$T_{24}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{14}x_2$,
$x_4x_7x_3$,
$x_6x_{12}x_3$,
$x_{14}x_8x_3$,
$x_4x_4x_4$,
$x_{12}x_9x_4$,
$x_7x_{15}x_5$,
$x_{15}x_{13}x_5$,
$x_{13}x_7x_6$,
$x_8x_8x_8$,
$x_{12}x_{11}x_8$,
$x_9x_{10}x_9$,
$x_{13}x_{11}x_{10}$\\
   
$T_{25}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_9x_1$,
$x_{11}x_5x_2$,
$x_{14}x_3x_2$,
$x_8x_8x_3$,
$x_{14}x_{15}x_3$,
$x_4x_4x_4$,
$x_9x_{13}x_4$,
$x_{10}x_7x_4$,
$x_9x_{12}x_5$,
$x_{13}x_6x_5$,
$x_6x_6x_6$,
$x_{13}x_{14}x_6$,
$x_7x_{12}x_7$,
$x_{12}x_{11}x_8$,
$x_{15}x_{11}x_{10}$\\
   
$T_{26}$&(2)&
$x_1x_1x_1$,
$x_{10}x_6x_1$,
$x_{15}x_2x_1$,
$x_{11}x_7x_2$,
$x_{14}x_3x_2$,
$x_7x_9x_3$,
$x_{15}x_8x_3$,
$x_5x_{11}x_4$,
$x_6x_{12}x_4$,
$x_{13}x_{10}x_4$,
$x_5x_5x_5$,
$x_7x_{13}x_5$,
$x_{13}x_8x_6$,
$x_{15}x_{14}x_8$,
$x_9x_9x_9$,
$x_{11}x_{12}x_9$,
$x_{14}x_{12}x_{10}$\\
   
$T_{27}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_{14}x_1$,
$x_{11}x_4x_2$,
$x_{14}x_{13}x_2$,
$x_3x_3x_3$,
$x_6x_8x_3$,
$x_{15}x_6x_3$,
$x_9x_9x_4$,
$x_{13}x_{15}x_4$,
$x_5x_5x_5$,
$x_6x_{12}x_5$,
$x_{13}x_7x_5$,
$x_7x_{11}x_7$,
$x_9x_{10}x_8$,
$x_{11}x_{12}x_8$,
$x_{14}x_{12}x_{10}$\\
   
$T_{28}$&(2)&
$x_1x_1x_1$,
$x_{10}x_3x_1$,
$x_{15}x_2x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{14}x_2$,
$x_{12}x_9x_3$,
$x_{13}x_8x_3$,
$x_5x_7x_4$,
$x_7x_{12}x_4$,
$x_{11}x_6x_4$,
$x_{15}x_{13}x_5$,
$x_6x_6x_6$,
$x_{14}x_8x_6$,
$x_7x_7x_7$,
$x_{15}x_9x_8$,
$x_{12}x_{10}x_9$,
$x_{11}x_{13}x_{10}$\\
   
$T_{29}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_{12}x_1$,
$x_5x_3x_2$,
$x_7x_9x_2$,
$x_{11}x_6x_2$,
$x_7x_{11}x_3$,
$x_{15}x_7x_3$,
$x_{11}x_{15}x_4$,
$x_{14}x_{14}x_4$,
$x_8x_8x_5$,
$x_{12}x_{13}x_5$,
$x_9x_{14}x_6$,
$x_{13}x_{13}x_6$,
$x_{10}x_9x_8$,
$x_{10}x_{10}x_{10}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{30}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_6x_2$,
$x_{14}x_9x_2$,
$x_4x_{13}x_3$,
$x_6x_{14}x_3$,
$x_{14}x_{11}x_3$,
$x_{12}x_7x_4$,
$x_5x_5x_5$,
$x_6x_8x_5$,
$x_{13}x_{12}x_5$,
$x_9x_{15}x_7$,
$x_{10}x_9x_7$,
$x_8x_8x_8$,
$x_{10}x_{13}x_8$,
$x_{15}x_{12}x_{11}$\\
   
$T_{31}$&(2)&
$x_3x_2x_1$,
$x_8x_{13}x_1$,
$x_{12}x_6x_1$,
$x_{10}x_8x_2$,
$x_{15}x_{14}x_2$,
$x_8x_9x_3$,
$x_{14}x_7x_3$,
$x_4x_4x_4$,
$x_7x_{15}x_4$,
$x_{12}x_5x_4$,
$x_9x_{11}x_5$,
$x_{10}x_{10}x_5$,
$x_{11}x_7x_6$,
$x_{14}x_{15}x_6$,
$x_9x_9x_9$,
$x_{11}x_{11}x_{11}$,
$x_{13}x_{13}x_{12}$\\
   
$T_{32}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_4x_2$,
$x_{14}x_8x_2$,
$x_5x_{13}x_3$,
$x_8x_{15}x_3$,
$x_{10}x_{14}x_3$,
$x_9x_7x_4$,
$x_{13}x_9x_4$,
$x_5x_5x_5$,
$x_6x_{12}x_5$,
$x_{13}x_{11}x_6$,
$x_9x_{12}x_7$,
$x_{10}x_8x_7$,
$x_{14}x_{12}x_{11}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{33}$&(1)&
$x_1x_1x_1$,
$x_{10}x_7x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_{14}x_2$,
$x_7x_{13}x_3$,
$x_{15}x_9x_3$,
$x_4x_4x_4$,
$x_9x_6x_4$,
$x_{10}x_5x_4$,
$x_6x_{12}x_5$,
$x_{14}x_8x_5$,
$x_7x_{12}x_6$,
$x_8x_8x_8$,
$x_{10}x_{11}x_8$,
$x_{15}x_{13}x_9$,
$x_{12}x_{13}x_{11}$\\
   
$T_{34}$&(2)&
$x_3x_8x_1$,
$x_6x_2x_1$,
$x_{15}x_7x_1$,
$x_{10}x_5x_2$,
$x_{15}x_4x_2$,
$x_3x_3x_3$,
$x_{12}x_9x_3$,
$x_7x_{14}x_4$,
$x_{15}x_{12}x_4$,
$x_9x_{11}x_5$,
$x_{13}x_{13}x_5$,
$x_8x_{13}x_6$,
$x_{14}x_{14}x_6$,
$x_{11}x_{11}x_7$,
$x_{12}x_{10}x_8$,
$x_9x_9x_9$,
$x_{10}x_{10}x_{10}$\\
   
$T_{35}$&(2)&
$x_3x_{12}x_1$,
$x_6x_4x_1$,
$x_{15}x_9x_1$,
$x_3x_8x_2$,
$x_9x_{11}x_2$,
$x_{11}x_{15}x_2$,
$x_3x_3x_3$,
$x_{10}x_{10}x_4$,
$x_{15}x_{13}x_4$,
$x_5x_5x_5$,
$x_6x_{14}x_5$,
$x_{13}x_7x_5$,
$x_6x_6x_6$,
$x_7x_{11}x_7$,
$x_8x_{14}x_8$,
$x_{14}x_{10}x_9$,
$x_{12}x_{13}x_{12}$\\
   
$T_{36}$&(1)&
$x_1x_1x_1$,
$x_{10}x_{11}x_1$,
$x_{15}x_{10}x_1$,
$x_2x_2x_2$,
$x_7x_8x_2$,
$x_{15}x_5x_2$,
$x_4x_7x_3$,
$x_9x_6x_3$,
$x_{10}x_{14}x_3$,
$x_5x_9x_4$,
$x_{11}x_{12}x_4$,
$x_{13}x_{13}x_5$,
$x_9x_{14}x_6$,
$x_{11}x_{13}x_6$,
$x_{12}x_{12}x_7$,
$x_8x_8x_8$,
$x_{14}x_{15}x_8$\\
   
$T_{37}$&(2)&
$x_1x_1x_1$,
$x_{10}x_3x_1$,
$x_{15}x_2x_1$,
$x_{11}x_4x_2$,
$x_{14}x_9x_2$,
$x_{12}x_{12}x_3$,
$x_{13}x_7x_3$,
$x_9x_{14}x_4$,
$x_{13}x_5x_4$,
$x_7x_6x_5$,
$x_{12}x_8x_5$,
$x_6x_6x_6$,
$x_{13}x_{11}x_6$,
$x_{15}x_{15}x_7$,
$x_8x_8x_8$,
$x_{10}x_9x_8$,
$x_{11}x_{14}x_{10}$\\
   
$T_{38}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_6x_2$,
$x_{14}x_{13}x_2$,
$x_4x_{12}x_3$,
$x_7x_5x_3$,
$x_{12}x_{11}x_3$,
$x_{13}x_8x_4$,
$x_8x_{14}x_5$,
$x_{12}x_9x_5$,
$x_9x_8x_6$,
$x_{13}x_{14}x_6$,
$x_7x_7x_7$,
$x_{11}x_{15}x_7$,
$x_{10}x_{10}x_9$,
$x_{15}x_{15}x_{15}$\\
   
$T_{39}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_8x_1$,
$x_{11}x_6x_2$,
$x_{14}x_4x_2$,
$x_3x_3x_3$,
$x_9x_7x_3$,
$x_{11}x_{13}x_3$,
$x_7x_{12}x_4$,
$x_{15}x_5x_4$,
$x_9x_{11}x_5$,
$x_{10}x_9x_5$,
$x_8x_{13}x_6$,
$x_{14}x_{14}x_6$,
$x_8x_{12}x_7$,
$x_{13}x_{15}x_{10}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{40}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_{14}x_2$,
$x_9x_9x_3$,
$x_{13}x_5x_3$,
$x_{12}x_{12}x_4$,
$x_{13}x_8x_4$,
$x_6x_6x_5$,
$x_{15}x_7x_5$,
$x_{13}x_{10}x_6$,
$x_7x_7x_7$,
$x_{11}x_{12}x_7$,
$x_9x_{11}x_8$,
$x_{10}x_{14}x_8$,
$x_{15}x_{15}x_{15}$\\
   
$T_{41}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_4x_2$,
$x_{14}x_{14}x_2$,
$x_3x_3x_3$,
$x_6x_{12}x_3$,
$x_{15}x_{13}x_3$,
$x_7x_7x_4$,
$x_{15}x_5x_4$,
$x_9x_8x_5$,
$x_{10}x_9x_5$,
$x_{13}x_{11}x_6$,
$x_{12}x_8x_7$,
$x_{11}x_{14}x_8$,
$x_{10}x_{13}x_9$,
$x_{12}x_{12}x_{12}$\\
   
$T_{42}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_3x_2$,
$x_{14}x_{13}x_2$,
$x_9x_5x_3$,
$x_{13}x_8x_3$,
$x_4x_4x_4$,
$x_9x_7x_4$,
$x_{10}x_{15}x_4$,
$x_6x_{12}x_5$,
$x_{15}x_{14}x_5$,
$x_{13}x_{14}x_6$,
$x_7x_7x_7$,
$x_{12}x_{10}x_7$,
$x_8x_{12}x_8$,
$x_{11}x_{11}x_9$\\
   
$T_{43}$&(1)&
$x_1x_1x_1$,
$x_{10}x_8x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_{13}x_2$,
$x_9x_6x_3$,
$x_{13}x_7x_3$,
$x_4x_4x_4$,
$x_7x_9x_4$,
$x_{12}x_5x_4$,
$x_9x_{14}x_5$,
$x_{10}x_{10}x_5$,
$x_6x_6x_6$,
$x_{15}x_{14}x_6$,
$x_{11}x_{12}x_7$,
$x_{12}x_{11}x_8$,
$x_{13}x_{15}x_8$\\
   
$T_{44}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_5x_2$,
$x_8x_6x_3$,
$x_{14}x_7x_3$,
$x_{12}x_{12}x_4$,
$x_{13}x_8x_4$,
$x_7x_9x_5$,
$x_{15}x_{13}x_5$,
$x_6x_6x_6$,
$x_{15}x_9x_6$,
$x_{11}x_{12}x_7$,
$x_{14}x_{11}x_8$,
$x_{13}x_{10}x_9$,
$x_{10}x_{10}x_{10}$\\
   
$T_{45}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_8x_2$,
$x_{14}x_{11}x_2$,
$x_5x_{13}x_3$,
$x_8x_7x_3$,
$x_{10}x_9x_3$,
$x_{12}x_{12}x_4$,
$x_{13}x_6x_4$,
$x_5x_5x_5$,
$x_6x_{14}x_5$,
$x_6x_6x_6$,
$x_9x_{12}x_7$,
$x_{11}x_{14}x_7$,
$x_{15}x_9x_8$,
$x_{13}x_{15}x_{10}$\\
   
