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Elements of the group are displayed as matrices in $\SU(4,8)$.

Group Label Order Size Centralizer Powers Representative
2P 3P 5P 7P 13P 19P
$\SU(4,8)$ 1A $1$ $1$ not computed 1A 1A 1A 1A 1A 1A $\left(\begin{array}{llll}1 & 0 & 0 & 0 \\ 0 & 1 & 0 & 0 \\ 0 & 0 & 1 & 0 \\ 0 & 0 & 0 & 1 \\ \end{array}\right)$
$\SU(4,8)$ 2A $2$ $233415$ not computed 1A 2A 2A 2A 2A 2A $\left(\begin{array}{llll}\alpha^{6} & \alpha^{13} & \alpha^{44} & \alpha^{27} \\ \alpha^{36} & \alpha^{11} & \alpha^{54} & \alpha^{37} \\ \alpha^{40} & \alpha^{27} & \alpha^{25} & \alpha^{41} \\ \alpha^{18} & \alpha^{5} & \alpha^{36} & \alpha^{48} \\ \end{array}\right)$
$\SU(4,8)$ 2B $2$ $16805880$ not computed 1A 2B 2B 2B 2B 2B $\left(\begin{array}{llll}\alpha^{44} & \alpha^{17} & \alpha^{54} & \alpha^{27} \\ \alpha^{9} & \alpha^{44} & 0 & \alpha^{54} \\ 1 & \alpha^{36} & \alpha^{37} & \alpha^{10} \\ 0 & 1 & \alpha^{9} & \alpha^{37} \\ \end{array}\right)$
$\SU(4,8)$ 3A1 $3$ $232960$ not computed 3A-1 1A 3A-1 3A1 3A1 3A1 $\left(\begin{array}{llll}\alpha^{60} & \alpha^{4} & \alpha^{4} & \alpha^{6} \\ \alpha^{22} & \alpha^{26} & \alpha^{51} & \alpha^{53} \\ \alpha^{22} & \alpha^{51} & \alpha^{26} & \alpha^{53} \\ \alpha^{42} & \alpha^{8} & \alpha^{8} & \alpha^{33} \\ \end{array}\right)$
$\SU(4,8)$ 3A-1 $3$ $232960$ not computed 3A1 1A 3A1 3A-1 3A-1 3A-1 $\left(\begin{array}{llll}\alpha^{12} & \alpha^{46} & \alpha^{46} & \alpha^{48} \\ \alpha & \alpha^{19} & \alpha^{30} & \alpha^{32} \\ \alpha & \alpha^{30} & \alpha^{19} & \alpha^{32} \\ \alpha^{21} & \alpha^{50} & \alpha^{50} & \alpha^{39} \\ \end{array}\right)$
$\SU(4,8)$ 3B $3$ $15175680$ not computed 3B 1A 3B 3B 3B 3B $\left(\begin{array}{llll}\alpha^{24} & \alpha^{24} & \alpha^{59} & \alpha^{18} \\ \alpha^{59} & \alpha^{43} & \alpha^{18} & \alpha^{31} \\ \alpha^{5} & 1 & \alpha^{44} & \alpha^{3} \\ 0 & \alpha^{40} & \alpha^{31} & \alpha^{13} \\ \end{array}\right)$
$\SU(4,8)$ 3C $3$ $849838080$ not computed 3C 1A 3C 3C 3C 3C $\left(\begin{array}{llll}\alpha^{62} & \alpha^{52} & \alpha^{38} & \alpha^{51} \\ \alpha^{25} & \alpha^{11} & \alpha^{37} & \alpha^{10} \\ \alpha^{59} & \alpha^{7} & \alpha^{16} & \alpha^{59} \\ \alpha & \alpha^{60} & \alpha^{21} & \alpha^{57} \\ \end{array}\right)$
