$BR^5_{1}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 3 4 5) , \iota , (1 3 4 5) , (1 3 4 5) , (1 3 4 5))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{2}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 3 4 5) , (1 3 4 5) , (1 3 4 5) , (1 3 4 5) , (1 3 4 5))\quad \hbox{order 8} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{3}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 3 4 5) , (1 4)(3 5) , (1 3 4 5) , (1 3 4 5) , (1 3 4 5))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{4}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 3 4 5) , (1 5 4 3) , (1 3 4 5) , (1 3 4 5) , (1 3 4 5))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{5}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 3 5) , \iota , \iota , (1 4)(2 3 5) , \iota)\quad \hbox{order 12} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{6}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 3 5) , (2 3 5) , (2 3 5) , (1 4)(2 3 5) , (2 3 5))\quad \hbox{order 12} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{7}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 3 5) , (2 5 3) , (2 5 3) , (1 4)(2 3 5) , (2 5 3))\quad \hbox{order 12} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{8}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 3 5) , (1 4) , (1 4) , (1 4)(2 3 5) , (1 4))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{9}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 3 5) , (1 4)(2 3 5) , (1 4)(2 3 5) , (1 4)(2 3 5) , (1 4)(2 3 5))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 5$\hfil\break $BR^5_{10}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 3 5) , (1 4)(2 5 3) , (1 4)(2 5 3) , (1 4)(2 3 5) , (1 4)(2 5 3))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{11}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 5 3) , (2 3 5) , (2 3 5) , (1 4)(2 5 3) , (2 3 5))\quad \hbox{order 12} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{12}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 5 3) , (2 5 3) , (2 5 3) , (1 4)(2 5 3) , (2 5 3))\quad \hbox{order 12} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{13}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 5 3) , (1 4)(2 3 5) , (1 4)(2 3 5) , (1 4)(2 5 3) , (1 4)(2 3 5))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{14}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 5 3) , (1 4)(2 5 3) , (1 4)(2 5 3) , (1 4)(2 5 3) , (1 4)(2 5 3))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 5$\hfil\break $BR^5_{15}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 5 3) , \iota , \iota , (1 4)(2 5 3) , \iota)\quad \hbox{order 4} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{16}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 5 3) , (3 5) , (2 5) , (1 4)(2 5 3) , (2 3))\quad \hbox{order 12} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{17}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 5 3) , (1 4) , (1 4) , (1 4)(2 5 3) , (1 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{18}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4)(2 5 3) , (1 4)(3 5) , (1 4)(2 5) , (1 4)(2 5 3) , (1 4)(2 3))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{19}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 4 5) , (1 2)(3 4 5) , \iota , \iota , \iota)\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{20}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 4 5) , (1 2)(3 4 5) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{21}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 4 5) , (1 2)(3 4 5) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{22}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 4 5) , (1 2)(3 4 5) , (1 2) , (1 2) , (1 2))\quad \hbox{order 12} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{23}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 4 5) , (1 2)(3 4 5) , (1 2)(3 4 5) , (1 2)(3 4 5) , (1 2)(3 4 5))\quad \hbox{order 12} \quad c_1 = 7, c_2 = 3$\hfil\break $BR^5_{24}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 4 5) , (1 2)(3 4 5) , (1 2)(3 5 4) , (1 2)(3 5 4) , (1 2)(3 5 4))\quad \hbox{order 12} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{25}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 5 4) , (1 2)(3 5 4) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{26}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 5 4) , (1 2)(3 5 4) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{27}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 5 4) , (1 2)(3 5 4) , (1 2)(3 4 5) , (1 2)(3 4 5) , (1 2)(3 4 5))\quad \hbox{order 12} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{28}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 5 4) , (1 2)(3 5 4) , (1 2)(3 5 4) , (1 2)(3 5 4) , (1 2)(3 5 4))\quad \hbox{order 12} \quad c_1 = 7, c_2 = 3$\hfil\break $BR^5_{29}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 4)(3 5) , \iota , (1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{30}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 4) , (1 3 4 5) , (3 5) , (1 4) , (3 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{31}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 4)(3 5) , (1 3 4 5) , (1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{32}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 5 4 3) , \iota , (1 5 4 3) , (1 5 4 3) , (1 5 4 3))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{33}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 5 4 3) , (1 3 4 5) , (1 5 4 3) , (1 5 4 3) , (1 5 4 3))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{34}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 5 4 3) , (1 4)(3 5) , (1 5 4 3) , (1 5 4 3) , (1 5 4 3))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{35}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 5 4 3) , (1 5 4 3) , (1 5 4 3) , (1 5 4 3) , (1 5 4 3))\quad \hbox{order 8} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{36}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 4) , (1 3)(4 5) , (3 5) , (1 4) , (3 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{37}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4) , \iota , \iota , (1 4) , \iota)\quad \hbox{order 12} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{38}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4) , (2 3 5) , (2 3 5) , (1 4) , (2 3 5))\quad \hbox{order 12} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{39}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4) , (2 5 3) , (2 5 3) , (1 4) , (2 5 3))\quad \hbox{order 12} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{40}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4) , (1 4) , (1 4) , (1 4) , (1 4))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 5$\hfil\break $BR^5_{41}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4) , (1 4)(2 3 5) , (1 4)(2 3 5) , (1 4) , (1 4)(2 3 5))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{42}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((1 4) , (1 4)(2 5 3) , (1 4)(2 5 3) , (1 4) , (1 4)(2 5 3))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{43}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 5 4) , (1 2)(3 5 4) , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{44}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 5 4) , (1 2)(3 5 4) , (4 5) , (3 5) , (3 4))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{45}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 5 4) , (1 2)(3 5 4) , (1 2) , (1 2) , (1 2))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{46}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2)(3 5 4) , (1 2)(3 5 4) , (1 2)(4 5) , (1 2)(3 5) , (1 2)(3 4))\quad \hbox{order 12} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{47}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 4) , (1 5 4 3) , (3 5) , (1 4) , (3 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{48}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (1 4)(3 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{49}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (1 4 3 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{50}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 4)(3 5) , \iota , (1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{51}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 4 3 5) , \iota , (1 4 3 5) , (1 4 3 5) , (1 4 3 5))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{52}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 4)(3 5) , (1 