 l.FinalState(Auto)(Result(Auto)l)))l) = l
l.FinalState(Auto)(Result(Auto)l)))l) = l  x,y:Alph*//(x LangOf(Auto)-induced Equiv y)
 x,y:Alph*//(x LangOf(Auto)-induced Equiv y) Auto(l)
 Auto(l) 
 
 FinalState(Auto)(Result(Auto)Result(A(
 FinalState(Auto)(Result(Auto)Result(A( l.FinalState(Auto)(Result(Auto)l)))l)
l.FinalState(Auto)(Result(Auto)l)))l)| 1 |  Auto(l)     FinalState(Auto)(Result(Auto)l) | 
| 2 | 1. Alph: Type{i} 2. St: Type{i} 3. Auto: Automata(Alph;St) 4. l: Alph* 5. EquivRel x,y:Alph*. x LangOf(Auto)-induced Equiv y 6. (Result(A(  l.FinalState(Auto)(Result(Auto)l)))l) = l  x,y:Alph*//(x LangOf(Auto)-induced Equiv y) 7. z: x,y:Alph*//(x LangOf(Auto)-induced Equiv y)  (Auto(l)     FinalState(Auto)(Result(Auto)z))  Prop{1} | 
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