$\SU(4,8)$ 4A $4$ $941129280$ not computed 2A 4A 4A 4A 4A 4A $\left(\begin{array}{llll}\alpha^{53} & \alpha^{53} & \alpha^{38} & \alpha^{48} \\ \alpha^{24} & \alpha^{12} & \alpha^{57} & \alpha^{24} \\ \alpha^{19} & \alpha^{55} & \alpha^{42} & \alpha^{61} \\ \alpha^{7} & \alpha^{2} & \alpha^{46} & \alpha^{62} \\ \end{array}\right)$
$\SU(4,8)$ 4B $4$ $67761308160$ not computed 2B 4B 4B 4B 4B 4B $\left(\begin{array}{llll}\alpha^{37} & \alpha^{17} & \alpha^{58} & \alpha^{59} \\ \alpha^{3} & \alpha^{54} & \alpha^{10} & \alpha^{16} \\ \alpha^{37} & \alpha^{35} & \alpha^{54} & \alpha^{38} \\ \alpha^{15} & \alpha^{16} & \alpha^{45} & \alpha^{37} \\ \end{array}\right)$
$\SU(4,8)$ 5A $5$ $76250087424$ not computed 5A 5A 1A 5A 5A 5A $\left(\begin{array}{llll}\alpha^{40} & \alpha^{7} & \alpha^{3} & \alpha^{57} \\ \alpha^{54} & \alpha^{15} & \alpha^{17} & \alpha^{20} \\ \alpha^{42} & \alpha^{20} & \alpha^{41} & \alpha^{32} \\ \alpha^{7} & \alpha^{21} & \alpha^{46} & \alpha^{26} \\ \end{array}\right)$
$\SU(4,8)$ 6A1 $6$ $836559360$ not computed 3A-1 2A 6A-1 6A1 6A1 6A1 $\left(\begin{array}{llll}\alpha^{57} & \alpha^{27} & \alpha^{61} & \alpha^{4} \\ \alpha^{53} & \alpha^{20} & \alpha^{36} & \alpha^{10} \\ \alpha & 1 & \alpha^{2} & \alpha^{8} \\ \alpha^{47} & \alpha^{30} & \alpha^{38} & \alpha^{50} \\ \end{array}\right)$
$\SU(4,8)$ 6A-1 $6$ $836559360$ not computed 3A1 2A 6A1 6A-1 6A-1 6A-1 $\left(\begin{array}{llll}\alpha^{22} & \alpha & \alpha^{17} & \alpha^{32} \\ \alpha^{52} & \alpha^{16} & \alpha^{36} & \alpha^{47} \\ \alpha^{51} & 1 & \alpha^{34} & \alpha^{27} \\ \alpha^{61} & \alpha^{8} & \alpha^{46} & \alpha^{15} \\ \end{array}\right)$
$\SU(4,8)$ 6B1 $6$ $956067840$ not computed 3B 2A 6B-1 6B1 6B1 6B1 $\left(\begin{array}{llll}\alpha^{50} & \alpha^{20} & \alpha^{5} & \alpha^{58} \\ \alpha^{44} & \alpha^{6} & \alpha^{52} & \alpha^{50} \\ \alpha^{21} & \alpha^{26} & \alpha^{36} & \alpha^{42} \\ \alpha^{60} & \alpha^{48} & \alpha^{29} & \alpha^{28} \\ \end{array}\right)$
$\SU(4,8)$ 6B-1 $6$ $956067840$ not computed 3B 2A 6B1 6B-1 6B-1 6B-1 $\left(\begin{array}{llll}\alpha^{35} & \alpha^{21} & \alpha^{22} & \alpha^{23} \\ \alpha^{43} & \alpha^{36} & \alpha^{38} & \alpha^{40} \\ \alpha^{6} & \alpha^{19} & \alpha^{48} & \alpha^{34} \\ \alpha^{39} & \alpha^{42} & \alpha^{37} & \alpha^{22} \\ \end{array}\right)$
