Level: Lib Thy Top: 1 3
Hypotheses:- Alph :

- L : Alph List


- R : Alph List

Alph List 

- EquivRel(Alph List;x,y.x R y)
x,y,z:Alph List. x R y 
(z @ x) R (z @ y)- g : x,y:(Alph List)//(x R y)


l:Alph List. L l 

(g l)
Conclusion:
EquivRel(Alph List;x,y.x Rg y)
Applied Tactic: (BLemma `incl_aux6_quo` ...a)
Generated subgoals:1. EquivRel(Alph List;x,y.x R y)2. EquivRel(x,y:(Alph List)//(x R y);u,v.u Rg v)