$T_{46}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_3x_2$,
$x_{14}x_8x_2$,
$x_7x_5x_3$,
$x_{15}x_{15}x_3$,
$x_5x_{12}x_4$,
$x_7x_{13}x_4$,
$x_{11}x_9x_4$,
$x_8x_{14}x_5$,
$x_{12}x_9x_6$,
$x_{13}x_7x_6$,
$x_8x_8x_8$,
$x_{14}x_{10}x_9$,
$x_{13}x_{12}x_{10}$,
$x_{11}x_{11}x_{11}$\\
   
$T_{47}$&(2)&
$x_1x_1x_1$,
$x_{10}x_8x_1$,
$x_{15}x_2x_1$,
$x_{11}x_4x_2$,
$x_{14}x_6x_2$,
$x_3x_3x_3$,
$x_9x_5x_3$,
$x_{11}x_7x_3$,
$x_8x_{12}x_4$,
$x_{14}x_{14}x_4$,
$x_8x_{13}x_5$,
$x_{12}x_{10}x_5$,
$x_9x_7x_6$,
$x_{13}x_{13}x_6$,
$x_{15}x_{15}x_7$,
$x_{11}x_{12}x_9$,
$x_{10}x_{10}x_{10}$\\
   
$T_{48}$&(2)&
$x_1x_1x_1$,
$x_{10}x_8x_1$,
$x_{15}x_2x_1$,
$x_{11}x_6x_2$,
$x_{14}x_7x_2$,
$x_5x_4x_3$,
$x_7x_9x_3$,
$x_{11}x_{13}x_3$,
$x_8x_{12}x_4$,
$x_{12}x_{14}x_4$,
$x_9x_{11}x_5$,
$x_{10}x_{10}x_5$,
$x_8x_{13}x_6$,
$x_{14}x_{12}x_6$,
$x_{13}x_{15}x_7$,
$x_9x_9x_9$,
$x_{15}x_{15}x_{15}$\\
   
$T_{49}$&(2)&
$x_1x_1x_1$,
$x_{10}x_3x_1$,
$x_{15}x_2x_1$,
$x_{11}x_4x_2$,
$x_{14}x_5x_2$,
$x_{12}x_6x_3$,
$x_{13}x_8x_3$,
$x_8x_9x_4$,
$x_{14}x_7x_4$,
$x_7x_{12}x_5$,
$x_{15}x_{13}x_5$,
$x_6x_6x_6$,
$x_{15}x_9x_6$,
$x_7x_7x_7$,
$x_{11}x_{10}x_8$,
$x_{14}x_{11}x_9$,
$x_{12}x_{13}x_{10}$\\
   
$T_{50}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_3x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_6x_2$,
$x_{12}x_8x_3$,
$x_{13}x_{11}x_3$,
$x_4x_4x_4$,
$x_7x_5x_4$,
$x_{12}x_{14}x_4$,
$x_9x_{13}x_5$,
$x_{10}x_9x_5$,
$x_7x_8x_6$,
$x_{15}x_9x_6$,
$x_{10}x_{13}x_7$,
$x_{15}x_{11}x_8$,
$x_{14}x_{14}x_{14}$\\
   
$T_{51}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_3x_2$,
$x_8x_5x_3$,
$x_{14}x_9x_3$,
$x_{12}x_7x_4$,
$x_{13}x_{11}x_4$,
$x_6x_6x_5$,
$x_{15}x_{13}x_5$,
$x_{13}x_7x_6$,
$x_{14}x_{11}x_7$,
$x_8x_8x_8$,
$x_{10}x_9x_8$,
$x_{12}x_{15}x_9$,
$x_{10}x_{10}x_{10}$\\
   
$T_{52}$&(2)&
$x_1x_1x_1$,
$x_{10}x_6x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_{14}x_2$,
$x_7x_{10}x_3$,
$x_{15}x_{13}x_3$,
$x_5x_7x_4$,
$x_6x_{12}x_4$,
$x_{13}x_8x_4$,
$x_5x_5x_5$,
$x_{11}x_9x_5$,
$x_{13}x_{12}x_6$,
$x_9x_8x_7$,
$x_{12}x_{14}x_8$,
$x_{10}x_{15}x_9$,
$x_{11}x_{11}x_{11}$\\
   
$T_{53}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_9x_2$,
$x_{14}x_{12}x_2$,
$x_3x_3x_3$,
$x_9x_{15}x_3$,
$x_{11}x_4x_3$,
$x_8x_5x_4$,
$x_{12}x_{14}x_4$,
$x_6x_{13}x_5$,
$x_{14}x_7x_5$,
$x_{12}x_8x_6$,
$x_8x_{13}x_7$,
$x_{10}x_9x_7$,
$x_{13}x_{11}x_{10}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{54}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{12}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_9x_2$,
$x_{14}x_{11}x_2$,
$x_4x_5x_3$,
$x_9x_8x_3$,
$x_{10}x_7x_3$,
$x_6x_6x_4$,
$x_{13}x_{10}x_4$,
$x_9x_{14}x_5$,
$x_{11}x_{13}x_5$,
$x_{14}x_7x_6$,
$x_{15}x_{15}x_7$,
$x_8x_8x_8$,
$x_{12}x_{13}x_8$,
$x_{12}x_{12}x_{12}$\\
   
$T_{55}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{13}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_7x_2$,
$x_4x_9x_3$,
$x_6x_{11}x_3$,
$x_{14}x_4x_3$,
$x_{11}x_8x_4$,
$x_5x_5x_5$,
$x_8x_{10}x_5$,
$x_{10}x_6x_5$,
$x_7x_9x_6$,
$x_{13}x_{12}x_7$,
$x_9x_{15}x_8$,
$x_{15}x_{14}x_{12}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{56}$&(1)&
$x_3x_9x_1$,
$x_8x_2x_1$,
$x_{12}x_{15}x_1$,
$x_{10}x_5x_2$,
$x_{15}x_{12}x_2$,
$x_3x_3x_3$,
$x_{11}x_6x_3$,
$x_4x_4x_4$,
$x_9x_{11}x_4$,
$x_{10}x_7x_4$,
$x_9x_{14}x_5$,
$x_{13}x_{13}x_5$,
$x_6x_6x_6$,
$x_{15}x_{13}x_6$,
$x_7x_{12}x_7$,
$x_8x_{14}x_8$,
$x_{11}x_{14}x_{10}$\\
   
$T_{57}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_5x_2$,
$x_8x_9x_3$,
$x_{14}x_7x_3$,
$x_{12}x_6x_4$,
$x_{13}x_8x_4$,
$x_7x_{12}x_5$,
$x_{15}x_{13}x_5$,
$x_6x_6x_6$,
$x_{14}x_{11}x_6$,
$x_8x_{10}x_7$,
$x_9x_9x_9$,
$x_{11}x_{15}x_9$,
$x_{12}x_{13}x_{10}$\\
   
$T_{58}$&(2)&
$x_1x_1x_1$,
$x_{10}x_6x_1$,
$x_{15}x_2x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{14}x_2$,
$x_3x_3x_3$,
$x_8x_7x_3$,
$x_{12}x_{10}x_3$,
$x_4x_4x_4$,
$x_6x_{12}x_4$,
$x_{14}x_8x_4$,
$x_7x_9x_5$,
$x_{15}x_{13}x_5$,
$x_{13}x_{11}x_6$,
$x_{11}x_{13}x_7$,
$x_{12}x_9x_8$,
$x_{10}x_{15}x_9$\\
   
$T_{59}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_8x_2$,
$x_{14}x_{11}x_2$,
$x_5x_9x_3$,
$x_8x_7x_3$,
$x_{10}x_6x_3$,
$x_{12}x_{12}x_4$,
$x_{13}x_5x_4$,
$x_{10}x_{14}x_5$,
$x_6x_6x_6$,
$x_{15}x_{13}x_6$,
$x_9x_{12}x_7$,
$x_{11}x_{14}x_7$,
$x_{15}x_9x_8$,
$x_{13}x_{13}x_{13}$\\
   
$T_{60}$&(1)&
$x_1x_1x_1$,
$x_{10}x_{12}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_4x_2$,
$x_{14}x_9x_2$,
$x_4x_{13}x_3$,
$x_6x_7x_3$,
$x_{14}x_{10}x_3$,
$x_9x_{14}x_4$,
$x_5x_5x_5$,
$x_8x_6x_5$,
$x_{10}x_8x_5$,
$x_{11}x_7x_6$,
$x_{15}x_{15}x_7$,
$x_{13}x_9x_8$,
$x_{12}x_{13}x_{11}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{61}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{12}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{14}x_2$,
$x_3x_3x_3$,
$x_9x_8x_3$,
$x_{11}x_{13}x_3$,
$x_5x_7x_4$,
$x_7x_{10}x_4$,
$x_{11}x_6x_4$,
$x_{15}x_9x_5$,
$x_6x_6x_6$,
$x_{14}x_8x_6$,
$x_9x_{10}x_7$,
$x_{15}x_{13}x_8$,
$x_{12}x_{13}x_{12}$\\
   
$T_{62}$&(1)&
$x_1x_1x_1$,
$x_{10}x_5x_1$,
$x_{15}x_2x_1$,
$x_{11}x_4x_2$,
$x_{14}x_6x_2$,
$x_5x_{13}x_3$,
$x_7x_8x_3$,
$x_{11}x_9x_3$,
$x_8x_{12}x_4$,
$x_{14}x_{14}x_4$,
$x_{12}x_7x_5$,
$x_7x_{10}x_6$,
$x_{15}x_9x_6$,
$x_8x_8x_8$,
$x_{15}x_{13}x_9$,
$x_{13}x_{11}x_{10}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{63}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_3x_1$,
$x_3x_{11}x_2$,
$x_9x_9x_2$,
$x_{11}x_8x_2$,
$x_{14}x_6x_3$,
$x_{12}x_5x_4$,
$x_{13}x_7x_4$,
$x_9x_{13}x_5$,
$x_{10}x_{14}x_5$,
$x_8x_{15}x_6$,
$x_{12}x_{10}x_6$,
$x_7x_7x_7$,
$x_{12}x_8x_7$,
$x_{14}x_{13}x_{11}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{64}$&(2)&
$x_1x_1x_1$,
$x_{10}x_6x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_7x_2$,
$x_9x_{12}x_3$,
$x_{13}x_9x_3$,
$x_5x_8x_4$,
$x_6x_{13}x_4$,
$x_{13}x_{10}x_4$,
$x_5x_5x_5$,
$x_{10}x_{14}x_5$,
$x_{12}x_{11}x_6$,
$x_7x_7x_7$,
$x_{15}x_8x_7$,
$x_{12}x_9x_8$,
$x_{15}x_{14}x_{11}$\\
   
$T_{65}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_3x_1$,
$x_{11}x_8x_2$,
$x_{14}x_6x_2$,
$x_{12}x_9x_3$,
$x_{13}x_7x_3$,
$x_5x_{12}x_4$,
$x_6x_{14}x_4$,
$x_{13}x_5x_4$,
$x_7x_{11}x_5$,
$x_8x_{15}x_6$,
$x_9x_8x_7$,
$x_{12}x_{10}x_9$,
$x_{13}x_{11}x_{10}$,
$x_{14}x_{14}x_{14}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{66}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_3x_1$,
$x_{11}x_4x_2$,
$x_{14}x_{14}x_2$,
$x_{12}x_5x_3$,
$x_{13}x_7x_3$,
$x_7x_9x_4$,
$x_{15}x_6x_4$,
$x_8x_{13}x_5$,
$x_{12}x_8x_5$,
$x_6x_6x_6$,
$x_{14}x_8x_6$,
$x_{11}x_9x_7$,
$x_{12}x_{10}x_9$,
$x_{13}x_{11}x_{10}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{67}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_7x_1$,
$x_{11}x_8x_2$,
$x_{14}x_{14}x_2$,
$x_3x_3x_3$,
$x_6x_4x_3$,
$x_{15}x_{11}x_3$,
$x_9x_{13}x_4$,
$x_{11}x_{12}x_4$,
$x_5x_5x_5$,
$x_8x_9x_5$,
$x_{10}x_{15}x_5$,
$x_7x_{13}x_6$,
$x_{12}x_9x_6$,
$x_{12}x_{10}x_7$,
$x_{13}x_{14}x_8$\\
   