$\SU(4,8)$ 6C $6$ $53539799040$ not computed 3C 2A 6C 6C 6C 6C $\left(\begin{array}{llll}\alpha^{16} & 1 & \alpha^{12} & \alpha^{51} \\ \alpha^{3} & \alpha^{28} & \alpha^{41} & \alpha^{17} \\ \alpha^{57} & \alpha^{51} & \alpha^{42} & \alpha^{39} \\ \alpha^{7} & \alpha^{25} & \alpha^{22} & \alpha^{19} \\ \end{array}\right)$
$\SU(4,8)$ 6D $6$ $60232273920$ not computed 3B 2B 6D 6D 6D 6D $\left(\begin{array}{llll}\alpha^{44} & \alpha^{7} & \alpha^{37} & \alpha^{34} \\ \alpha^{13} & \alpha^{23} & \alpha^{8} & \alpha^{25} \\ \alpha^{24} & \alpha^{40} & \alpha^{15} & \alpha^{12} \\ \alpha^{36} & \alpha^{42} & \alpha^{16} & \alpha^{5} \\ \end{array}\right)$
$\SU(4,8)$ 7A1 $7$ $18911232$ not computed 7A2 7A3 7A2 1A 7A1 7A2 $\left(\begin{array}{llll}\alpha^{45} & \alpha^{8} & \alpha^{53} & \alpha^{27} \\ \alpha^{37} & 0 & \alpha^{9} & \alpha^{46} \\ 0 & \alpha^{27} & \alpha^{54} & \alpha \\ 1 & 0 & \alpha^{44} & \alpha^{9} \\ \end{array}\right)$
$\SU(4,8)$ 7A2 $7$ $18911232$ not computed 7A3 7A1 7A3 1A 7A2 7A3 $\left(\begin{array}{llll}\alpha^{45} & \alpha^{62} & \alpha^{44} & \alpha^{18} \\ \alpha^{28} & 1 & 1 & \alpha^{37} \\ 0 & \alpha^{18} & \alpha^{36} & \alpha^{55} \\ \alpha^{54} & 0 & \alpha^{35} & 0 \\ \end{array}\right)$
$\SU(4,8)$ 7A3 $7$ $18911232$ not computed 7A1 7A2 7A1 1A 7A3 7A1 $\left(\begin{array}{llll}1 & \alpha^{44} & \alpha^{26} & 1 \\ \alpha^{10} & \alpha^{54} & \alpha^{45} & \alpha^{19} \\ 0 & 1 & \alpha^{36} & \alpha^{37} \\ \alpha^{36} & 0 & \alpha^{17} & \alpha^{9} \\ \end{array}\right)$
$\SU(4,8)$ 7B1 $7$ $1092648960$ not computed 7B2 7B3 7B2 1A 7B1 7B2 $\left(\begin{array}{llll}\alpha^{17} & \alpha^{48} & \alpha^{34} & \alpha^{60} \\ \alpha^{11} & \alpha^{38} & \alpha^{55} & \alpha^{19} \\ \alpha^{41} & \alpha^{57} & \alpha^{29} & \alpha^{24} \\ \alpha^{34} & \alpha^{16} & \alpha^{58} & \alpha^{57} \\ \end{array}\right)$
$\SU(4,8)$ 7B2 $7$ $1092648960$ not computed 7B3 7B1 7B3 1A 7B2 7B3 $\left(\begin{array}{llll}\alpha^{25} & \alpha^{57} & \alpha^{55} & \alpha^{59} \\ \alpha & \alpha^{49} & \alpha^{43} & \alpha^{24} \\ \alpha^{54} & \alpha^{49} & \alpha^{21} & \alpha^{24} \\ \alpha^{10} & \alpha^{30} & \alpha^{51} & \alpha^{32} \\ \end{array}\right)$
$\SU(4,8)$ 7B3 $7$ $1092648960$ not computed 7B1 7B2 7B1 1A 7B3 7B1 $\left(\begin{array}{llll}\alpha^{10} & \alpha^{48} & \alpha^{49} & \alpha^{25} \\ \alpha^{34} & \alpha^{15} & \alpha^{5} & \alpha^{22} \\ \alpha^{17} & \alpha^{29} & \alpha^{56} & 0 \\ \alpha^{24} & \alpha^{5} & \alpha^{32} & 0 \\ \end{array}\right)$
