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