$T_{68}$&(1)&
$x_1x_1x_1$,
$x_{10}x_7x_1$,
$x_{15}x_2x_1$,
$x_{11}x_4x_2$,
$x_{14}x_5x_2$,
$x_4x_{13}x_3$,
$x_7x_{12}x_3$,
$x_{12}x_8x_3$,
$x_9x_6x_4$,
$x_8x_9x_5$,
$x_{14}x_{10}x_5$,
$x_9x_{13}x_6$,
$x_{10}x_{11}x_6$,
$x_{13}x_{15}x_7$,
$x_{11}x_{14}x_8$,
$x_{12}x_{12}x_{12}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{69}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_3x_1$,
$x_{11}x_8x_2$,
$x_{14}x_{14}x_2$,
$x_{12}x_5x_3$,
$x_{13}x_4x_3$,
$x_8x_9x_4$,
$x_{12}x_6x_4$,
$x_6x_7x_5$,
$x_{15}x_{11}x_5$,
$x_{12}x_{13}x_6$,
$x_7x_7x_7$,
$x_{11}x_{10}x_7$,
$x_{13}x_{14}x_8$,
$x_9x_9x_9$,
$x_{10}x_{15}x_9$\\
   
$T_{70}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_9x_2$,
$x_{14}x_6x_2$,
$x_5x_{14}x_3$,
$x_8x_8x_3$,
$x_{10}x_{12}x_3$,
$x_{12}x_{11}x_4$,
$x_{13}x_5x_4$,
$x_6x_7x_5$,
$x_{15}x_{13}x_6$,
$x_7x_7x_7$,
$x_{11}x_{10}x_7$,
$x_{12}x_9x_8$,
$x_{14}x_{15}x_9$,
$x_{13}x_{13}x_{13}$\\
   
$T_{71}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{11}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_6x_2$,
$x_4x_8x_3$,
$x_9x_4x_3$,
$x_{10}x_7x_3$,
$x_{12}x_{14}x_4$,
$x_5x_5x_5$,
$x_6x_{13}x_5$,
$x_{13}x_{10}x_5$,
$x_9x_7x_6$,
$x_{15}x_{15}x_7$,
$x_9x_{12}x_8$,
$x_{11}x_{13}x_8$,
$x_{14}x_{14}x_{14}$\\
   
$T_{72}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_{12}x_1$,
$x_{11}x_9x_2$,
$x_{14}x_5x_2$,
$x_5x_7x_3$,
$x_7x_{15}x_3$,
$x_{11}x_{11}x_3$,
$x_4x_4x_4$,
$x_7x_6x_4$,
$x_{12}x_{13}x_4$,
$x_{15}x_8x_5$,
$x_9x_8x_6$,
$x_{10}x_{13}x_6$,
$x_{13}x_{14}x_8$,
$x_{14}x_{10}x_9$,
$x_{12}x_{12}x_{12}$\\
   
$T_{73}$&(2)&
$x_3x_2x_1$,
$x_8x_{13}x_1$,
$x_{12}x_6x_1$,
$x_{10}x_8x_2$,
$x_{15}x_{15}x_2$,
$x_8x_9x_3$,
$x_{14}x_4x_3$,
$x_6x_{11}x_4$,
$x_{15}x_7x_4$,
$x_5x_5x_5$,
$x_7x_{10}x_5$,
$x_{11}x_{12}x_5$,
$x_{14}x_{14}x_6$,
$x_9x_{11}x_7$,
$x_9x_9x_9$,
$x_{10}x_{10}x_{10}$,
$x_{13}x_{13}x_{12}$\\
   
$T_{74}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_8x_2$,
$x_{14}x_9x_2$,
$x_3x_3x_3$,
$x_8x_{14}x_3$,
$x_{12}x_7x_3$,
$x_{12}x_{12}x_4$,
$x_{13}x_5x_4$,
$x_6x_6x_5$,
$x_{14}x_{11}x_5$,
$x_{13}x_7x_6$,
$x_{15}x_9x_7$,
$x_8x_8x_8$,
$x_{15}x_{10}x_9$,
$x_{13}x_{11}x_{10}$\\
   
$T_{75}$&(1)&
$x_1x_1x_1$,
$x_{10}x_{11}x_1$,
$x_{15}x_{10}x_1$,
$x_3x_{14}x_2$,
$x_9x_5x_2$,
$x_{11}x_{13}x_2$,
$x_4x_7x_3$,
$x_6x_6x_3$,
$x_5x_{15}x_4$,
$x_{11}x_{12}x_4$,
$x_7x_8x_5$,
$x_{15}x_9x_6$,
$x_{12}x_{12}x_7$,
$x_8x_8x_8$,
$x_{10}x_{14}x_8$,
$x_{13}x_{13}x_9$,
$x_{14}x_{14}x_{14}$\\
   
$T_{76}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_{12}x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{14}x_2$,
$x_5x_9x_3$,
$x_8x_{13}x_3$,
$x_{10}x_7x_3$,
$x_4x_4x_4$,
$x_9x_6x_4$,
$x_{10}x_{15}x_4$,
$x_{13}x_8x_5$,
$x_6x_6x_6$,
$x_{14}x_8x_6$,
$x_9x_{15}x_7$,
$x_{11}x_{11}x_7$,
$x_{12}x_{13}x_{12}$\\
   
$T_{77}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_9x_2$,
$x_{14}x_7x_2$,
$x_3x_3x_3$,
$x_8x_5x_3$,
$x_{12}x_{13}x_3$,
$x_{12}x_6x_4$,
$x_{13}x_{11}x_4$,
$x_6x_{12}x_5$,
$x_{15}x_{14}x_5$,
$x_7x_{15}x_6$,
$x_7x_7x_7$,
$x_8x_{10}x_8$,
$x_9x_{13}x_9$,
$x_{14}x_{11}x_{10}$\\
   
$T_{78}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_5x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_8x_2$,
$x_3x_3x_3$,
$x_9x_4x_3$,
$x_{11}x_7x_3$,
$x_6x_{13}x_4$,
$x_{15}x_{11}x_4$,
$x_{12}x_{14}x_5$,
$x_{13}x_6x_5$,
$x_6x_6x_6$,
$x_8x_{15}x_7$,
$x_{12}x_8x_7$,
$x_9x_{10}x_9$,
$x_{13}x_{14}x_{10}$\\
   
$T_{79}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_{14}x_2$,
$x_7x_5x_3$,
$x_{15}x_9x_3$,
$x_{12}x_{12}x_4$,
$x_{13}x_8x_4$,
$x_6x_6x_5$,
$x_{15}x_{13}x_5$,
$x_{13}x_{10}x_6$,
$x_7x_7x_7$,
$x_{11}x_{12}x_7$,
$x_9x_{11}x_8$,
$x_{10}x_{14}x_8$,
$x_9x_9x_9$\\
   
$T_{80}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_5x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_{14}x_2$,
$x_5x_{13}x_3$,
$x_6x_{11}x_3$,
$x_{13}x_6x_3$,
$x_4x_4x_4$,
$x_6x_9x_4$,
$x_{14}x_8x_4$,
$x_{12}x_7x_5$,
$x_7x_7x_7$,
$x_{11}x_8x_7$,
$x_{12}x_{15}x_8$,
$x_9x_{10}x_9$,
$x_{13}x_{15}x_{10}$\\
   
$T_{81}$&(2)&
$x_1x_1x_1$,
$x_{10}x_8x_1$,
$x_{15}x_2x_1$,
$x_{11}x_4x_2$,
$x_{14}x_{14}x_2$,
$x_5x_7x_3$,
$x_6x_{12}x_3$,
$x_{13}x_6x_3$,
$x_7x_9x_4$,
$x_{15}x_{13}x_4$,
$x_5x_5x_5$,
$x_{11}x_{10}x_5$,
$x_8x_{12}x_6$,
$x_{11}x_9x_7$,
$x_{13}x_{14}x_8$,
$x_{12}x_{15}x_9$,
$x_{10}x_{10}x_{10}$\\
   
$T_{82}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_9x_2$,
$x_{14}x_{11}x_2$,
$x_4x_{12}x_3$,
$x_9x_7x_3$,
$x_{10}x_{14}x_3$,
$x_{13}x_8x_4$,
$x_5x_5x_5$,
$x_7x_6x_5$,
$x_{11}x_{13}x_5$,
$x_6x_6x_6$,
$x_{13}x_{10}x_6$,
$x_{15}x_8x_7$,
$x_{12}x_{12}x_8$,
$x_{15}x_{14}x_9$\\
   
$T_{83}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_8x_2$,
$x_{14}x_{13}x_2$,
$x_4x_{12}x_3$,
$x_6x_6x_3$,
$x_{14}x_5x_3$,
$x_{13}x_7x_4$,
$x_8x_9x_5$,
$x_{12}x_{11}x_5$,
$x_{15}x_{14}x_6$,
$x_7x_7x_7$,
$x_{12}x_9x_7$,
$x_{13}x_{15}x_8$,
$x_{11}x_{10}x_9$,
$x_{10}x_{10}x_{10}$\\
   
$T_{84}$&(2)&
$x_1x_1x_1$,
$x_{10}x_8x_1$,
$x_{15}x_2x_1$,
$x_{11}x_4x_2$,
$x_{14}x_6x_2$,
$x_3x_3x_3$,
$x_8x_{13}x_3$,
$x_{12}x_9x_3$,
$x_8x_{12}x_4$,
$x_{14}x_5x_4$,
$x_7x_7x_5$,
$x_{12}x_{10}x_5$,
$x_7x_{11}x_6$,
$x_{15}x_9x_6$,
$x_{15}x_{13}x_9$,
$x_{10}x_{10}x_{10}$,
$x_{14}x_{13}x_{11}$\\
   
$T_{85}$&(1)&
$x_1x_1x_1$,
$x_{10}x_{11}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_{13}x_2$,
$x_{14}x_{14}x_2$,
$x_3x_3x_3$,
$x_8x_7x_3$,
$x_{12}x_{10}x_3$,
$x_4x_4x_4$,
$x_7x_6x_4$,
$x_{12}x_5x_4$,
$x_6x_9x_5$,
$x_{14}x_8x_5$,
$x_{10}x_9x_6$,
$x_{15}x_{15}x_7$,
$x_{11}x_{12}x_8$,
$x_{13}x_{13}x_9$\\
   
$T_{86}$&(2)&
$x_1x_1x_1$,
$x_{10}x_8x_1$,
$x_{15}x_6x_1$,
$x_5x_9x_2$,
$x_6x_{11}x_2$,
$x_{13}x_{13}x_2$,
$x_5x_4x_3$,
$x_7x_{12}x_3$,
$x_{11}x_{15}x_3$,
$x_9x_{14}x_4$,
$x_{11}x_7x_4$,
$x_{10}x_{10}x_5$,
$x_{14}x_{14}x_6$,
$x_7x_7x_7$,
$x_{12}x_{12}x_8$,
$x_{13}x_9x_8$,
$x_{15}x_{15}x_{15}$\\
   
$T_{87}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_6x_2$,
$x_7x_5x_3$,
$x_{15}x_9x_3$,
$x_{12}x_{12}x_4$,
$x_{13}x_8x_4$,
$x_6x_{14}x_5$,
$x_{15}x_{13}x_5$,
$x_8x_{10}x_6$,
$x_7x_7x_7$,
$x_{11}x_{12}x_7$,
$x_9x_{11}x_8$,
$x_9x_9x_9$,
$x_{14}x_{13}x_{10}$\\
   
$T_{88}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{14}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{13}x_2$,
$x_3x_3x_3$,
$x_6x_4x_3$,
$x_{15}x_7x_3$,
$x_8x_{10}x_4$,
$x_{12}x_8x_4$,
$x_8x_9x_5$,
$x_{14}x_{12}x_5$,
$x_7x_9x_6$,
$x_{12}x_{10}x_6$,
$x_{11}x_{11}x_7$,
$x_{13}x_{13}x_9$,
$x_{15}x_{15}x_{15}$\\
   
$T_{89}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_3x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{13}x_2$,
$x_{12}x_7x_3$,
$x_{13}x_8x_3$,
$x_4x_4x_4$,
$x_6x_9x_4$,
$x_{14}x_6x_4$,
$x_9x_{12}x_5$,
$x_{13}x_{14}x_5$,
$x_{10}x_7x_6$,
$x_{15}x_9x_7$,
$x_8x_8x_8$,
$x_{12}x_{11}x_8$,
$x_{15}x_{11}x_{10}$\\
   
