2.91/1.24	YES
2.91/1.24	
2.91/1.24	Proof:
2.91/1.24	This system is confluent.
2.91/1.24	By \cite{SMI95}, Corollary 4.7 or 5.3.
2.91/1.24	This system is oriented.
2.91/1.24	This system is of type 3 or smaller.
2.91/1.24	This system is right-stable.
2.91/1.24	This system is properly oriented.
2.91/1.24	This is an overlay system.
2.91/1.24	This system is left-linear.
2.91/1.24	All 2 critical pairs are trivial or infeasible.
2.91/1.24	Overlap: (rule1: f(z, x') -> h(s(z)) <= c(h(z)) = c(a), rule2: f(y', z') -> g(s(y')) <= c(g(y')) = c(a), pos: ε, mgu: {(y',z), (z',x')})
2.91/1.24	CP: g(s(z)) = h(s(z)) <= c(h(z)) = c(a), c(g(z)) = c(a)
2.91/1.24	This critical pair is infeasible.
2.91/1.24	This critical pair is conditional.
2.91/1.24	This critical pair has some non-trivial conditions.
2.91/1.24	Call external tool:
2.91/1.24	./waldmeister
2.91/1.25	Input:
2.91/1.25	  f(x, y) -> g(s(x)) <= c(g(x)) = c(a)
2.91/1.25	  f(x, y) -> h(s(x)) <= c(h(x)) = c(a)
2.91/1.25	  g(s(x)) -> x
2.91/1.25	  h(s(x)) -> x
2.91/1.25	  b -> b
2.91/1.25	
2.91/1.25	By Waldmeister.
2.91/1.25	Overlap: (rule1: f(z, x') -> g(s(z)) <= c(g(z)) = c(a), rule2: f(y', z') -> h(s(y')) <= c(h(y')) = c(a), pos: ε, mgu: {(y',z), (z',x')})
2.91/1.25	CP: h(s(z)) = g(s(z)) <= c(g(z)) = c(a), c(h(z)) = c(a)
2.91/1.25	This critical pair is infeasible.
2.91/1.25	This critical pair is conditional.
2.91/1.25	This critical pair has some non-trivial conditions.
2.91/1.25	Call external tool:
2.91/1.25	./waldmeister
2.91/1.25	Input:
2.91/1.25	  f(x, y) -> g(s(x)) <= c(g(x)) = c(a)
2.91/1.25	  f(x, y) -> h(s(x)) <= c(h(x)) = c(a)
2.91/1.25	  g(s(x)) -> x
2.91/1.25	  h(s(x)) -> x
2.91/1.25	  b -> b
2.91/1.25	
2.91/1.25	By Waldmeister.
2.91/1.25	
3.11/1.61	EOF