$\SU(4,8)$ 7C1 $7$ $78670725120$ not computed 7C2 7C3 7C2 1A 7C1 7C2 $\left(\begin{array}{llll}\alpha^{18} & \alpha^{9} & \alpha^{13} & \alpha^{15} \\ \alpha^{30} & \alpha^{31} & \alpha^{23} & \alpha^{37} \\ \alpha^{36} & \alpha^{9} & \alpha^{55} & \alpha^{57} \\ \alpha^{23} & \alpha^{42} & \alpha^{55} & \alpha^{18} \\ \end{array}\right)$
$\SU(4,8)$ 7C2 $7$ $78670725120$ not computed 7C3 7C1 7C3 1A 7C2 7C3 $\left(\begin{array}{llll}\alpha^{38} & \alpha^{61} & \alpha^{29} & \alpha^{24} \\ \alpha^{44} & \alpha^{24} & \alpha^{35} & \alpha^{13} \\ \alpha^{15} & \alpha^{54} & \alpha^{3} & \alpha^{34} \\ \alpha^{57} & \alpha^{10} & \alpha^{62} & \alpha^{50} \\ \end{array}\right)$
$\SU(4,8)$ 7C3 $7$ $78670725120$ not computed 7C1 7C2 7C1 1A 7C3 7C1 $\left(\begin{array}{llll}\alpha^{21} & \alpha^{10} & \alpha^{20} & \alpha^{62} \\ \alpha^{19} & \alpha^{8} & \alpha^{52} & \alpha^{20} \\ \alpha^{4} & \alpha^{18} & \alpha^{8} & \alpha^{50} \\ \alpha^{22} & \alpha^{52} & \alpha^{4} & \alpha^{55} \\ \end{array}\right)$
$\SU(4,8)$ 9A1 $9$ $232960$ not computed 9A2 3A1 9A-4 9A-2 9A4 9A1 $\left(\begin{array}{llll}\alpha^{59} & \alpha^{12} & \alpha^{12} & \alpha^{14} \\ \alpha^{30} & \alpha^{46} & \alpha^{59} & \alpha^{61} \\ \alpha^{30} & \alpha^{59} & \alpha^{46} & \alpha^{61} \\ \alpha^{50} & \alpha^{16} & \alpha^{16} & \alpha^{14} \\ \end{array}\right)$
$\SU(4,8)$ 9A-1 $9$ $232960$ not computed 9A-2 3A-1 9A4 9A2 9A-4 9A-1 $\left(\begin{array}{llll}\alpha^{49} & \alpha^{47} & \alpha^{47} & \alpha^{49} \\ \alpha^{2} & \alpha^{53} & \alpha^{31} & \alpha^{33} \\ \alpha^{2} & \alpha^{31} & \alpha^{53} & \alpha^{33} \\ \alpha^{22} & \alpha^{51} & \alpha^{51} & \alpha^{31} \\ \end{array}\right)$
$\SU(4,8)$ 9A2 $9$ $232960$ not computed 9A4 3A-1 9A1 9A-4 9A-1 9A2 $\left(\begin{array}{llll}\alpha^{19} & \alpha^{62} & \alpha^{62} & \alpha \\ \alpha^{17} & \alpha^{58} & \alpha^{46} & \alpha^{48} \\ \alpha^{17} & \alpha^{46} & \alpha^{58} & \alpha^{48} \\ \alpha^{37} & \alpha^{3} & \alpha^{3} & \alpha^{10} \\ \end{array}\right)$
$\SU(4,8)$ 9A-2 $9$ $232960$ not computed 9A-4 3A1 9A-1 9A4 9A1 9A-2 $\left(\begin{array}{llll}\alpha^{17} & \alpha^{6} & \alpha^{6} & \alpha^{8} \\ \alpha^{24} & \alpha^{23} & \alpha^{53} & \alpha^{55} \\ \alpha^{24} & \alpha^{53} & \alpha^{23} & \alpha^{55} \\ \alpha^{44} & \alpha^{10} & \alpha^{10} & \alpha^{26} \\ \end{array}\right)$