$T_{90}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{14}x_2$,
$x_4x_{12}x_3$,
$x_6x_7x_3$,
$x_{14}x_8x_3$,
$x_{13}x_6x_4$,
$x_7x_9x_5$,
$x_{15}x_{13}x_5$,
$x_{12}x_8x_6$,
$x_{11}x_{11}x_7$,
$x_{15}x_9x_8$,
$x_{10}x_{10}x_9$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{91}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_6x_2$,
$x_{14}x_{12}x_2$,
$x_5x_{13}x_3$,
$x_7x_8x_3$,
$x_{11}x_{14}x_3$,
$x_{12}x_9x_4$,
$x_{13}x_{11}x_4$,
$x_5x_5x_5$,
$x_6x_7x_5$,
$x_{15}x_8x_6$,
$x_{10}x_9x_7$,
$x_{15}x_{14}x_8$,
$x_{12}x_{13}x_9$,
$x_{10}x_{10}x_{10}$\\
   
$T_{92}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_4x_2$,
$x_{14}x_9x_2$,
$x_5x_{12}x_3$,
$x_8x_{14}x_3$,
$x_{10}x_{15}x_3$,
$x_9x_8x_4$,
$x_{13}x_5x_4$,
$x_7x_7x_5$,
$x_{12}x_8x_6$,
$x_{13}x_{13}x_6$,
$x_{11}x_{10}x_7$,
$x_{14}x_{11}x_9$,
$x_{12}x_{12}x_{12}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{93}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_9x_1$,
$x_{11}x_{14}x_2$,
$x_{14}x_7x_2$,
$x_3x_3x_3$,
$x_9x_{12}x_3$,
$x_{11}x_4x_3$,
$x_8x_5x_4$,
$x_{12}x_{15}x_4$,
$x_7x_{13}x_5$,
$x_{12}x_6x_5$,
$x_6x_6x_6$,
$x_{13}x_{11}x_6$,
$x_9x_{13}x_7$,
$x_8x_{10}x_8$,
$x_{14}x_{15}x_{10}$\\
   
$T_{94}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_{11}x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_3x_2$,
$x_8x_8x_3$,
$x_{14}x_{15}x_3$,
$x_4x_4x_4$,
$x_9x_5x_4$,
$x_{10}x_7x_4$,
$x_7x_6x_5$,
$x_{12}x_{13}x_5$,
$x_7x_{14}x_6$,
$x_{11}x_{13}x_6$,
$x_{12}x_9x_8$,
$x_{10}x_{15}x_9$,
$x_{13}x_{13}x_{13}$\\
   
$T_{95}$&(2)&
$x_5x_{14}x_1$,
$x_6x_2x_1$,
$x_{13}x_{13}x_1$,
$x_{10}x_4x_2$,
$x_{15}x_3x_2$,
$x_8x_8x_3$,
$x_{14}x_{11}x_3$,
$x_9x_5x_4$,
$x_{13}x_{12}x_4$,
$x_6x_7x_5$,
$x_{15}x_{15}x_6$,
$x_8x_{12}x_7$,
$x_{10}x_9x_7$,
$x_{11}x_{11}x_9$,
$x_{10}x_{10}x_{10}$,
$x_{12}x_{12}x_{12}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{96}$&(2)&
$x_1x_1x_1$,
$x_{10}x_3x_1$,
$x_{15}x_{14}x_1$,
$x_2x_2x_2$,
$x_9x_{15}x_2$,
$x_{13}x_9x_2$,
$x_{11}x_{11}x_3$,
$x_{14}x_{12}x_3$,
$x_4x_4x_4$,
$x_6x_5x_4$,
$x_{14}x_{13}x_4$,
$x_7x_7x_5$,
$x_{12}x_8x_5$,
$x_6x_6x_6$,
$x_{13}x_{10}x_6$,
$x_{11}x_9x_7$,
$x_8x_8x_8$,
$x_{10}x_{15}x_8$,
$x_{12}x_{12}x_{12}$\\
   
$T_{97}$&(2)&
$x_4x_2x_1$,
$x_7x_{13}x_1$,
$x_{12}x_3x_1$,
$x_{10}x_8x_2$,
$x_{15}x_{15}x_2$,
$x_{11}x_5x_3$,
$x_{14}x_6x_3$,
$x_8x_9x_4$,
$x_{14}x_{14}x_4$,
$x_9x_{10}x_5$,
$x_{11}x_7x_5$,
$x_6x_6x_6$,
$x_{15}x_7x_6$,
$x_{13}x_{12}x_8$,
$x_9x_9x_9$,
$x_{10}x_{10}x_{10}$,
$x_{11}x_{11}x_{11}$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{98}$&(1)&
$x_2x_{10}x_1$,
$x_9x_2x_1$,
$x_{13}x_{15}x_1$,
$x_{15}x_{13}x_2$,
$x_4x_6x_3$,
$x_9x_8x_3$,
$x_{10}x_{11}x_3$,
$x_4x_4x_4$,
$x_{14}x_7x_4$,
$x_5x_5x_5$,
$x_8x_{12}x_5$,
$x_{10}x_{14}x_5$,
$x_6x_6x_6$,
$x_{15}x_{12}x_6$,
$x_7x_7x_7$,
$x_{12}x_{13}x_7$,
$x_8x_8x_8$,
$x_{14}x_{11}x_9$,
$x_{11}x_{11}x_{11}$\\
   
$T_{99}$&(2)&
$x_2x_{15}x_1$,
$x_8x_2x_1$,
$x_{14}x_{11}x_1$,
$x_{10}x_9x_2$,
$x_5x_6x_3$,
$x_7x_{12}x_3$,
$x_{11}x_{14}x_3$,
$x_5x_{13}x_4$,
$x_8x_7x_4$,
$x_{10}x_{10}x_4$,
$x_5x_5x_5$,
$x_6x_6x_6$,
$x_{15}x_{13}x_6$,
$x_7x_7x_7$,
$x_{15}x_{12}x_8$,
$x_9x_9x_9$,
$x_{13}x_{14}x_9$,
$x_{11}x_{11}x_{11}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{**}$&(1)&
$x_4x_{14}x_1$,
$x_7x_2x_1$,
$x_{12}x_{15}x_1$,
$x_{10}x_5x_2$,
$x_{15}x_{12}x_2$,
$x_4x_6x_3$,
$x_9x_9x_3$,
$x_{10}x_8x_3$,
$x_4x_4x_4$,
$x_9x_{11}x_5$,
$x_{13}x_{13}x_5$,
$x_6x_6x_6$,
$x_{15}x_{13}x_6$,
$x_8x_{12}x_7$,
$x_{14}x_{11}x_7$,
$x_8x_8x_8$,
$x_{10}x_{10}x_{10}$,
$x_{11}x_{11}x_{11}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{**}$&(1)&
$x_2x_{15}x_1$,
$x_9x_4x_1$,
$x_{13}x_2x_1$,
$x_{10}x_8x_2$,
$x_3x_3x_3$,
$x_6x_5x_3$,
$x_{15}x_{12}x_3$,
$x_{11}x_7x_4$,
$x_{14}x_{14}x_4$,
$x_9x_{10}x_5$,
$x_{11}x_{11}x_5$,
$x_6x_6x_6$,
$x_{13}x_{14}x_6$,
$x_7x_7x_7$,
$x_{12}x_8x_7$,
$x_{15}x_{13}x_8$,
$x_9x_9x_9$,
$x_{10}x_{10}x_{10}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{**}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{11}x_1$,
$x_{15}x_{10}x_1$,
$x_3x_9x_2$,
$x_8x_5x_2$,
$x_{12}x_7x_2$,
$x_3x_3x_3$,
$x_{11}x_{13}x_3$,
$x_5x_{14}x_4$,
$x_7x_{15}x_4$,
$x_{11}x_{12}x_4$,
$x_8x_6x_5$,
$x_8x_{13}x_6$,
$x_{10}x_{14}x_6$,
$x_7x_7x_7$,
$x_9x_9x_9$,
$x_{13}x_{15}x_9$,
$x_{12}x_{12}x_{12}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{**}$&(2)&
$x_5x_4x_1$,
$x_6x_2x_1$,
$x_{13}x_{13}x_1$,
$x_{10}x_9x_2$,
$x_{15}x_7x_2$,
$x_4x_{14}x_3$,
$x_6x_8x_3$,
$x_{14}x_{12}x_3$,
$x_{11}x_{10}x_4$,
$x_7x_{15}x_5$,
$x_{12}x_{11}x_5$,
$x_{14}x_8x_6$,
$x_7x_7x_7$,
$x_{15}x_{11}x_8$,
$x_9x_9x_9$,
$x_{13}x_{12}x_9$,
$x_{10}x_{10}x_{10}$\\
   
$T_{**}$&(1)&
$x_2x_{10}x_1$,
$x_8x_{12}x_1$,
$x_{14}x_2x_1$,
$x_{15}x_{15}x_2$,
$x_5x_6x_3$,
$x_8x_4x_3$,
$x_{10}x_{11}x_3$,
$x_8x_7x_4$,
$x_{12}x_{13}x_4$,
$x_5x_5x_5$,
$x_{13}x_9x_5$,
$x_6x_6x_6$,
$x_{15}x_7x_6$,
$x_{14}x_9x_7$,
$x_{11}x_{11}x_9$,
$x_{14}x_{13}x_{10}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{**}$&(1)&
$x_5x_6x_1$,
$x_6x_{11}x_1$,
$x_{13}x_2x_1$,
$x_{10}x_8x_2$,
$x_{15}x_7x_2$,
$x_5x_{14}x_3$,
$x_7x_9x_3$,
$x_{11}x_{12}x_3$,
$x_4x_4x_4$,
$x_9x_{15}x_4$,
$x_{10}x_5x_4$,
$x_{14}x_9x_6$,
$x_{13}x_8x_7$,
$x_{15}x_{12}x_8$,
$x_{10}x_{10}x_{10}$,
$x_{13}x_{14}x_{11}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{**}$&(1)&
$x_4x_{13}x_1$,
$x_7x_3x_1$,
$x_{12}x_6x_1$,
$x_2x_2x_2$,
$x_8x_9x_2$,
$x_{14}x_4x_2$,
$x_{10}x_8x_3$,
$x_{15}x_{10}x_3$,
$x_9x_{15}x_4$,
$x_5x_5x_5$,
$x_8x_{11}x_5$,
$x_{10}x_{12}x_5$,
$x_{11}x_7x_6$,
$x_{14}x_{14}x_6$,
$x_{15}x_9x_7$,
$x_{11}x_{11}x_{11}$,
$x_{13}x_{13}x_{12}$\\
   
$T_{**}$&(2)&
$x_5x_{13}x_1$,
$x_7x_2x_1$,
$x_{11}x_3x_1$,
$x_{10}x_{15}x_2$,
$x_{15}x_8x_2$,
$x_{11}x_9x_3$,
$x_{14}x_{10}x_3$,
$x_4x_4x_4$,
$x_9x_{12}x_4$,
$x_{10}x_6x_4$,
$x_5x_5x_5$,
$x_6x_{14}x_5$,
$x_6x_6x_6$,
$x_9x_8x_7$,
$x_{13}x_{12}x_7$,
$x_{15}x_{14}x_8$,
$x_{11}x_{11}x_{11}$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{**}$&(1)&
$x_4x_3x_1$,
$x_7x_{10}x_1$,
$x_{12}x_2x_1$,
$x_{10}x_{13}x_2$,
$x_{15}x_8x_2$,
$x_{11}x_{15}x_3$,
$x_{14}x_{11}x_3$,
$x_9x_9x_4$,
$x_{11}x_6x_4$,
$x_5x_5x_5$,
$x_6x_{14}x_5$,
$x_{13}x_7x_5$,
$x_6x_6x_6$,
$x_8x_{14}x_7$,
$x_8x_8x_8$,
$x_{10}x_{12}x_9$,
$x_{13}x_{15}x_{12}$\\
   
