$BQ^5_{1}(Q^5_{21},Q^5_{1})\quad U=((2 3 4 5) , (1 3 5 4) , (1 4 2 5) , (1 5 3 2) , (1 2 4 3))\quad D=\iota\quad \hbox{order 4} \quad PQ, c_1 = 5, c_2 = 5$\hfil\break $BQ^5_{2}(Q^5_{21},Q^5_{2})\quad U=((2 3)(4 5) , (1 4)(3 5) , (1 5)(2 4) , (1 3)(2 5) , (1 2)(3 4))\quad D=\iota\quad \hbox{order 5} \quad PQ, c_1 = 5, c_2 = 5$\hfil\break $BQ^5_{3}(Q^5_{21},Q^5_{9})\quad U=((2 3 4) , (1 4 3) , (1 2 4) , (1 3 2) , \iota)\quad D=\iota\quad \hbox{order 6} \quad PQ, c_1 = 6, c_2 = 4$\hfil\break $BQ^5_{4}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , (1 3)(4 5) , (1 5 4) , (1 3 5) , (1 4 3))\quad \hbox{order 6} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{5}(Q^5_{6},Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 3 5) , \iota , \iota , (2 3 5) , \iota)\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BQ^5_{6}(Q^5_{3},Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad \hbox{order 6} \quad S, c_1 = 0, c_2 = 0$\hfil\break $BQ^5_{7}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , \iota , (1 2)(4 5) , (1 2)(3 5) , (1 2)(3 4))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BQ^5_{8}(Q^5_{6},Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 5 3) , \iota , \iota , (2 5 3) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 2$\hfil\break $BQ^5_{9}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 5 3) , (3 5) , (2 5) , (2 5 3) , (2 3))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BQ^5_{10}(Q^5_{3},Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 5 3) , (1 4) , (1 4) , (2 5 3) , (1 4))\quad \hbox{order 2} \quad c_1 = 0, c_2 = 0$\hfil\break $BQ^5_{11}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 5 3) , (1 4)(3 5) , (1 4)(2 5) , (2 5 3) , (1 4)(2 3))\quad \hbox{order 6} \quad c_1 = 0, c_2 = 0$\hfil\break $BQ^5_{12}(Q^5_{5},Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 4 5) , \iota , \iota , \iota , \iota)\quad \hbox{order 6} \quad S, c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{13}(Q^5_{6},Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{14}(Q^5_{7},Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{15}(Q^5_{7},Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , (3 4 5) , \iota , \iota , \iota)\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{16}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , (3 4 5) , (2 5 4) , (2 3 5) , (2 4 3))\quad \hbox{order 6} \quad c_1 = 3, c_2 = 1$\hfil\break $BQ^5_{17}(Q^5_{6},Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , \iota , \iota , \iota)\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{18}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , (2 4 5) , (2 5 3) , (2 3 4))\quad \hbox{order 6} \quad c_1 = 3, c_2 = 1$\hfil\break $BQ^5_{19}(Q^5_{6},Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad \hbox{order 6} \quad S, c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{20}(Q^5_{7},Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{21}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , (1 2)(4 5) , (1 2)(3 5) , (1 2)(3 4))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BQ^5_{22}(Q^5_{7},Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad \hbox{order 6} \quad S, c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{23}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((3 5) , (1 3 4 5) , (1 4) , (3 5) , (1 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{24}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((3 5) , (1 5 4 3) , (1 4) , (3 5) , (1 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{25}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (1 5)(3 4) , (2 5) , (2 5) , (1 2)(3 4))\quad \hbox{order 6} \quad c_1 = 1, c_2 = 1$\hfil\break $BQ^5_{26}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((3 4) , (1 3)(4 5) , (1 5) , (1 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{27}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((3 4) , (1 4)(3 5) , (1 5) , (1 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{28}(Q^5_{14},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5)(3 4) , (1 5)(3 4) , \iota , \iota , (1 2)(3 4))\quad \hbox{order 6} \quad c_1 = 3, c_2 = 3$\hfil\break $BQ^5_{29}(Q^5_{21},Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=\iota\quad \hbox{order 12} \quad PQ, c_1 = 5, c_2 = 5$\hfil\break $BQ^5_{30}(Q^5_{20},Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=(\iota , (1 4) , (1 4) , \iota , (1 4))\quad \hbox{order 6} \quad c_1 = 3, c_2 = 3$\hfil\break $BQ^5_{31}(Q^5_{21},Q^5_{4})\quad U=((2 3 5) , (1 4)(3 5) , (1 4)(2 5) , (2 5 3) , (1 4)(2 3))\quad D=\iota\quad \hbox{order 12} \quad PQ, c_1 = 5, c_2 = 5$\hfil\break $BQ^5_{32}(Q^5_{5},Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , \iota , \iota , \iota , \iota)\quad \hbox{order 2} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{33}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , \iota , (4 5) , (3 5) , (3 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{34}(Q^5_{20},Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=(\iota , \iota , (1 2) , (1 2) , (1 2))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BQ^5_{35}(Q^5_{6},Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , \iota , \iota , \iota)\quad \hbox{order 2} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{36}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , (4 5) , (3 5) , (3 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{37}(Q^5_{7},Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 5 4) , (3 4 5) , \iota , \iota , \iota)\quad \hbox{order 2} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{38}(-,Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 5 4) , (3 4 5) , (4 5) , (3 5) , (3 