$\SU(4,8)$ 9A4 $9$ $232960$ not computed 9A-1 3A1 9A2 9A1 9A-2 9A4 $\left(\begin{array}{llll}0 & \alpha^{36} & \alpha^{36} & \alpha^{38} \\ \alpha^{54} & \alpha^{10} & \alpha^{20} & \alpha^{22} \\ \alpha^{54} & \alpha^{20} & \alpha^{10} & \alpha^{22} \\ \alpha^{11} & \alpha^{40} & \alpha^{40} & \alpha^{11} \\ \end{array}\right)$
$\SU(4,8)$ 9A-4 $9$ $232960$ not computed 9A1 3A-1 9A-2 9A-1 9A2 9A-4 $\left(\begin{array}{llll}\alpha^{25} & \alpha^{50} & \alpha^{50} & \alpha^{52} \\ \alpha^{5} & \alpha^{17} & \alpha^{34} & \alpha^{36} \\ \alpha^{5} & \alpha^{34} & \alpha^{17} & \alpha^{36} \\ \alpha^{25} & \alpha^{54} & \alpha^{54} & 0 \\ \end{array}\right)$
$\SU(4,8)$ 9B1 $9$ $15175680$ not computed 9B2 3B 9B4 9B2 9B4 9B1 $\left(\begin{array}{llll}\alpha^{49} & \alpha^{60} & \alpha^{32} & \alpha^{54} \\ \alpha^{32} & \alpha^{17} & \alpha^{54} & \alpha^{4} \\ \alpha^{41} & \alpha^{36} & \alpha^{16} & \alpha^{39} \\ 0 & \alpha^{13} & \alpha^{4} & \alpha^{60} \\ \end{array}\right)$
$\SU(4,8)$ 9B2 $9$ $15175680$ not computed 9B4 3B 9B1 9B4 9B1 9B2 $\left(\begin{array}{llll}\alpha^{46} & \alpha^{33} & \alpha^{5} & \alpha^{27} \\ \alpha^{5} & \alpha^{50} & \alpha^{27} & \alpha^{40} \\ \alpha^{14} & \alpha^{9} & \alpha^{12} & \alpha^{12} \\ 0 & \alpha^{49} & \alpha^{40} & \alpha^{38} \\ \end{array}\right)$
$\SU(4,8)$ 9B4 $9$ $15175680$ not computed 9B1 3B 9B2 9B1 9B2 9B4 $\left(\begin{array}{llll}\alpha^{62} & \alpha^{42} & \alpha^{14} & \alpha^{36} \\ \alpha^{14} & \alpha^{31} & \alpha^{36} & \alpha^{49} \\ \alpha^{23} & \alpha^{18} & \alpha^{42} & \alpha^{21} \\ 0 & \alpha^{58} & \alpha^{49} & \alpha^{61} \\ \end{array}\right)$
$\SU(4,8)$ 9C1 $9$ $849838080$ not computed 9C2 3C 9C4 9C2 9C4 9C1 $\left(\begin{array}{llll}\alpha^{4} & \alpha^{26} & \alpha^{32} & \alpha^{39} \\ \alpha^{14} & \alpha^{60} & \alpha^{34} & \alpha^{28} \\ \alpha^{12} & \alpha^{18} & \alpha^{37} & \alpha^{9} \\ \alpha^{52} & \alpha^{59} & \alpha^{11} & \alpha^{46} \\ \end{array}\right)$
$\SU(4,8)$ 9C2 $9$ $849838080$ not computed 9C4 3C 9C1 9C4 9C1 9C2 $\left(\begin{array}{llll}\alpha^{62} & \alpha & \alpha^{56} & \alpha^{38} \\ \alpha^{40} & \alpha^{4} & \alpha^{51} & \alpha^{30} \\ \alpha^{37} & \alpha^{54} & \alpha^{41} & \alpha^{23} \\ \alpha^{6} & \alpha^{40} & \alpha^{57} & \alpha^{36} \\ \end{array}\right)$