$T_{**}$&(1)&
$x_4x_7x_1$,
$x_6x_2x_1$,
$x_{14}x_{13}x_1$,
$x_{10}x_9x_2$,
$x_{15}x_3x_2$,
$x_8x_{12}x_3$,
$x_{14}x_5x_3$,
$x_5x_8x_4$,
$x_{11}x_{10}x_4$,
$x_{12}x_{11}x_5$,
$x_7x_{14}x_6$,
$x_{15}x_{15}x_6$,
$x_{11}x_8x_7$,
$x_9x_9x_9$,
$x_{13}x_{12}x_9$,
$x_{10}x_{10}x_{10}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{**}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_{13}x_2$,
$x_{14}x_{12}x_2$,
$x_3x_3x_3$,
$x_6x_8x_3$,
$x_{15}x_7x_3$,
$x_{12}x_9x_4$,
$x_{13}x_{14}x_4$,
$x_5x_5x_5$,
$x_7x_{11}x_5$,
$x_{11}x_6x_5$,
$x_{10}x_9x_6$,
$x_9x_{14}x_7$,
$x_8x_8x_8$,
$x_{12}x_{13}x_8$,
$x_{10}x_{10}x_{10}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{**}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_3x_1$,
$x_{11}x_9x_2$,
$x_{14}x_8x_2$,
$x_{12}x_6x_3$,
$x_{13}x_{11}x_3$,
$x_5x_7x_4$,
$x_6x_{12}x_4$,
$x_{13}x_5x_4$,
$x_{12}x_{14}x_5$,
$x_8x_{15}x_6$,
$x_9x_8x_7$,
$x_{10}x_{13}x_7$,
$x_{14}x_{10}x_9$,
$x_{11}x_{11}x_{11}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{**}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_3x_1$,
$x_{11}x_8x_2$,
$x_{14}x_{14}x_2$,
$x_{12}x_5x_3$,
$x_{13}x_6x_3$,
$x_4x_4x_4$,
$x_9x_{13}x_4$,
$x_{10}x_7x_4$,
$x_8x_9x_5$,
$x_{12}x_{11}x_5$,
$x_6x_6x_6$,
$x_{15}x_9x_6$,
$x_7x_{12}x_7$,
$x_{13}x_{14}x_8$,
$x_{15}x_{11}x_{10}$\\
   
$T_{**}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_6x_2$,
$x_{14}x_3x_2$,
$x_9x_{12}x_3$,
$x_{13}x_5x_3$,
$x_{12}x_9x_4$,
$x_{13}x_{11}x_4$,
$x_6x_8x_5$,
$x_{15}x_7x_5$,
$x_{14}x_8x_6$,
$x_8x_{13}x_7$,
$x_{10}x_9x_7$,
$x_{10}x_{10}x_{10}$,
$x_{14}x_{12}x_{11}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{**}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{13}x_2$,
$x_3x_3x_3$,
$x_8x_9x_3$,
$x_{12}x_7x_3$,
$x_{12}x_{12}x_4$,
$x_{13}x_8x_4$,
$x_9x_6x_5$,
$x_{13}x_{14}x_5$,
$x_8x_{10}x_6$,
$x_{10}x_{14}x_6$,
$x_9x_{15}x_7$,
$x_{11}x_{11}x_7$,
$x_{15}x_{15}x_{15}$\\
   
$T_{**}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_{13}x_2$,
$x_{14}x_{11}x_2$,
$x_5x_7x_3$,
$x_6x_{12}x_3$,
$x_{13}x_{14}x_3$,
$x_{12}x_6x_4$,
$x_{13}x_8x_4$,
$x_5x_5x_5$,
$x_{11}x_9x_5$,
$x_7x_8x_6$,
$x_{12}x_{15}x_7$,
$x_{14}x_9x_8$,
$x_{10}x_{10}x_9$,
$x_{15}x_{15}x_{15}$\\
   
$T_{**}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_6x_2$,
$x_{14}x_{14}x_2$,
$x_4x_{13}x_3$,
$x_6x_9x_3$,
$x_{14}x_8x_3$,
$x_{12}x_5x_4$,
$x_9x_{11}x_5$,
$x_{10}x_7x_5$,
$x_{13}x_8x_6$,
$x_8x_{15}x_7$,
$x_{10}x_{12}x_7$,
$x_9x_9x_9$,
$x_{13}x_{12}x_{11}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{**}$&(1)&
$x_1x_1x_1$,
$x_{10}x_6x_1$,
$x_{15}x_2x_1$,
$x_{11}x_8x_2$,
$x_{14}x_{13}x_2$,
$x_3x_3x_3$,
$x_9x_4x_3$,
$x_{11}x_{10}x_3$,
$x_8x_7x_4$,
$x_{12}x_5x_4$,
$x_7x_{14}x_5$,
$x_{12}x_{11}x_5$,
$x_{12}x_7x_6$,
$x_{13}x_{14}x_6$,
$x_{15}x_{13}x_8$,
$x_9x_9x_9$,
$x_{10}x_{15}x_9$\\
   
$T_{**}$&(1)&
$x_1x_1x_1$,
$x_{10}x_{11}x_1$,
$x_{15}x_6x_1$,
$x_5x_3x_2$,
$x_7x_9x_2$,
$x_{11}x_{12}x_2$,
$x_7x_{10}x_3$,
$x_{15}x_{15}x_3$,
$x_4x_4x_4$,
$x_6x_{14}x_4$,
$x_{14}x_7x_4$,
$x_8x_8x_5$,
$x_{12}x_{13}x_5$,
$x_{11}x_{13}x_6$,
$x_{10}x_9x_8$,
$x_{14}x_{12}x_9$,
$x_{13}x_{13}x_{13}$\\
   
$T_{**}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_9x_2$,
$x_{14}x_{11}x_2$,
$x_3x_3x_3$,
$x_9x_8x_3$,
$x_{11}x_{13}x_3$,
$x_{12}x_5x_4$,
$x_{13}x_6x_4$,
$x_9x_{14}x_5$,
$x_{10}x_7x_5$,
$x_6x_6x_6$,
$x_{14}x_7x_6$,
$x_{13}x_{15}x_7$,
$x_8x_{12}x_8$,
$x_{15}x_{12}x_{10}$\\
   
$T_{**}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_5x_2$,
$x_{14}x_3x_2$,
$x_8x_8x_3$,
$x_{14}x_9x_3$,
$x_5x_{13}x_4$,
$x_8x_{12}x_4$,
$x_{10}x_7x_4$,
$x_9x_{15}x_5$,
$x_{12}x_7x_6$,
$x_{13}x_9x_6$,
$x_{14}x_{11}x_7$,
$x_{15}x_{13}x_{10}$,
$x_{11}x_{11}x_{11}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{**}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_8x_1$,
$x_{11}x_4x_2$,
$x_{14}x_7x_2$,
$x_3x_3x_3$,
$x_8x_{12}x_3$,
$x_{12}x_9x_3$,
$x_7x_{14}x_4$,
$x_{15}x_5x_4$,
$x_9x_6x_5$,
$x_{10}x_{13}x_5$,
$x_6x_6x_6$,
$x_{13}x_{11}x_6$,
$x_8x_{13}x_7$,
$x_{15}x_{10}x_9$,
$x_{14}x_{12}x_{11}$\\
   
$T_{**}$&(2)&
$x_1x_1x_1$,
$x_{10}x_3x_1$,
$x_{15}x_2x_1$,
$x_{11}x_8x_2$,
$x_{14}x_9x_2$,
$x_{12}x_5x_3$,
$x_{13}x_6x_3$,
$x_4x_4x_4$,
$x_7x_{14}x_4$,
$x_{12}x_7x_4$,
$x_8x_{13}x_5$,
$x_{12}x_{11}x_5$,
$x_9x_7x_6$,
$x_{11}x_{10}x_6$,
$x_9x_{15}x_8$,
$x_{15}x_{14}x_{10}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{123}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_3x_2$,
$x_{14}x_8x_2$,
$x_7x_5x_3$,
$x_{15}x_{14}x_3$,
$x_5x_{15}x_4$,
$x_6x_{13}x_4$,
$x_{13}x_9x_4$,
$x_6x_{12}x_5$,
$x_7x_7x_7$,
$x_{11}x_9x_7$,
$x_9x_{12}x_8$,
$x_{13}x_{10}x_8$,
$x_{14}x_{12}x_{10}$,
$x_{11}x_{11}x_{11}$\\
   
$T_{124}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_8x_1$,
$x_{11}x_7x_2$,
$x_{14}x_{13}x_2$,
$x_3x_3x_3$,
$x_6x_{12}x_3$,
$x_{15}x_5x_3$,
$x_4x_4x_4$,
$x_9x_6x_4$,
$x_{10}x_9x_4$,
$x_9x_{14}x_5$,
$x_{11}x_{11}x_5$,
$x_7x_{14}x_6$,
$x_8x_{13}x_7$,
$x_{12}x_{12}x_8$,
$x_{13}x_{15}x_{10}$\\
   
$T_{125}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_9x_2$,
$x_{14}x_8x_2$,
$x_5x_{12}x_3$,
$x_6x_7x_3$,
$x_{13}x_5x_3$,
$x_{12}x_6x_4$,
$x_{13}x_{11}x_4$,
$x_8x_{14}x_5$,
$x_{12}x_{15}x_6$,
$x_9x_{13}x_7$,
$x_{11}x_{10}x_7$,
$x_8x_8x_8$,
$x_9x_9x_9$,
$x_{15}x_{14}x_{10}$\\
   
$T_{126}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_7x_2$,
$x_{14}x_3x_2$,
$x_7x_{13}x_3$,
$x_{15}x_{15}x_3$,
$x_4x_4x_4$,
$x_9x_5x_4$,
$x_{10}x_8x_4$,
$x_6x_{12}x_5$,
$x_{14}x_{11}x_5$,
$x_{13}x_{12}x_6$,
$x_9x_8x_7$,
$x_{12}x_{13}x_8$,
$x_{10}x_{14}x_9$,
$x_{11}x_{11}x_{11}$\\
   
$T_{127}$&(2)&
$x_3x_{13}x_1$,
$x_9x_{10}x_1$,
$x_{11}x_{11}x_1$,
$x_2x_2x_2$,
$x_7x_{12}x_2$,
$x_{15}x_5x_2$,
$x_5x_{14}x_3$,
$x_6x_7x_3$,
$x_4x_4x_4$,
$x_7x_8x_4$,
$x_{12}x_9x_4$,
$x_8x_6x_5$,
$x_{11}x_{14}x_6$,
$x_{14}x_{15}x_8$,
$x_9x_9x_9$,
$x_{10}x_{15}x_{10}$,
$x_{13}x_{13}x_{12}$\\
   
$T_{128}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_7x_1$,
$x_5x_8x_2$,
$x_6x_{15}x_2$,
$x_{13}x_{11}x_2$,
$x_3x_3x_3$,
$x_8x_{13}x_3$,
$x_{12}x_6x_3$,
$x_{11}x_{14}x_4$,
$x_{14}x_{12}x_4$,
$x_5x_5x_5$,
$x_{10}x_9x_5$,
$x_6x_6x_6$,
$x_{12}x_{14}x_7$,
$x_{13}x_9x_7$,
$x_9x_{11}x_8$,
$x_{10}x_{10}x_{10}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{129}$&(1)&
$x_1x_1x_1$,
$x_{10}x_6x_1$,
$x_{15}x_2x_1$,
$x_{11}x_9x_2$,
$x_{14}x_5x_2$,
$x_4x_7x_3$,
$x_6x_{13}x_3$,
$x_{14}x_8x_3$,
$x_4x_4x_4$,
$x_{12}x_{11}x_4$,
$x_8x_{12}x_5$,
$x_{14}x_{10}x_5$,
$x_{12}x_7x_6$,
$x_{15}x_{15}x_7$,
$x_8x_8x_8$,
$x_9x_{13}x_9$,
$x_{13}x_{11}x_{10}$\\
   