3)(4 5) , (1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{53}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 4 3 5) , (1 3)(4 5) , (1 4 3 5) , (1 4 3 5) , (1 4 3 5))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{54}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 4 3 5) , (1 4 3 5) , (1 4 3 5) , (1 4 3 5) , (1 4 3 5))\quad \hbox{order 8} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{55}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 4) , (1 5)(3 4) , (3 5) , (1 4) , (3 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{56}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 4 3 5) , (1 5 3 4) , (1 4 3 5) , (1 4 3 5) , (1 4 3 5))\quad \hbox{order 8} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{57}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2)(3 4) , (1 5 2)(3 4) , \iota , \iota , (1 5 2)(3 4))\quad \hbox{order 6} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{58}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2)(3 4) , (1 5 2)(3 4) , (3 4) , (3 4) , (1 5 2)(3 4))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{59}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2)(3 4) , (1 5 2)(3 4) , (1 2 5) , (1 2 5) , (1 5 2)(3 4))\quad \hbox{order 6} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{60}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2)(3 4) , (1 5 2)(3 4) , (1 2 5)(3 4) , (1 2 5)(3 4) , (1 5 2)(3 4))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{61}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2)(3 4) , (1 5 2)(3 4) , (1 5 2) , (1 5 2) , (1 5 2)(3 4))\quad \hbox{order 6} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{62}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2)(3 4) , (1 5 2)(3 4) , (1 5 2)(3 4) , (1 5 2)(3 4) , (1 5 2)(3 4))\quad \hbox{order 12} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{63}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2) , (1 2) , \iota , \iota , \iota)\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{64}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2) , (1 2) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{65}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2) , (1 2) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{66}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2) , (1 2) , (1 2) , (1 2) , (1 2))\quad \hbox{order 12} \quad c_1 = 7, c_2 = 3$\hfil\break $BR^5_{67}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2) , (1 2) , (1 2)(3 4 5) , (1 2)(3 4 5) , (1 2)(3 4 5))\quad \hbox{order 12} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{68}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((1 2) , (1 2) , (1 2)(3 5 4) , (1 2)(3 5 4) , (1 2)(3 5 4))\quad \hbox{order 12} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{69}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5))\quad \hbox{order 8} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{70}(-,Q^5_{8})\quad U=(\iota , (1 3 4 5) , \iota , \iota , \iota)\quad D=((1 4)(3 5) , (1 5 4 3) , (1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{71}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{72}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 4)(3 5) , (1 5)(3 4) , (1 4)(3 5) , (1 4)(3 5) , (1 4)(3 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{73}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{74}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{75}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (3 4) , (3 4) , (1 2))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{76}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (3 4) , (3 4) , (1 2)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{77}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (1 2)(3 4) , (1 2)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{78}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (1 2)(3 4) , (1 2)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{79}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (1 2)(3 4) , (1 2)(3 4) , (1 2))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{80}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (1 2)(3 4) , (1 2)(3 4) , (1 2)(3 4))\quad \hbox{order 4} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{81}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2) , (1 5 2) , \iota , \iota , (1 5 2))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{82}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2) , (1 5 2) , (3 4) , (3 4) , (1 5 2))\quad \hbox{order 12} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{83}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2) , (1 5 2) , (1 2 5) , (1 2 5) , (1 5 2))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{84}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2) , (1 5 2) , (1 2 5)(3 4) , (1 2 5)(3 4) , (1 5 2))\quad \hbox{order 12} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{85}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2) , (1 5 2) , (1 5 2) , (1 5 2) , (1 5 2))\quad \hbox{order 12} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{86}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 5 2) , (1 5 2) , (1 5 2)(3 4) , (1 5 2)(3 4) , (1 5 2))\quad \hbox{order 12} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{87}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 3 5) , (2 3 5) , (2 3 5) , (2 3 5) , (2 3 5))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 5$\hfil\break $BR^5_{88}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 3 5) , (2 5 3) , (2 5 3) , (2 3 5) , (2 5 3))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{89}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 3 5) , (1 4)(2 3 5) , (1 4)(2 3 5) , (2 3 5) , (1 4)(2 3 5))\quad \hbox{order 6} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{90}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 3 5) , (1 4)(2 5 3) , (1 4)(2 5 3) , (2 3 5) , (1 4)(2 5 3))\quad \hbox{order 6} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{91}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 5 3) , (2 3 5) , (2 3 5) , (2 5 3) , (2 3 5))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{92}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 5 3) , (2 5 3) , (2 5 3) , (2 5 3) , (2 5 3))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 5$\hfil\break $BR^5_{93}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 5 3) , (1 4)(2 3 5) , (1 4)(2 3 5) , (2 5 3) , (1 4)(2 3 5))\quad \hbox{order 6} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{94}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=((2 5 3) , (1 4)(2 5 3) , (1 4)(2 5 3) , (2 5 3) , (1 4)(2 5 3))\quad \hbox{order 6} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{95}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 4 5) , (1 2)(3 4 5) , (1 2)(3 4 5) , (1 2)(3 4 5))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{96}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 4 5) , (1 2)(3 5 4) , (1 2)(3 5 4) , (1 2)(3 5 4))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{97}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , (1 2)(3 4 5) , (1 2)(3 4 5) , (1 2)(3 4 5))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{98}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , (1 2)(3 5 4) , (1 2)(3 5 4) , (1 2)(3 5 4))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{99}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (3 4) , (2 4) , (2 3) , (1 5)(3 4))\quad \hbox{order 12} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{100}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{101}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{102}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{103}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{104}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , \iota , \iota , (1 2))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{105}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , \iota , \iota , (1 2)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{106}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (3 4) , (3 4) , (1 2))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{107}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (3 4) , (3 4) , (1 2)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{108}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (1 2) , (1 2) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{109}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (1 