$\SU(4,8)$ 9C4 $9$ $849838080$ not computed 9C1 3C 9C2 9C1 9C2 9C4 $\left(\begin{array}{llll}\alpha^{58} & \alpha^{33} & \alpha^{16} & \alpha^{55} \\ \alpha^{27} & \alpha^{15} & \alpha^{49} & \alpha^{60} \\ \alpha^{36} & 1 & \alpha^{17} & \alpha^{29} \\ \alpha^{4} & \alpha^{55} & \alpha^{19} & \alpha^{31} \\ \end{array}\right)$
$\SU(4,8)$ 9D1 $9$ $849838080$ not computed 9D2 3C 9D-4 9D-2 9D4 9D1 $\left(\begin{array}{llll}\alpha^{21} & \alpha^{60} & \alpha^{46} & \alpha^{59} \\ \alpha^{34} & \alpha^{38} & \alpha^{44} & \alpha^{18} \\ \alpha^{18} & \alpha^{11} & \alpha^{50} & \alpha^{4} \\ \alpha^{8} & \alpha^{51} & \alpha^{51} & \alpha^{44} \\ \end{array}\right)$
$\SU(4,8)$ 9D-1 $9$ $849838080$ not computed 9D-2 3C 9D4 9D2 9D-4 9D-1 $\left(\begin{array}{llll}\alpha^{37} & \alpha^{32} & \alpha^{18} & \alpha^{31} \\ \alpha^{30} & \alpha^{22} & \alpha^{37} & \alpha^{53} \\ \alpha^{30} & \alpha^{25} & \alpha^{52} & \alpha^{39} \\ \alpha & \alpha^{18} & \alpha^{20} & \alpha^{42} \\ \end{array}\right)$
$\SU(4,8)$ 9D2 $9$ $849838080$ not computed 9D4 3C 9D1 9D-4 9D-1 9D2 $\left(\begin{array}{llll}\alpha^{2} & \alpha^{47} & \alpha^{33} & \alpha^{46} \\ \alpha^{19} & \alpha^{39} & \alpha^{50} & \alpha^{5} \\ \alpha^{25} & \alpha^{7} & \alpha^{46} & \alpha^{54} \\ \alpha^{14} & \alpha^{34} & \alpha^{52} & \alpha^{41} \\ \end{array}\right)$
$\SU(4,8)$ 9D-2 $9$ $849838080$ not computed 9D-4 3C 9D-1 9D4 9D1 9D-2 $\left(\begin{array}{llll}\alpha^{13} & \alpha^{54} & \alpha^{40} & \alpha^{53} \\ \alpha^{38} & \alpha^{53} & \alpha^{22} & \alpha^{12} \\ \alpha^{20} & \alpha^{56} & \alpha^{60} & \alpha^{61} \\ \alpha^{49} & \alpha^{11} & \alpha^{26} & \alpha^{16} \\ \end{array}\right)$
$\SU(4,8)$ 9D4 $9$ $849838080$ not computed 9D-1 3C 9D2 9D1 9D-2 9D4 $\left(\begin{array}{llll}\alpha^{15} & \alpha^{21} & \alpha^{7} & \alpha^{20} \\ \alpha^{49} & \alpha^{25} & \alpha^{53} & \alpha^{42} \\ \alpha^{11} & \alpha^{19} & \alpha^{12} & \alpha^{28} \\ \alpha^{17} & \alpha^{61} & \alpha^{2} & \alpha^{39} \\ \end{array}\right)$
$\SU(4,8)$ 9D-4 $9$ $849838080$ not computed 9D1 3C 9D-2 9D-1 9D2 9D-4 $\left(\begin{array}{llll}\alpha^{60} & \alpha^{35} & \alpha^{21} & \alpha^{34} \\ \alpha^{16} & \alpha^{33} & \alpha^{46} & \alpha^{56} \\ \alpha^{47} & \alpha^{26} & \alpha^{11} & \alpha^{42} \\ \alpha^{10} & \alpha^{25} & \alpha^{14} & \alpha^{57} \\ \end{array}\right)$