$T_{130}$&(1)&
$x_4x_{14}x_1$,
$x_7x_{15}x_1$,
$x_{12}x_8x_1$,
$x_4x_6x_2$,
$x_9x_{11}x_2$,
$x_{10}x_7x_2$,
$x_3x_3x_3$,
$x_6x_9x_3$,
$x_{15}x_{12}x_3$,
$x_4x_4x_4$,
$x_5x_5x_5$,
$x_6x_{13}x_5$,
$x_{13}x_{10}x_5$,
$x_7x_7x_7$,
$x_{10}x_{11}x_8$,
$x_{15}x_{13}x_8$,
$x_9x_9x_9$,
$x_{14}x_{14}x_{11}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{131}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{13}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_9x_2$,
$x_{14}x_3x_2$,
$x_9x_8x_3$,
$x_{13}x_{12}x_3$,
$x_5x_7x_4$,
$x_8x_{11}x_4$,
$x_{10}x_6x_4$,
$x_5x_5x_5$,
$x_{11}x_{10}x_5$,
$x_6x_6x_6$,
$x_{14}x_{12}x_6$,
$x_7x_7x_7$,
$x_{12}x_{15}x_7$,
$x_9x_{14}x_8$,
$x_{13}x_{13}x_{13}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{132}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_3x_1$,
$x_{11}x_{13}x_2$,
$x_{14}x_4x_2$,
$x_{12}x_7x_3$,
$x_{13}x_9x_3$,
$x_7x_6x_4$,
$x_{15}x_{12}x_4$,
$x_5x_5x_5$,
$x_8x_{11}x_5$,
$x_{10}x_8x_5$,
$x_9x_{11}x_6$,
$x_{10}x_{14}x_6$,
$x_{15}x_8x_7$,
$x_9x_9x_9$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{13}x_{13}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{133}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_6x_2$,
$x_8x_{12}x_3$,
$x_{14}x_{13}x_3$,
$x_{12}x_8x_4$,
$x_{13}x_9x_4$,
$x_5x_5x_5$,
$x_8x_7x_5$,
$x_{10}x_{14}x_5$,
$x_9x_{10}x_6$,
$x_{13}x_{11}x_6$,
$x_7x_7x_7$,
$x_{11}x_{15}x_7$,
$x_9x_9x_9$,
$x_{12}x_{12}x_{12}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{134}$&(1)&
$x_1x_1x_1$,
$x_{10}x_8x_1$,
$x_{15}x_2x_1$,
$x_{11}x_9x_2$,
$x_{14}x_6x_2$,
$x_5x_4x_3$,
$x_7x_{12}x_3$,
$x_{11}x_{11}x_3$,
$x_6x_{14}x_4$,
$x_{15}x_7x_4$,
$x_9x_{13}x_5$,
$x_{10}x_{10}x_5$,
$x_8x_{13}x_6$,
$x_7x_7x_7$,
$x_{12}x_{12}x_8$,
$x_9x_9x_9$,
$x_{13}x_{13}x_{13}$,
$x_{14}x_{14}x_{14}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{135}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{12}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_8x_2$,
$x_9x_7x_3$,
$x_{13}x_{10}x_3$,
$x_4x_4x_4$,
$x_7x_6x_4$,
$x_{12}x_{13}x_4$,
$x_5x_5x_5$,
$x_6x_{14}x_5$,
$x_{13}x_9x_5$,
$x_6x_6x_6$,
$x_{15}x_{15}x_7$,
$x_8x_8x_8$,
$x_{14}x_{10}x_8$,
$x_{11}x_{11}x_9$,
$x_{12}x_{12}x_{12}$\\
   
$T_{136}$&(1)&
$x_1x_1x_1$,
$x_{10}x_{13}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_3x_2$,
$x_{14}x_{14}x_2$,
$x_7x_{12}x_3$,
$x_{15}x_9x_3$,
$x_4x_4x_4$,
$x_6x_7x_4$,
$x_{14}x_8x_4$,
$x_5x_5x_5$,
$x_8x_{10}x_5$,
$x_{10}x_6x_5$,
$x_{11}x_{12}x_6$,
$x_7x_7x_7$,
$x_9x_{11}x_8$,
$x_9x_9x_9$,
$x_{15}x_{13}x_{12}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{137}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_{12}x_1$,
$x_2x_2x_2$,
$x_7x_{13}x_2$,
$x_{15}x_7x_2$,
$x_5x_{14}x_3$,
$x_7x_9x_3$,
$x_{11}x_8x_3$,
$x_{11}x_5x_4$,
$x_{14}x_{15}x_4$,
$x_6x_6x_5$,
$x_{13}x_{14}x_6$,
$x_8x_8x_8$,
$x_{12}x_{13}x_8$,
$x_9x_9x_9$,
$x_{11}x_{10}x_9$,
$x_{10}x_{10}x_{10}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{138}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_{12}x_1$,
$x_{11}x_9x_2$,
$x_{14}x_4x_2$,
$x_5x_7x_3$,
$x_7x_{15}x_3$,
$x_{11}x_{11}x_3$,
$x_8x_5x_4$,
$x_{14}x_6x_4$,
$x_{12}x_{13}x_5$,
$x_9x_{13}x_6$,
$x_{10}x_7x_6$,
$x_8x_8x_8$,
$x_{10}x_{15}x_8$,
$x_9x_9x_9$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{13}x_{13}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{139}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_3x_1$,
$x_{11}x_4x_2$,
$x_{14}x_{13}x_2$,
$x_{12}x_8x_3$,
$x_{13}x_9x_3$,
$x_7x_7x_4$,
$x_{15}x_6x_4$,
$x_5x_5x_5$,
$x_7x_{12}x_5$,
$x_{11}x_{14}x_5$,
$x_9x_{11}x_6$,
$x_{10}x_{14}x_6$,
$x_8x_8x_8$,
$x_{12}x_{10}x_8$,
$x_9x_9x_9$,
$x_{13}x_{13}x_{13}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{140}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_3x_2$,
$x_{14}x_{14}x_2$,
$x_7x_{13}x_3$,
$x_{15}x_9x_3$,
$x_{12}x_5x_4$,
$x_{13}x_6x_4$,
$x_6x_7x_5$,
$x_{14}x_8x_5$,
$x_{12}x_7x_6$,
$x_8x_8x_8$,
$x_{10}x_9x_8$,
$x_{12}x_{11}x_9$,
$x_{13}x_{15}x_{10}$,
$x_{11}x_{11}x_{11}$\\
   
$T_{141}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_{14}x_2$,
$x_{14}x_8x_2$,
$x_5x_{13}x_3$,
$x_8x_7x_3$,
$x_{10}x_9x_3$,
$x_{12}x_{11}x_4$,
$x_{13}x_6x_4$,
$x_5x_5x_5$,
$x_6x_{12}x_5$,
$x_7x_{11}x_6$,
$x_9x_{12}x_7$,
$x_{15}x_9x_8$,
$x_{13}x_{15}x_{10}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{142}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_{13}x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{15}x_2$,
$x_5x_7x_3$,
$x_8x_8x_3$,
$x_{10}x_{14}x_3$,
$x_4x_4x_4$,
$x_6x_{12}x_4$,
$x_{14}x_6x_4$,
$x_{15}x_9x_5$,
$x_7x_9x_6$,
$x_{11}x_{11}x_7$,
$x_{12}x_{10}x_8$,
$x_{13}x_{12}x_9$,
$x_{13}x_{13}x_{13}$\\
   
$T_{143}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{12}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_6x_2$,
$x_{14}x_{14}x_2$,
$x_5x_{10}x_3$,
$x_8x_{11}x_3$,
$x_{10}x_8x_3$,
$x_5x_9x_4$,
$x_6x_7x_4$,
$x_{13}x_5x_4$,
$x_{15}x_9x_6$,
$x_7x_7x_7$,
$x_{12}x_{13}x_7$,
$x_9x_{14}x_8$,
$x_{15}x_{13}x_{11}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{144}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_6x_2$,
$x_{14}x_{13}x_2$,
$x_3x_3x_3$,
$x_8x_{12}x_3$,
$x_{12}x_{11}x_3$,
$x_{12}x_9x_4$,
$x_{13}x_8x_4$,
$x_5x_5x_5$,
$x_8x_7x_5$,
$x_{10}x_{14}x_5$,
$x_9x_{10}x_6$,
$x_{13}x_{14}x_6$,
$x_7x_7x_7$,
$x_{11}x_{15}x_7$,
$x_9x_9x_9$,
$x_{15}x_{15}x_{15}$\\
   
$T_{145}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_5x_2$,
$x_{14}x_9x_2$,
$x_5x_8x_3$,
$x_8x_{12}x_3$,
$x_{10}x_7x_3$,
$x_5x_{14}x_4$,
$x_7x_{15}x_4$,
$x_{11}x_{13}x_4$,
$x_{12}x_{11}x_6$,
$x_{13}x_7x_6$,
$x_8x_8x_8$,
$x_9x_9x_9$,
$x_{13}x_{12}x_9$,
$x_{15}x_{14}x_{10}$\\
   
$T_{146}$&(2)&
$x_1x_1x_1$,
$x_{10}x_9x_1$,
$x_{15}x_2x_1$,
$x_{11}x_8x_2$,
$x_{14}x_{14}x_2$,
$x_4x_5x_3$,
$x_7x_6x_3$,
$x_{12}x_{12}x_3$,
$x_7x_{13}x_4$,
$x_{11}x_{10}x_4$,
$x_6x_{11}x_5$,
$x_{15}x_7x_5$,
$x_9x_{13}x_6$,
$x_9x_{12}x_8$,
$x_{13}x_{14}x_8$,
$x_{10}x_{10}x_{10}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{147}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_5x_2$,
$x_{14}x_{12}x_2$,
$x_3x_3x_3$,
$x_6x_{13}x_3$,
$x_{15}x_{14}x_3$,
$x_{12}x_8x_4$,
$x_{13}x_9x_4$,
$x_7x_7x_5$,
$x_{15}x_6x_5$,
$x_6x_6x_6$,
$x_{11}x_8x_7$,
$x_{12}x_{14}x_8$,
$x_9x_{10}x_9$,
$x_{13}x_{11}x_{10}$\\
   
$T_{148}$&(1)&
$x_1x_1x_1$,
$x_{10}x_5x_1$,
$x_{15}x_2x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_4x_2$,
$x_5x_{13}x_3$,
$x_8x_6x_3$,
$x_{10}x_{11}x_3$,
$x_9x_7x_4$,
$x_{13}x_9x_4$,
$x_{12}x_8x_5$,
$x_6x_6x_6$,
$x_{15}x_7x_6$,
$x_{14}x_{10}x_7$,
$x_{13}x_{11}x_8$,
$x_{12}x_{14}x_9$,
$x_{15}x_{15}x_{15}$\\
   
$T_{149}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{11}x_1$,
$x_{15}x_{10}x_1$,
$x_5x_7x_2$,
$x_8x_3x_2$,
$x_{10}x_{14}x_2$,
$x_7x_{13}x_3$,
$x_{15}x_4x_3$,
$x_9x_5x_4$,
$x_{11}x_{12}x_4$,
$x_{12}x_6x_5$,
$x_7x_9x_6$,
$x_{11}x_{13}x_6$,
$x_8x_8x_8$,
$x_{12}x_{14}x_8$,
$x_{13}x_{15}x_9$,
$x_{14}x_{14}x_{14}$\\
   
