Direct product of SL(2,5) and PSL(3,2)

Definition
This group is defined as the external direct product of the following two groups:


 * 1) The group $$SL(2,5)$$, i.e., special linear group:SL(2,5) (order 120), which is also the double cover of alternating group:A5.
 * 2) The group $$PSL(3,2)$$, i.e., projective special linear group:PSL(3,2) (order 168), which is also the projective special linear group of degree two over field:F7, i.e., the group $$PSL(2,7)$$.