2) , (1 2) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{110}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (1 2)(3 4) , (1 2)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{111}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (1 2)(3 4) , (1 2)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{112}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (1 2) , (1 2) , (1 2))\quad \hbox{order 4} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{113}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (1 2) , (1 2) , (1 2)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{114}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (1 2)(3 4) , (1 2)(3 4) , (1 2))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{115}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2) , (1 2) , (1 2)(3 4) , (1 2)(3 4) , (1 2)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{116}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , \iota , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{117}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , \iota , \iota , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{118}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , \iota , \iota , (1 2))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{119}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , \iota , \iota , (1 2)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{120}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (1 2) , (1 2) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{121}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (1 2) , (1 2) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{122}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (1 2) , (1 2) , (1 2))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{123}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((1 2)(3 4) , (1 2)(3 4) , (1 2) , (1 2) , (1 2)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{124}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 4 5) , \iota , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{125}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 4 5) , \iota , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{126}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 4 5) , (3 4 5) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 7, c_2 = 3$\hfil\break $BR^5_{127}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 4 5) , (3 4 5) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{128}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 4 5) , (3 5 4) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{129}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 4 5) , (3 5 4) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{130}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , \iota , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{131}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , \iota , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{132}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , (3 4 5) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{133}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , (3 4 5) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{134}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{135}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 7, c_2 = 3$\hfil\break $BR^5_{136}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , \iota , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{137}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , \iota , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{138}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 4 5) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 7, c_2 = 3$\hfil\break $BR^5_{139}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 4 5) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{140}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 5 4) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{141}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 5 4) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{142}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 5 4) , \iota , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{143}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 5 4) , \iota , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{144}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{145}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=((3 5 4) , (3 5 4) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 7, c_2 = 3$\hfil\break $BR^5_{146}(-,Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 4 5) , \iota , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{147}(-,Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 4 5) , \iota , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{148}(-,Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 4 5) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 7, c_2 = 3$\hfil\break $BR^5_{149}(-,Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 4 5) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{150}(-,Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 4 5) , (3 5 4) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{151}(-,Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 5 4) , \iota , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{152}(-,Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 5 4) , \iota , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{153}(-,Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=((3 5 4) , (3 4 5) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{154}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (1 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (1 2)(3 4))\quad \hbox{order 12} \quad c_1 = 3, c_2 = 1$\hfil\break $BR^5_{155}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{156}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{157}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{158}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{159}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{160}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{161}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{162}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{163}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (1 3) , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{164}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (1 3) , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{165}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{166}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{167}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (1 3) , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{168}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (1 3) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{169}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{170}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{171}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{172}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{173}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{174}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{175}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{176}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{177}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{178}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{179}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (1 3) , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{180}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (1 3) , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{181}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{182}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{183}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (1 3) , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{184}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{185}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{186}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , (3 4) , \iota , \iota , (1 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{187}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , (3 4) , (3 4) , (3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{188}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , (3 4) , (1 5) , (1 5) , (1 