$T_{150}$&(1)&
$x_5x_{15}x_1$,
$x_8x_{14}x_1$,
$x_{10}x_5x_1$,
$x_4x_9x_2$,
$x_7x_3x_2$,
$x_{12}x_8x_2$,
$x_7x_{11}x_3$,
$x_{15}x_{12}x_3$,
$x_4x_4x_4$,
$x_{10}x_6x_4$,
$x_{10}x_{13}x_5$,
$x_6x_6x_6$,
$x_{14}x_{11}x_6$,
$x_9x_{13}x_7$,
$x_8x_8x_8$,
$x_9x_9x_9$,
$x_{15}x_{13}x_{11}$,
$x_{12}x_{12}x_{12}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{151}$&(1)&
$x_4x_6x_1$,
$x_6x_{10}x_1$,
$x_{14}x_8x_1$,
$x_3x_{15}x_2$,
$x_8x_{14}x_2$,
$x_{12}x_3x_2$,
$x_7x_4x_3$,
$x_{15}x_9x_4$,
$x_5x_5x_5$,
$x_8x_{11}x_5$,
$x_{10}x_{13}x_5$,
$x_{15}x_{13}x_6$,
$x_7x_7x_7$,
$x_{12}x_{11}x_7$,
$x_9x_9x_9$,
$x_{10}x_{12}x_9$,
$x_{11}x_{11}x_{11}$,
$x_{13}x_{13}x_{13}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{152}$&(1)&
$x_5x_{11}x_1$,
$x_8x_{12}x_1$,
$x_{10}x_4x_1$,
$x_4x_{15}x_2$,
$x_7x_6x_2$,
$x_{12}x_{13}x_2$,
$x_5x_7x_3$,
$x_6x_8x_3$,
$x_{13}x_9x_3$,
$x_{10}x_{14}x_4$,
$x_5x_5x_5$,
$x_{14}x_{10}x_6$,
$x_{15}x_{15}x_7$,
$x_8x_8x_8$,
$x_9x_9x_9$,
$x_{11}x_{14}x_9$,
$x_{11}x_{11}x_{11}$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{153}$&(2)&
$x_5x_{11}x_1$,
$x_7x_6x_1$,
$x_{11}x_{14}x_1$,
$x_2x_2x_2$,
$x_9x_8x_2$,
$x_{13}x_{10}x_2$,
$x_5x_9x_3$,
$x_6x_{15}x_3$,
$x_{13}x_5x_3$,
$x_4x_4x_4$,
$x_9x_{12}x_4$,
$x_{10}x_7x_4$,
$x_{10}x_{15}x_6$,
$x_{14}x_{12}x_7$,
$x_8x_8x_8$,
$x_{14}x_{13}x_8$,
$x_{11}x_{11}x_{11}$,
$x_{12}x_{12}x_{12}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{154}$&(2)&
$x_5x_{11}x_1$,
$x_8x_2x_1$,
$x_{10}x_5x_1$,
$x_{10}x_{13}x_2$,
$x_{15}x_9x_2$,
$x_4x_{12}x_3$,
$x_7x_4x_3$,
$x_{12}x_{15}x_3$,
$x_8x_{14}x_4$,
$x_{14}x_6x_5$,
$x_7x_{10}x_6$,
$x_{11}x_{12}x_6$,
$x_9x_{13}x_7$,
$x_8x_8x_8$,
$x_9x_9x_9$,
$x_{13}x_{15}x_{11}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{155}$&(1)&
$x_1x_1x_1$,
$x_{10}x_8x_1$,
$x_{15}x_{12}x_1$,
$x_3x_{14}x_2$,
$x_8x_{11}x_2$,
$x_{12}x_{13}x_2$,
$x_4x_5x_3$,
$x_6x_6x_3$,
$x_6x_{15}x_4$,
$x_{13}x_9x_4$,
$x_9x_{10}x_5$,
$x_{11}x_7x_5$,
$x_7x_7x_7$,
$x_{11}x_{15}x_7$,
$x_{14}x_{14}x_8$,
$x_9x_9x_9$,
$x_{10}x_{10}x_{10}$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{156}$&(2)&
$x_1x_1x_1$,
$x_{10}x_6x_1$,
$x_{15}x_{12}x_1$,
$x_2x_2x_2$,
$x_7x_{13}x_2$,
$x_{15}x_3x_2$,
$x_8x_5x_3$,
$x_{14}x_{10}x_3$,
$x_4x_4x_4$,
$x_6x_{14}x_4$,
$x_{14}x_9x_4$,
$x_9x_7x_5$,
$x_{11}x_{11}x_5$,
$x_{11}x_7x_6$,
$x_8x_8x_8$,
$x_{10}x_{15}x_8$,
$x_{12}x_{13}x_9$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{157}$&(2)&
$x_1x_1x_1$,
$x_{11}x_5x_1$,
$x_{14}x_8x_1$,
$x_4x_{10}x_2$,
$x_7x_3x_2$,
$x_{12}x_{14}x_2$,
$x_7x_9x_3$,
$x_{15}x_{15}x_3$,
$x_4x_4x_4$,
$x_9x_{12}x_4$,
$x_{12}x_6x_5$,
$x_{13}x_{13}x_5$,
$x_8x_{15}x_6$,
$x_{10}x_{13}x_6$,
$x_{11}x_{11}x_7$,
$x_{10}x_9x_8$,
$x_{14}x_{14}x_{14}$\\
   
$T_{158}$&(1)&
$x_5x_{12}x_1$,
$x_7x_{14}x_1$,
$x_{11}x_6x_1$,
$x_5x_7x_2$,
$x_6x_{15}x_2$,
$x_{13}x_3x_2$,
$x_9x_9x_3$,
$x_{13}x_8x_3$,
$x_4x_4x_4$,
$x_9x_{11}x_4$,
$x_{10}x_5x_4$,
$x_{10}x_8x_6$,
$x_8x_{15}x_7$,
$x_{10}x_{10}x_{10}$,
$x_{14}x_{12}x_{11}$,
$x_{14}x_{13}x_{12}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{159}$&(2)&
$x_5x_6x_1$,
$x_8x_{12}x_1$,
$x_{10}x_9x_1$,
$x_3x_{10}x_2$,
$x_6x_{15}x_2$,
$x_{15}x_7x_2$,
$x_4x_{11}x_3$,
$x_9x_{14}x_3$,
$x_5x_{13}x_4$,
$x_7x_8x_4$,
$x_5x_5x_5$,
$x_{10}x_{13}x_6$,
$x_{14}x_8x_7$,
$x_{11}x_{11}x_9$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{14}x_{12}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{160}$&(1)&
$x_4x_{11}x_1$,
$x_7x_2x_1$,
$x_{12}x_{12}x_1$,
$x_{10}x_5x_2$,
$x_{15}x_3x_2$,
$x_7x_9x_3$,
$x_{15}x_6x_3$,
$x_5x_{14}x_4$,
$x_7x_{13}x_4$,
$x_8x_8x_5$,
$x_8x_{10}x_6$,
$x_{12}x_{13}x_6$,
$x_9x_9x_9$,
$x_{11}x_{14}x_9$,
$x_{13}x_{14}x_{10}$,
$x_{11}x_{11}x_{11}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{161}$&(2)&
$x_4x_9x_1$,
$x_7x_{13}x_1$,
$x_{12}x_2x_1$,
$x_{10}x_8x_2$,
$x_{15}x_{15}x_2$,
$x_4x_{10}x_3$,
$x_6x_6x_3$,
$x_{14}x_5x_3$,
$x_4x_4x_4$,
$x_9x_{11}x_5$,
$x_{11}x_7x_5$,
$x_{15}x_7x_6$,
$x_9x_{14}x_8$,
$x_{13}x_{12}x_8$,
$x_{12}x_{14}x_{10}$,
$x_{11}x_{11}x_{11}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{162}$&(1)&
$x_5x_3x_1$,
$x_7x_{13}x_1$,
$x_{11}x_2x_1$,
$x_{10}x_8x_2$,
$x_{15}x_6x_2$,
$x_{11}x_{15}x_3$,
$x_{14}x_{10}x_3$,
$x_5x_9x_4$,
$x_8x_{14}x_4$,
$x_{10}x_{12}x_4$,
$x_{11}x_7x_5$,
$x_9x_7x_6$,
$x_{13}x_{12}x_6$,
$x_8x_8x_8$,
$x_{12}x_{14}x_9$,
$x_{13}x_{13}x_{13}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{163}$&(1)&
$x_1x_1x_1$,
$x_{10}x_7x_1$,
$x_{15}x_2x_1$,
$x_{11}x_9x_2$,
$x_{14}x_4x_2$,
$x_5x_{13}x_3$,
$x_8x_8x_3$,
$x_{10}x_{11}x_3$,
$x_8x_{12}x_4$,
$x_{14}x_6x_4$,
$x_5x_5x_5$,
$x_6x_{10}x_5$,
$x_9x_{13}x_6$,
$x_{12}x_{12}x_7$,
$x_{13}x_{15}x_7$,
$x_9x_9x_9$,
$x_{11}x_{11}x_{11}$,
$x_{14}x_{14}x_{14}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{164}$&(1)&
$x_2x_{10}x_1$,
$x_9x_5x_1$,
$x_{13}x_2x_1$,
$x_{15}x_{15}x_2$,
$x_5x_{11}x_3$,
$x_6x_6x_3$,
$x_{13}x_{14}x_3$,
$x_4x_4x_4$,
$x_9x_7x_4$,
$x_{10}x_{12}x_4$,
$x_{14}x_8x_5$,
$x_{15}x_7x_6$,
$x_{14}x_{12}x_7$,
$x_8x_8x_8$,
$x_{10}x_{13}x_8$,
$x_{11}x_{11}x_9$,
$x_{12}x_{12}x_{12}$\\
   
$T_{165}$&(1)&
$x_4x_9x_1$,
$x_6x_2x_1$,
$x_{14}x_{10}x_1$,
$x_{10}x_{12}x_2$,
$x_{15}x_5x_2$,
$x_3x_3x_3$,
$x_9x_{11}x_3$,
$x_{11}x_8x_3$,
$x_4x_4x_4$,
$x_{10}x_{13}x_4$,
$x_9x_{14}x_5$,
$x_{13}x_7x_5$,
$x_8x_{15}x_6$,
$x_{14}x_8x_6$,
$x_7x_7x_7$,
$x_{11}x_{12}x_7$,
$x_{15}x_{13}x_{12}$\\
   
$T_{166}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{11}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_{14}x_2$,
$x_4x_6x_3$,
$x_9x_5x_3$,
$x_{10}x_7x_3$,
$x_4x_4x_4$,
$x_{14}x_8x_4$,
$x_9x_{10}x_5$,
$x_{11}x_{13}x_5$,
$x_8x_7x_6$,
$x_{12}x_{13}x_6$,
$x_{15}x_{15}x_7$,
$x_{12}x_9x_8$,
$x_{13}x_{13}x_{13}$\\
   
$T_{167}$&(2)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_{12}x_1$,
$x_{11}x_5x_2$,
$x_{14}x_3x_2$,
$x_7x_9x_3$,
$x_{15}x_7x_3$,
$x_4x_4x_4$,
$x_9x_{15}x_4$,
$x_{10}x_{13}x_4$,
$x_8x_6x_5$,
$x_{14}x_8x_5$,
$x_8x_{13}x_6$,
$x_{10}x_9x_6$,
$x_{11}x_{11}x_7$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{14}x_{12}$\\
   
$T_{168}$&(1)&
$x_5x_{11}x_1$,
$x_8x_2x_1$,
$x_{10}x_3x_1$,
$x_{10}x_9x_2$,
$x_{15}x_4x_2$,
$x_{11}x_{13}x_3$,
$x_{14}x_6x_3$,
$x_9x_7x_4$,
$x_{13}x_{12}x_4$,
$x_5x_5x_5$,
$x_7x_{14}x_5$,
$x_6x_6x_6$,
$x_{15}x_7x_6$,
$x_8x_8x_8$,
$x_{14}x_{13}x_8$,
$x_{15}x_{12}x_9$,
$x_{11}x_{12}x_{10}$\\
   
$T_{169}$&(1)&
$x_5x_2x_1$,
$x_6x_3x_1$,
$x_{13}x_{13}x_1$,
$x_{10}x_8x_2$,
$x_{15}x_7x_2$,
$x_{11}x_4x_3$,
$x_{14}x_9x_3$,
$x_9x_{12}x_4$,
$x_{11}x_{14}x_4$,
$x_8x_{15}x_5$,
$x_{14}x_{10}x_5$,
$x_6x_6x_6$,
$x_{15}x_{11}x_6$,
$x_9x_8x_7$,
$x_{13}x_{12}x_7$,
$x_{10}x_{10}x_{10}$,
$x_{12}x_{12}x_{12}$\\
   
$T_{170}$&(1)&
$x_4x_8x_1$,
$x_6x_{13}x_1$,
$x_{14}x_2x_1$,
$x_{10}x_9x_2$,
$x_{15}x_{12}x_2$,
$x_4x_{10}x_3$,
$x_9x_{15}x_3$,
$x_{10}x_{11}x_3$,
$x_5x_7x_4$,
$x_5x_5x_5$,
$x_{11}x_6x_5$,
$x_6x_6x_6$,
$x_7x_7x_7$,
$x_{12}x_9x_7$,
$x_{11}x_{15}x_8$,
$x_{14}x_{14}x_8$,
$x_{13}x_{13}x_{12}$\\
   
