0.00/0.64	MAYBE
0.00/0.64	
0.00/0.64	Problem:
0.00/0.64	f(x) -> x <= x = e(), x = e'()
0.00/0.64	g(d(), x, x) -> A()
0.00/0.64	h(x, x) -> g(x, x, f(k()))
0.00/0.64	c() -> e'()
0.00/0.64	a() -> c()
0.00/0.64	a() -> d()
0.00/0.64	b() -> c()
0.00/0.64	b() -> d()
0.00/0.64	c() -> e()
0.00/0.64	c() -> l()
0.00/0.64	k() -> l()
0.00/0.64	k() -> m()
0.00/0.64	d() -> m()
0.00/0.64	
0.00/0.64	Proof:
0.00/0.64	ConCon could not decide confluence of the system.
0.00/0.64	\cite{ALS94}, Theorem 4.1 does not apply.
0.00/0.64	
0.00/0.66	EOF