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{189}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , (3 4) , (1 5)(3 4) , (1 5)(3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{190}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , (3 4) , \iota , \iota , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{191}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , (3 4) , (3 4) , (3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{192}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , (3 4) , (1 5) , (1 5) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{193}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , (3 4) , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{194}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{195}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{196}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{197}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{198}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{199}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , \iota , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{200}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{201}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{202}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (1 3) , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{203}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (1 3) , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{204}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{205}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{206}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (1 3) , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{207}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{208}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{209}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (3 4) , \iota , \iota , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{210}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (3 4) , (3 4) , (3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{211}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (3 4) , (1 5) , (1 5) , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{212}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (3 4) , (1 5)(3 4) , (1 5)(3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{213}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (3 4) , \iota , \iota , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{214}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (3 4) , (3 4) , (3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{215}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (3 4) , (1 5) , (1 5) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{216}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (3 4) , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{217}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (1 5)(3 4) , (1 5)(2 4) , (1 5)(2 3) , (1 5)(3 4))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{218}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5)(3 4) , (1 5)(3 4) , (3 4) , (3 4) , (1 2)(3 4))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{219}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=(\iota , (2 3 5) , (2 3 5) , \iota , (2 3 5))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{220}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=(\iota , (2 5 3) , (2 5 3) , \iota , (2 5 3))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{221}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=(\iota , (1 4)(2 3 5) , (1 4)(2 3 5) , \iota , (1 4)(2 3 5))\quad \hbox{order 6} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{222}(-,Q^5_{3})\quad U=((2 3 5) , (1 4) , (1 4) , (2 3 5) , (1 4))\quad D=(\iota , (1 4)(2 5 3) , (1 4)(2 5 3) , \iota , (1 4)(2 5 3))\quad \hbox{order 6} \quad c_1 = 0, c_2 = 0$\hfil\break $BR^5_{223}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=(\iota , \iota , (1 2)(3 4 5) , (1 2)(3 4 5) , (1 2)(3 4 5))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{224}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=(\iota , \iota , (1 2)(3 5 4) , (1 2)(3 5 4) , (1 2)(3 5 4))\quad \hbox{order 12} \quad c_1 = 2, c_2 = 2$\hfil\break $BR^5_{225}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{226}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{227}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{228}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{229}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{230}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{231}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{232}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{233}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{234}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{235}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{236}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{237}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{238}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{239}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{240}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{241}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{242}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{243}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{244}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{245}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{246}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{247}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{248}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{249}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{250}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{251}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{252}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{253}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{254}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{255}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{256}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{257}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{258}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{259}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{260}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{261}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{262}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{263}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{264}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{265}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (1 5) , (2 5)(3 4) , (2 5)(3 4) , (1 2))\quad \hbox{order 12} \quad c_1 = 1, c_2 = 1$\hfil\break $BR^5_{266}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , \iota , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{267}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , \iota , (1 3) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{268}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (4 5) , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{269}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (4 5) , (1 3) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{270}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , \iota , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{271}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , \iota , (1 3) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{272}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (4 5) , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{273}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (4 5) , (1 3) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{274}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (1 3) , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{275}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (1 3) , (1 3) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{276}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (1 3)(4 5) , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{277}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (1 3)(4 5) , (1 3) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{278}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (1 3) , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{279}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (1 3) , (1 3) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{280}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (1 3)(4 5) , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{281}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((1 3) , (1 3)(4 5) , (1 3) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{282}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , \iota , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{283}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , \iota , (1 3) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{284}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , (4 5) , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{285}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , (4 5) , (1 3) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{286}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , \iota , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{287}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , (4 5) , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{288}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , (1 3) , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{289}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , (1 3)(4 5) , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{290}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , (1 3)(4 5) , (1 3) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{291}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , (1 3) , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{292}(-,Q^5_{13})\quad U=((4 5) , (1 3)(4 5) , (4 5) , (1 3) , (1 3))\quad D=((1 3) , (1 3)(4 5) , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{293}(-,Q^5_{14})\quad U=((2 3)(4 5) , (1 3)(4 5) , (1 2)(4 5) , \iota , \iota)\quad D=((4 5) , (4 5) , (4 5) , (4 5) , (4 5))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 5$\hfil\break $BR^5_{294}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , \iota , \iota , \iota , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{295}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , \iota , (3 4) , (3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{296}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , \iota , (1 5) , (1 5) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{297}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , \iota , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{298}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , (1 5) , \iota , \iota , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{299}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , (1 5)(3 4) , \iota , \iota , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{300}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , (1 5)(3 4) , (3 4) , (3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{301}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , (1 5) , (1 5) , (1 5) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{302}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , (1 5)(3 4) , (1 5) , (1 5) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{303}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{304}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , (4 5) , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{305}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , (4 5) , (1 3) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{306}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , (4 5) , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{307}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , (1 3)(4 5) , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{308}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , (1 3)(4 5) , (1 3) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{309}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , (1 3)(4 5) , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{310}(-,Q^5_{17})\quad U=((2 3) , (1 3) , (1 2) , \iota , \iota)\quad D=((4 5) , (4 5) , (4 5) , (4 5) , (4 5))\quad \hbox{order 12} \quad c_1 = 7, c_2 = 3$\hfil\break $BR^5_{311}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{312}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{313}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{314}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{315}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{316}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{317}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{318}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{319}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{320}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{321}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{322}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{323}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{324}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{325}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{326}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{327}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{328}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{329}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{330}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{331}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , \iota , \iota , \iota , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{332}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , \iota , (3 4) , (3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{333}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , \iota , (1 5) , (1 5) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{334}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , \iota , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{335}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (1 5) , \iota , \iota , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{336}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (1 5) , (3 4) , (3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{337}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (1 5)(3 4) , \iota , \iota , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{338}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (1 5)(3 4) , (3 4) , (3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{339}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (1 5) , (1 5) , (1 5) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{340}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (1 5) , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{341}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (1 5)(3 4) , (1 5) , (1 5) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{342}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4))\quad \hbox{order 4} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{343}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5)(3 4) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{344}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5)(3 4) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{345}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5)(3 4) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{346}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5)(3 4) , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{347}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5) , (1 5) , (3 4) , (3 4) , (1 2))\quad \hbox{order 12} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{348}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=(\iota , \iota , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{349}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=(\iota , \iota , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{350}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=(\iota , (3 4 5) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{351}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=(\iota , (3 4 5) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{352}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=(\iota , (3 5 4) , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{353}(-,Q^5_{5})\quad U=((3 4 5) , \iota , \iota , \iota , \iota)\quad D=(\iota , (3 5 4) , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{354}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=(\iota , \iota , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{355}(-,Q^5_{6})\quad U=((3 4 5) , (3 4 5) , \iota , \iota , \iota)\quad D=(\iota , \iota , (3 5 4) , (3 5 4) , (3 5 4))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{356}(-,Q^5_{7})\quad U=((3 4 5) , (3 5 4) , \iota , \iota , \iota)\quad D=(\iota , \iota , (3 4 5) , (3 4 5) , (3 4 5))\quad \hbox{order 6} \quad c_1 = 4, c_2 = 0$\hfil\break $BR^5_{357}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{358}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{359}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{360}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{361}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{362}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{363}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{364}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{365}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{366}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{367}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{368}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{369}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{370}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{371}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{372}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{373}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{374}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{375}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{376}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{377}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{378}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{379}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{380}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{381}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{382}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{383}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{384}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{385}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{386}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{387}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{388}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{389}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{390}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{391}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{392}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{393}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{394}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{395}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{396}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{397}(-,Q^5_{14})\quad U=((2 3)(4 5) , (1 3)(4 5) , (1 2)(4 5) , \iota , \iota)\quad D=(\iota , \iota , \iota , (4 5) , (4 5))\quad \hbox{order 12} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{398}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , \iota , \iota , \iota , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{399}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , \iota , (3 4) , (3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{400}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , \iota , (1 5) , (1 5) , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{401}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , (1 5) , \iota , \iota , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{402}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , (1 5)(3 4) , \iota , \iota , (1 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{403}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , (1 5)(3 4) , (3 4) , (3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{404}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , (1 5) , (1 5) , (1 5) , (1 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{405}(-,Q^5_{15})\quad U=((3 4) , \iota , (1 5) , (1 5) , (3 4))\quad D=((1 5) , (1 5)(3 4) , (1 5) , (1 5) , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{406}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , \iota , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{407}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , \iota , (1 3) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{408}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , \iota , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{409}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , (1 3) , (1 3) , \iota , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{410}(-,Q^5_{16})\quad U=(\iota , (1 3)(4 5) , \iota , \iota , \iota)\quad D=((1 3) , (1 3) , (1 3) , (1 3) , (1 3))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{411}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{412}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{413}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{414}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{415}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{416}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{417}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{418}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{419}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{420}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{421}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{422}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{423}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , (2 5) , \iota , \iota , (2 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{424}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , (2 5) , (3 4) , (3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{425}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , (2 5) , (2 5) , (2 5) , (2 5))\quad \hbox{order 4} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{426}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , (2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{427}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , (2 5)(3 4) , \iota , \iota , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{428}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , (2 5)(3 4) , (3 4) , (3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{429}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , (2 5)(3 4) , (2 5) , (2 5) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{430}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((2 5) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4) , (2 5)(3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{431}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , \iota , \iota , \iota , (1 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{432}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , \iota , (3 4) , (3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{433}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , \iota , (1 5) , (1 5) , (1 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{434}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , \iota , (1 5)(3 4) , (1 5)(3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{435}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (1 5) , \iota , \iota , (1 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{436}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (1 5) , (3 4) , (3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{437}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (1 5)(3 4) , \iota , \iota , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{438}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (1 5)(3 4) , (3 4) , (3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{439}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (1 5) , (1 5) , (1 5) , (1 5))\quad \hbox{order 4} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{440}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (1 5) , (1 5)(3 4) , (1 5)(3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{441}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (1 5)(3 4) , (1 5) , (1 5) , (1 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{442}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((1 5) , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4) , (1 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{443}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (3 4) , (3 4) , (1 2))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{444}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (1 2)(3 4) , (1 2)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{445}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (1 