$T_{171}$&(2)&
$x_3x_2x_1$,
$x_6x_{11}x_1$,
$x_{15}x_{13}x_1$,
$x_{10}x_7x_2$,
$x_{15}x_5x_2$,
$x_9x_4x_3$,
$x_{13}x_{12}x_3$,
$x_9x_{10}x_4$,
$x_{11}x_{14}x_4$,
$x_7x_8x_5$,
$x_{15}x_6x_5$,
$x_7x_{14}x_6$,
$x_8x_8x_8$,
$x_{10}x_{12}x_8$,
$x_9x_9x_9$,
$x_{11}x_{11}x_{11}$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{13}x_{13}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{172}$&(2)&
$x_3x_2x_1$,
$x_8x_9x_1$,
$x_{12}x_7x_1$,
$x_{10}x_8x_2$,
$x_{15}x_6x_2$,
$x_7x_{11}x_3$,
$x_{15}x_{15}x_3$,
$x_4x_4x_4$,
$x_7x_{14}x_4$,
$x_{12}x_5x_4$,
$x_9x_{13}x_5$,
$x_{10}x_{10}x_5$,
$x_8x_{13}x_6$,
$x_{14}x_{14}x_6$,
$x_{12}x_{11}x_9$,
$x_{11}x_{11}x_{11}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{173}$&(1)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_9x_2$,
$x_{14}x_{11}x_2$,
$x_4x_{12}x_3$,
$x_9x_7x_3$,
$x_{10}x_{14}x_3$,
$x_{13}x_5x_4$,
$x_7x_6x_5$,
$x_{12}x_8x_5$,
$x_6x_6x_6$,
$x_{13}x_{10}x_6$,
$x_{15}x_8x_7$,
$x_{11}x_{13}x_8$,
$x_{15}x_{14}x_9$,
$x_{12}x_{12}x_{12}$\\
   
$T_{174}$&(2)&
$x_1x_1x_1$,
$x_{10}x_{13}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_4x_2$,
$x_{14}x_7x_2$,
$x_5x_{12}x_3$,
$x_8x_6x_3$,
$x_{10}x_5x_3$,
$x_7x_8x_4$,
$x_{15}x_9x_4$,
$x_8x_{14}x_5$,
$x_9x_{10}x_6$,
$x_{11}x_{12}x_6$,
$x_{14}x_{11}x_7$,
$x_9x_9x_9$,
$x_{15}x_{13}x_{12}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{175}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_6x_2$,
$x_3x_3x_3$,
$x_9x_{14}x_3$,
$x_{11}x_7x_3$,
$x_{12}x_9x_4$,
$x_{13}x_{11}x_4$,
$x_5x_5x_5$,
$x_8x_{13}x_5$,
$x_{10}x_8x_5$,
$x_7x_8x_6$,
$x_{15}x_9x_6$,
$x_{12}x_{13}x_7$,
$x_{14}x_{15}x_{10}$\\
   
$T_{176}$&(2)&
$x_1x_1x_1$,
$x_{10}x_7x_1$,
$x_{15}x_6x_1$,
$x_2x_2x_2$,
$x_7x_{13}x_2$,
$x_{15}x_5x_2$,
$x_4x_9x_3$,
$x_6x_{11}x_3$,
$x_{14}x_4x_3$,
$x_{11}x_{12}x_4$,
$x_8x_8x_5$,
$x_{14}x_{10}x_5$,
$x_{14}x_9x_6$,
$x_{12}x_{12}x_7$,
$x_{10}x_{11}x_8$,
$x_{15}x_{13}x_9$,
$x_{13}x_{13}x_{13}$\\
   
$T_{177}$&(2)&
$x_1x_1x_1$,
$x_{10}x_6x_1$,
$x_{15}x_2x_1$,
$x_{11}x_9x_2$,
$x_{14}x_{11}x_2$,
$x_4x_{10}x_3$,
$x_7x_5x_3$,
$x_{12}x_{12}x_3$,
$x_4x_4x_4$,
$x_9x_8x_4$,
$x_9x_{14}x_5$,
$x_{11}x_{13}x_5$,
$x_{12}x_8x_6$,
$x_{13}x_{13}x_6$,
$x_8x_{14}x_7$,
$x_{10}x_{15}x_7$,
$x_{15}x_{15}x_{15}$\\
   
$T_{178}$&(1)&
$x_1x_1x_1$,
$x_{10}x_8x_1$,
$x_{15}x_6x_1$,
$x_2x_2x_2$,
$x_8x_{13}x_2$,
$x_{14}x_4x_2$,
$x_5x_9x_3$,
$x_7x_{12}x_3$,
$x_{11}x_{11}x_3$,
$x_7x_7x_4$,
$x_{15}x_5x_4$,
$x_{10}x_{10}x_5$,
$x_{11}x_9x_6$,
$x_{14}x_{14}x_6$,
$x_{12}x_{12}x_8$,
$x_{15}x_{13}x_9$,
$x_{13}x_{13}x_{13}$\\
   
$T_{179}$&(1)&
$x_1x_1x_1$,
$x_{10}x_3x_1$,
$x_{15}x_2x_1$,
$x_{11}x_9x_2$,
$x_{14}x_{11}x_2$,
$x_{12}x_{14}x_3$,
$x_{13}x_7x_3$,
$x_5x_8x_4$,
$x_7x_{12}x_4$,
$x_{11}x_{13}x_4$,
$x_5x_5x_5$,
$x_{10}x_6x_5$,
$x_6x_6x_6$,
$x_{13}x_{12}x_6$,
$x_8x_9x_7$,
$x_{10}x_{15}x_8$,
$x_{15}x_{14}x_9$\\
   
$T_{180}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_4x_2$,
$x_{14}x_{12}x_2$,
$x_4x_{15}x_3$,
$x_9x_9x_3$,
$x_{10}x_{14}x_3$,
$x_7x_5x_4$,
$x_6x_{13}x_5$,
$x_{14}x_8x_5$,
$x_{12}x_{13}x_6$,
$x_8x_{11}x_7$,
$x_{10}x_8x_7$,
$x_{11}x_{12}x_9$,
$x_{13}x_{13}x_{13}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{181}$&(1)&
$x_2x_{10}x_1$,
$x_8x_{12}x_1$,
$x_{14}x_2x_1$,
$x_{15}x_{15}x_2$,
$x_5x_8x_3$,
$x_6x_6x_3$,
$x_{13}x_4x_3$,
$x_9x_9x_4$,
$x_{11}x_7x_4$,
$x_5x_5x_5$,
$x_{10}x_{11}x_5$,
$x_{15}x_7x_6$,
$x_{14}x_{13}x_7$,
$x_8x_8x_8$,
$x_{10}x_{14}x_9$,
$x_{11}x_{11}x_{11}$,
$x_{12}x_{13}x_{12}$\\
   
$T_{182}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_6x_1$,
$x_{11}x_{13}x_2$,
$x_{14}x_{11}x_2$,
$x_3x_3x_3$,
$x_8x_7x_3$,
$x_{12}x_9x_3$,
$x_5x_8x_4$,
$x_6x_{12}x_4$,
$x_{13}x_{15}x_4$,
$x_5x_5x_5$,
$x_{10}x_{14}x_5$,
$x_{13}x_7x_6$,
$x_{15}x_{14}x_7$,
$x_{12}x_{10}x_8$,
$x_9x_{11}x_9$\\
   
$T_{183}$&(2)&
$x_1x_1x_1$,
$x_{10}x_3x_1$,
$x_{15}x_2x_1$,
$x_{11}x_8x_2$,
$x_{14}x_9x_2$,
$x_{12}x_5x_3$,
$x_{13}x_{11}x_3$,
$x_5x_6x_4$,
$x_6x_{14}x_4$,
$x_{13}x_7x_4$,
$x_{15}x_{13}x_5$,
$x_6x_6x_6$,
$x_7x_7x_7$,
$x_{12}x_8x_7$,
$x_{15}x_9x_8$,
$x_{14}x_{10}x_9$,
$x_{11}x_{12}x_{10}$\\
   
$T_{184}$&(1)&
$x_2x_{10}x_1$,
$x_8x_5x_1$,
$x_{14}x_2x_1$,
$x_{15}x_{15}x_2$,
$x_5x_{11}x_3$,
$x_6x_6x_3$,
$x_{13}x_{12}x_3$,
$x_4x_4x_4$,
$x_9x_7x_4$,
$x_{10}x_{13}x_4$,
$x_{14}x_9x_5$,
$x_{15}x_7x_6$,
$x_{14}x_{13}x_7$,
$x_8x_8x_8$,
$x_{10}x_{12}x_8$,
$x_{11}x_{11}x_9$,
$x_{12}x_{12}x_{12}$\\
   
$T_{185}$&(1)&
$x_1x_1x_1$,
$x_{10}x_{12}x_1$,
$x_{15}x_2x_1$,
$x_{11}x_{14}x_2$,
$x_{14}x_8x_2$,
$x_5x_9x_3$,
$x_7x_5x_3$,
$x_{11}x_4x_3$,
$x_6x_{10}x_4$,
$x_{15}x_{13}x_4$,
$x_{11}x_6x_5$,
$x_8x_7x_6$,
$x_{13}x_{10}x_7$,
$x_{15}x_9x_8$,
$x_{12}x_{13}x_9$,
$x_{12}x_{12}x_{12}$,
$x_{14}x_{14}x_{14}$\\
   
$T_{186}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_4x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_6x_2$,
$x_3x_3x_3$,
$x_9x_5x_3$,
$x_{11}x_7x_3$,
$x_{12}x_{14}x_4$,
$x_{13}x_{11}x_4$,
$x_8x_{13}x_5$,
$x_{12}x_8x_5$,
$x_9x_8x_6$,
$x_{13}x_7x_6$,
$x_{15}x_{10}x_7$,
$x_{10}x_{15}x_9$,
$x_{14}x_{14}x_{14}$\\
   
$T_{187}$&(1)&
$x_4x_2x_1$,
$x_6x_{13}x_1$,
$x_{14}x_{14}x_1$,
$x_{10}x_3x_2$,
$x_{15}x_{15}x_2$,
$x_8x_8x_3$,
$x_{14}x_{11}x_3$,
$x_9x_5x_4$,
$x_{13}x_{12}x_4$,
$x_9x_7x_5$,
$x_{10}x_6x_5$,
$x_6x_6x_6$,
$x_8x_{12}x_7$,
$x_{10}x_{15}x_7$,
$x_{11}x_{11}x_9$,
$x_{12}x_{12}x_{12}$,
$x_{13}x_{13}x_{13}$\\
   
$T_{188}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_3x_1$,
$x_3x_{14}x_2$,
$x_8x_9x_2$,
$x_{12}x_6x_2$,
$x_{11}x_{11}x_3$,
$x_{12}x_5x_4$,
$x_{13}x_8x_4$,
$x_7x_7x_5$,
$x_{12}x_{13}x_5$,
$x_9x_{15}x_6$,
$x_{13}x_{10}x_6$,
$x_{11}x_9x_7$,
$x_{10}x_{14}x_8$,
$x_{14}x_{14}x_{14}$,
$x_{15}x_{15}x_{15}$\\
   
$T_{189}$&(1)&
$x_1x_1x_1$,
$x_{10}x_2x_1$,
$x_{15}x_7x_1$,
$x_{11}x_4x_2$,
$x_{14}x_{12}x_2$,
$x_3x_3x_3$,
$x_9x_6x_3$,
$x_{11}x_{14}x_3$,
$x_9x_5x_4$,
$x_{13}x_8x_4$,
$x_9x_{13}x_5$,
$x_{10}x_{15}x_5$,
$x_6x_6x_6$,
$x_{15}x_{11}x_6$,
$x_{12}x_8x_7$,
$x_{13}x_{10}x_7$,
$x_{12}x_{14}x_8$\\
   
$T_{190}$&(2)&
$x_1x_1x_1$,
$x_{10}x_4x_1$,
$x_{15}x_2x_1$,
$x_{11}x_{12}x_2$,
$x_{14}x_6x_2$,
$x_3x_3x_3$,
$x_9x_5x_3$,
$x_{11}x_7x_3$,
$x_{12}x_{14}x_4$,
$x_{13}x_{11}x_4$,
$x_8x_{13}x_5$,
$x_{12}x_8x_5$,
$x_9x_8x_6$,
$x_{13}x_7x_6$,
$x_{15}x_{15}x_7$,
$x_{10}x_{10}x_9$,
$x_{14}x_{14}x_{14}$\\
   
$T_{191}$&(2)&
$x_1x_1x_1$,
$x_{10}x_3x_1$,
$x_{15}x_2x_1$,
$x_{11}x_4x_2$,
$x_{14}x_{14}x_2$,
$x_{12}x_7x_3$,
$x_{13}x_6x_3$,
$x_7x_{12}x_4$,
$x_{15}x_{13}x_4$,
$x_5x_5x_5$,
$x_7x_8x_5$,
$x_{11}x_9x_5$,
$x_9x_8x_6$,
$x_{11}x_{10}x_6$,
$x_{13}x_{14}x_8$,
$x_{10}x_{15}x_9$,
$x_{12}x_{12}x_{12}$\\