$\SU(4,8)$ 9E1 $9$ $849838080$ not computed 9E2 3B 9E-4 9E-2 9E4 9E1 $\left(\begin{array}{llll}\alpha^{57} & \alpha^{6} & \alpha^{48} & \alpha^{23} \\ \alpha^{53} & \alpha^{37} & \alpha^{28} & \alpha^{8} \\ \alpha^{9} & 1 & 1 & 1 \\ \alpha^{32} & \alpha^{58} & \alpha^{26} & \alpha^{6} \\ \end{array}\right)$
$\SU(4,8)$ 9E-1 $9$ $849838080$ not computed 9E-2 3B 9E4 9E2 9E-4 9E-1 $\left(\begin{array}{llll}\alpha^{48} & 1 & \alpha & \alpha^{58} \\ \alpha^{19} & 1 & \alpha^{35} & \alpha^{6} \\ \alpha^{23} & 1 & \alpha^{44} & \alpha^{48} \\ \alpha^{4} & \alpha^{9} & \alpha^{46} & \alpha^{15} \\ \end{array}\right)$
$\SU(4,8)$ 9E2 $9$ $849838080$ not computed 9E4 3B 9E1 9E-4 9E-1 9E2 $\left(\begin{array}{llll}\alpha^{17} & \alpha^{39} & 0 & \alpha^{17} \\ \alpha^{2} & \alpha^{26} & \alpha^{55} & \alpha^{53} \\ \alpha^{2} & \alpha^{7} & \alpha^{19} & \alpha^{37} \\ \alpha^{26} & \alpha^{51} & \alpha^{7} & \alpha^{18} \\ \end{array}\right)$
$\SU(4,8)$ 9E-2 $9$ $849838080$ not computed 9E-4 3B 9E-1 9E4 9E1 9E-2 $\left(\begin{array}{llll}\alpha^{18} & \alpha^{44} & \alpha^{46} & \alpha^{10} \\ \alpha^{56} & \alpha^{26} & \alpha^{62} & 0 \\ \alpha^{30} & \alpha^{56} & \alpha^{19} & \alpha^{60} \\ \alpha^{19} & \alpha^{16} & \alpha^{16} & \alpha^{10} \\ \end{array}\right)$
$\SU(4,8)$ 9E4 $9$ $849838080$ not computed 9E-1 3B 9E2 9E1 9E-2 9E4 $\left(\begin{array}{llll}\alpha^{35} & \alpha^{39} & \alpha^{32} & \alpha^{13} \\ \alpha^{3} & \alpha^{49} & \alpha^{43} & \alpha^{8} \\ \alpha^{51} & \alpha & \alpha^{48} & \alpha^{10} \\ \alpha^{22} & \alpha^{37} & \alpha^{13} & \alpha^{41} \\ \end{array}\right)$
$\SU(4,8)$ 9E-4 $9$ $849838080$ not computed 9E1 3B 9E-2 9E-1 9E2 9E-4 $\left(\begin{array}{llll}\alpha^{13} & \alpha^{17} & \alpha & \alpha^{41} \\ \alpha^{41} & \alpha^{6} & \alpha^{29} & \alpha^{4} \\ \alpha^{44} & \alpha^{8} & \alpha^{14} & \alpha^{60} \\ \alpha^{50} & \alpha^{30} & \alpha^{24} & \alpha^{28} \\ \end{array}\right)$
$\SU(4,8)$ 9F1 $9$ $849838080$ not computed 9F2 3A1 9F-4 9F-2 9F4 9F1 $\left(\begin{array}{llll}\alpha^{51} & \alpha^{11} & \alpha^{37} & \alpha^{54} \\ \alpha^{15} & \alpha^{38} & \alpha^{34} & \alpha^{32} \\ \alpha^{14} & \alpha^{18} & \alpha^{52} & \alpha^{7} \\ \alpha^{21} & \alpha^{46} & \alpha^{46} & \alpha^{57} \\ \end{array}\right)$
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