2)(3 4) , (1 2)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{446}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (1 2 5)(3 4) , (1 2 5)(3 4) , (3 4))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{447}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (1 2)(3 4) , (1 2)(3 4) , (1 2))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{448}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{449}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((2 5) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{450}(-,Q^5_{17})\quad U=((2 3) , (1 3) , (1 2) , \iota , \iota)\quad D=(\iota , \iota , \iota , (4 5) , (4 5))\quad \hbox{order 12} \quad c_1 = 5, c_2 = 1$\hfil\break $BR^5_{451}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{452}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , \iota , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{453}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{454}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{455}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , \iota , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{456}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{457}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{458}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=(\iota , \iota , (1 2)(3 4) , (1 2)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{459}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=(\iota , \iota , (1 2)(3 4) , (1 2)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{460}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=(\iota , \iota , (1 2 5)(3 4) , (1 2 5)(3 4) , \iota)\quad \hbox{order 12} \quad c_1 = 3, c_2 = 3$\hfil\break $BR^5_{461}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{462}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , \iota , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{463}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 8, c_2 = 2$\hfil\break $BR^5_{464}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{465}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{466}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{467}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=((3 4) , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{468}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{469}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{470}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{471}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=((3 4) , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{472}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{473}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , \iota , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{474}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{475}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{476}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=((3 4) , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{477}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=(\iota , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{478}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=(\iota , (3 4) , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{479}(-,Q^5_{20})\quad U=((3 4) , (3 4) , \iota , \iota , (3 4))\quad D=(\iota , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{480}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{481}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{482}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{483}(-,Q^5_{10})\quad U=((3 4) , \iota , (2 5) , (2 5) , \iota)\quad D=(\iota , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{484}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , \iota , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{485}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{486}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{487}(-,Q^5_{11})\quad U=((3 4) , (3 4) , (2 5) , (2 5) , (3 4))\quad D=(\iota , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{488}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , \iota , (2 5)(3 4) , (2 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{489}(-,Q^5_{18})\quad U=((3 4) , \iota , \iota , \iota , \iota)\quad D=(\iota , (3 4) , (2 5)(3 4) , (2 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{490}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , \iota , (1 5)(3 4) , (1 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{491}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (3 4) , (1 5)(3 4) , (1 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{492}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (1 5) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{493}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (1 5)(3 4) , (3 4) , (3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{494}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (1 5) , (1 5)(3 4) , (1 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{495}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=((3 4) , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4) , (3 4))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 0$\hfil\break $BR^5_{496}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((4 5) , \iota , (4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{497}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((4 5) , (4 5) , (4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 6, c_2 = 4$\hfil\break $BR^5_{498}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((4 5) , \iota , (4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{499}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((4 5) , (4 5) , (4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{500}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((4 5) , (1 3) , (4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{501}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((4 5) , (1 3)(4 5) , (4 5) , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{502}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((4 5) , (1 3) , (4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{503}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=((4 5) , (1 3)(4 5) , (4 5) , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{504}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=(\iota , \iota , (1 5)(3 4) , (1 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{505}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=(\iota , (3 4) , (1 5)(3 4) , (1 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{506}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=(\iota , (1 5) , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{507}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=(\iota , (1 5)(3 4) , (3 4) , (3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{508}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=(\iota , (1 5) , (1 5)(3 4) , (1 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{509}(-,Q^5_{19})\quad U=((3 4) , \iota , \iota , \iota , (3 4))\quad D=(\iota , (1 5)(3 4) , (1 5)(3 4) , (1 5)(3 4) , \iota)\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{510}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=(\iota , \iota , \iota , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{511}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=(\iota , (4 5) , \iota , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 4, c_2 = 2$\hfil\break $BR^5_{512}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=(\iota , \iota , \iota , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{513}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=(\iota , (4 5) , \iota , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{514}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=(\iota , (1 3) , \iota , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{515}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=(\iota , (1 3)(4 5) , \iota , (4 5) , (4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{516}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=(\iota , (1 3) , \iota , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break $BR^5_{517}(-,Q^5_{12})\quad U=((4 5) , (1 3)(4 5) , (4 5) , \iota , \iota)\quad D=(\iota , (1 3)(4 5) , \iota , (1 3)(4 5) , (1 3)(4 5))\quad \hbox{order 4} \quad c_1 = 2, c_2 = 0$\hfil\break