Simplify the following by factoring repeatedly:

 $\displaystyle {92},{795}\cdot{92},{794}-{92},{795}\cdot-{8}-{92},{793}\cdot{92},{791}+{92},{793}\cdot{92},{798}=$

2,4,1,3,5,0=randsfrom("0,1,2,3,4,5",6) where

2!=4 &&

2!=1 &&

3!=5 &&

3!=0 &&

4!=1 &&

5!=0 &&

92,795>-8 &&

92,791>92,798 &&

92,795>92,793 &&

(92,794--8==92,791-92,798)

92802=92,794--8
92791=92,791-92,798

=92,798--8

=