeta_{20})^+\) $[76, 38, -3w^{2} - w + 7]$ $3$
76.1-b \(\Q(\zeta_{20})^+\) $[76, 38, -3w^{2} - w + 7]$ $3$
76.2-a \(\Q(\zeta_{20})^+\) $[76,38,w^{3} + 3w^{2} - 3w - 8]$ $3$
76.2-b \(\Q(\zeta_{20})^+\) $[76,38,w^{3} + 3w^{2} - 3w - 8]$ $3$
76.3-a \(\Q(\zeta_{20})^+\) $[76,38,-w^{3} + 3w^{2} + 3w - 8]$ $3$
76.3-b \(\Q(\zeta_{20})^+\) $[76,38,-w^{3} + 3w^{2} + 3w - 8]$ $3$
76.4-a \(\Q(\zeta_{20})^+\) $[76,38,-3w^{2} + w + 7]$ $3$
76.4-b \(\Q(\zeta_{20})^+\) $[76,38,-3w^{2} + w + 7]$ $3$
79.1-a \(\Q(\zeta_{20})^+\) $[79, 79, -w^{3} + 2w^{2} + 2w - 6]$ $1$
79.1-b \(\Q(\zeta_{20})^+\) $[79, 79, -w^{3} + 2w^{2} + 2w - 6]$ $1$
79.1-c \(\Q(\zeta_{20})^+\) $[79, 79, -w^{3} + 2w^{2} + 2w - 6]$ $1$
79.1-d \(\Q(\zeta_{20})^+\) $[79, 79, -w^{3} + 2w^{2} + 2w - 6]$ $1$
79.2-a \(\Q(\zeta_{20})^+\) $[79,79,-w^{3} - 2w^{2} + 4w + 4]$ $1$
79.2-b \(\Q(\zeta_{20})^+\) $[79,79,-w^{3} - 2w^{2} + 4w + 4]$ $1$
79.2-c \(\Q(\zeta_{20})^+\) $[79,79,-w^{3} - 2w^{2} + 4w + 4]$ $1$
79.2-d \(\Q(\zeta_{20})^+\) $[79,79,-w^{3} - 2w^{2} + 4w + 4]$ $1$
79.3-a \(\Q(\zeta_{20})^+\) $[79,79,w^{3} - 2w^{2} - 4w + 4]$ $1$
79.3-b \(\Q(\zeta_{20})^+\) $[79,79,w^{3} - 2w^{2} - 4w + 4]$ $1$
79.3-c \(\Q(\zeta_{20})^+\) $[79,79,w^{3} - 2w^{2} - 4w + 4]$ $1$
79.3-d \(\Q(\zeta_{20})^+\) $[79,79,w^{3} - 2w^{2} - 4w + 4]$ $1$
79.4-a \(\Q(\zeta_{20})^+\) $[79,79,w^{3} + 2w^{2} - 2w - 6]$ $1$
79.4-b \(\Q(\zeta_{20})^+\) $[79,79,w^{3} + 2w^{2} - 2w - 6]$ $1$
79.4-c \(\Q(\zeta_{20})^+\) $[79,79,w^{3} + 2w^{2} - 2w - 6]$ $1$
79.4-d \(\Q(\zeta_{20})^+\) $[79,79,w^{3} + 2w^{2} - 2w - 6]$ $1$
80.1-a \(\Q(\zeta_{20})^+\) $[80, 10, 2w]$ $1$
80.1-b \(\Q(\zeta_{20})^+\) $[80, 10, 2w]$ $1$
80.1-c \(\Q(\zeta_{20})^+\) $[80, 10, 2w]$ $4$
81.1-a \(\Q(\zeta_{20})^+\) $[81, 3, -3]$ $2$
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