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{39}(Q^5_{16},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , \iota , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{40}(Q^5_{12},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{41}(Q^5_{12},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{42}(Q^5_{13},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{43}(Q^5_{16},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , \iota , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{44}(Q^5_{12},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{45}(Q^5_{12},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{46}(Q^5_{13},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{47}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (1 5) , (2 5) , (2 5) , (1 2))\quad \hbox{order 12} \quad c_1 = 3, c_2 = 1$\hfil\break $BQ^5_{48}(Q^5_{20},Q^5_{17})\quad U=((2 3) , (1 3) , (1 2) , \iota , \iota)\quad D=((4 5) , (4 5) , (4 5) , \iota , \iota)\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BQ^5_{49}(Q^5_{16},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , \iota , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{50}(Q^5_{12},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{51}(Q^5_{12},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{52}(Q^5_{13},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{53}(Q^5_{16},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5)(3 4) , \iota , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{54}(Q^5_{12},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5)(3 4) , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{55}(Q^5_{12},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5)(3 4) , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{56}(Q^5_{13},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5)(3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{57}(Q^5_{21},Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=\iota\quad \hbox{order 6} \quad PQ, c_1 = 7, c_2 = 3$\hfil\break $BQ^5_{58}(Q^5_{5},Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=(\iota , (3 4 5) , \iota , \iota , \iota)\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{59}(Q^5_{5},Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=(\iota , (3 5 4) , \iota , \iota , \iota)\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BQ^5_{60}(Q^5_{21},Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=\iota\quad \hbox{order 6} \quad PQ, c_1 = 7, c_2 = 3$\hfil\break $BQ^5_{61}(Q^5_{21},Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=\iota\quad \hbox{order 6} \quad PQ, c_1 = 7, c_2 = 3$\hfil\break $BQ^5_{62}(Q^5_{18},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , \iota , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{63}(Q^5_{20},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{64}(Q^5_{10},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{65}(Q^5_{11},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{66}(Q^5_{18},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , \iota , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{67}(Q^5_{20},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{68}(Q^5_{11},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{69}(Q^5_{21},Q^5_{14})\quad U=((2 3)(4 5) , (1 3)(4 5) , (1 2)(4 5) , \iota , \iota)\quad D=\iota\quad \hbox{order 12} \quad PQ, c_1 = 5, c_2 = 5$\hfil\break $BQ^5_{70}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (3 4) , (2 4) , (2 3) , \iota)\quad \hbox{order 6} \quad c_1 = 5, c_2 = 1$\hfil\break $BQ^5_{71}(Q^5_{18},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , \iota , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{72}(Q^5_{20},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{73}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (2 4) , (2 3) , (3 4))\quad \hbox{order 6} \quad c_1 = 5, c_2 = 1$\hfil\break $BQ^5_{74}(Q^5_{20},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5) , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{75}(Q^5_{19},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (3 4) , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{76}(Q^5_{20},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{77}(Q^5_{19},Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{78}(Q^5_{20},Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{79}(Q^5_{19},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=(\iota , \iota , (1 2) , (1 2) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{80}(Q^5_{10},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=(\iota , \iota , (1 2) , (1 2) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{81}(Q^5_{15},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (1 2) , (1 2) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{82}(Q^5_{11},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (1 2) , (1 2) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{83}(Q^5_{16},Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=(\iota , (1 4)(3 5) , \iota , \iota , \iota)\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{84}(Q^5_{18},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , \iota , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{85}(Q^5_{10},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 2} \quad S, c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{86}(Q^5_{11},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{87}(Q^5_{18},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , \iota , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{88}(Q^5_{11},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 2} \quad S, c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{89}(Q^5_{16},Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=(\iota , (1 4)(3 5) , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{90}(Q^5_{21},Q^5_{17})\quad U=((2 3) , (1 3) , (1 2) , \iota , \iota)\quad D=\iota\quad \hbox{order 6} \quad PQ, c_1 = 7, c_2 = 3$\hfil\break $BQ^5_{91}(Q^5_{21},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=\iota\quad \hbox{order 4} \quad PQ, c_1 = 8, c_2 = 2$\hfil\break $BQ^5_{92}(Q^5_{18},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , \iota , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{93}(Q^5_{19},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{94}(Q^5_{18},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , \iota , \iota , \iota , \iota)\quad \hbox{order 2} \quad S, c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{95}(Q^5_{21},Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=\iota\quad \hbox{order 4} \quad PQ, c_1 = 8, c_2 = 2$\hfil\break $BQ^5_{96}(Q^5_{19},Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , \iota , \iota , \iota , (3 4))\quad \hbox{order 2} \quad S, c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{97}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (1 5)(3 4) , (1 5)(2 4) , (1 5)(2 3) , (3 4))\quad \hbox{order 12} \quad c_1 = 3, c_2 = 3$\hfil\break $BQ^5_{98}(Q^5_{21},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=\iota\quad \hbox{order 4} \quad PQ, c_1 = 8, c_2 = 2$\hfil\break $BQ^5_{99}(Q^5_{20},Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 2} \quad S, c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{100}(Q^5_{21},Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=\iota\quad \hbox{order 8} \quad PQ, c_1 = 6, c_2 = 4$\hfil\break $BQ^5_{101}(Q^5_{8},Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad \hbox{order 4} \quad S, c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{102}(Q^5_{8},Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=(\iota , (1 5 4 3) , \iota , \iota , \iota)\quad \hbox{order 2} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{103}(Q^5_{21},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=\iota\quad \hbox{order 4} \quad PQ, c_1 = 6, c_2 = 4$\hfil\break $BQ^5_{104}(Q^5_{19},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{105}(Q^5_{19},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{106}(Q^5_{15},Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{107}(Q^5_{21},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=\iota\quad \hbox{order 4} \quad PQ, c_1 = 6, c_2 = 4$\hfil\break $BQ^5_{108}(Q^5_{19},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{109}(Q^5_{19},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{110}(Q^5_{15},Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{111}(Q^5_{12},Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((3 4) , (1 5)(3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{112}(Q^5_{13},Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((3 4) , (1 5)(3 4) , (1 5) , (1 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{113}(Q^5_{19},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , \iota , (2 5) , (2 5) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{114}(Q^5_{15},Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (3 4) , (2 5) , (2 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{115}(Q^5_{15},Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{116}(Q^5_{12},Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (1 5)(3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{117}(Q^5_{13},Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (1 5)(3 4) , (1 5) , (1 5) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{118}(Q^5_{12},Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad \hbox{order 2} \quad S, c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{119}(Q^5_{13},Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{120}(Q^5_{13},Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad \hbox{order 2} \quad S, c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{121}(Q^5_{15},Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad \hbox{order 2} \quad S, c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{122}(Q^5_{16},Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=(\iota , (1 5)(3 4) , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{123}(Q^5_{19},Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((4 5) , \iota , (4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{124}(Q^5_{12},Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{125}(Q^5_{13},Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{126}(Q^5_{19},Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=(\iota , \iota , (1 5) , (1 5) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BQ^5_{127}(Q^5_{12},Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=(\iota , (1 5)(3 4) , (1 5) , (1 5) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BQ^5_{128}(Q^5_{21},Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=\iota\quad \hbox{order 4} \quad PQ, c_1 = 6, c_2 = 4$\hfil\break $BQ^5_{129}(Q^5_{12},Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=(\iota , (1 3)(4 5) , \iota , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{130}(Q^5_{21},Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=\iota\quad \hbox{order 4} \quad PQ, c_1 = 6, c_2 = 4$\hfil\break $BQ^5_{131}(Q^5_{21},Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=\iota\quad \hbox{order 4} \quad PQ, c_1 = 6, c_2 = 4$\hfil\break $BQ^5_{132}(Q^5_{16},Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad \hbox{order 2} \quad S, c_1 = 2, c_2 = 0$\hfil\break $BQ^5_{133}(Q^5_{21},Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=\iota\quad \hbox{order 4} \quad PQ, c_1 = 6, c_2 = 4$\hfil\break $BQ^5_{134}(Q^5_{21},Q^5_{21})\quad U=\iota\quad D=\iota\quad \hbox{order 2} \quad S, DPQ, c_1 = 10, c_2 = 0$\hfil\break