42.38/11.05 YES 42.38/11.05 42.38/11.05 Problem: 42.38/11.05 a(x1) -> x1 42.38/11.05 a(a(x1)) -> a(b(c(x1))) 42.38/11.05 b(x1) -> x1 42.38/11.05 c(b(x1)) -> b(a(c(x1))) 42.38/11.05 42.38/11.05 Proof: 42.38/11.05 DP Processor: 42.38/11.05 DPs: 42.38/11.05 a#(a(x1)) -> c#(x1) 42.38/11.05 a#(a(x1)) -> b#(c(x1)) 42.38/11.05 a#(a(x1)) -> a#(b(c(x1))) 42.38/11.05 c#(b(x1)) -> c#(x1) 42.38/11.05 c#(b(x1)) -> a#(c(x1)) 42.38/11.05 c#(b(x1)) -> b#(a(c(x1))) 42.38/11.05 TRS: 42.38/11.05 a(x1) -> x1 42.38/11.05 a(a(x1)) -> a(b(c(x1))) 42.38/11.05 b(x1) -> x1 42.38/11.05 c(b(x1)) -> b(a(c(x1))) 42.38/11.05 TDG Processor: 42.38/11.05 DPs: 42.38/11.05 a#(a(x1)) -> c#(x1) 42.38/11.05 a#(a(x1)) -> b#(c(x1)) 42.38/11.05 a#(a(x1)) -> a#(b(c(x1))) 42.38/11.05 c#(b(x1)) -> c#(x1) 42.38/11.05 c#(b(x1)) -> a#(c(x1)) 42.38/11.05 c#(b(x1)) -> b#(a(c(x1))) 42.38/11.05 TRS: 42.38/11.05 a(x1) -> x1 42.38/11.05 a(a(x1)) -> a(b(c(x1))) 42.38/11.05 b(x1) -> x1 42.38/11.05 c(b(x1)) -> b(a(c(x1))) 42.38/11.05 graph: 42.38/11.05 c#(b(x1)) -> c#(x1) -> c#(b(x1)) -> b#(a(c(x1))) 42.38/11.05 c#(b(x1)) -> c#(x1) -> c#(b(x1)) -> a#(c(x1)) 42.38/11.05 c#(b(x1)) -> c#(x1) -> c#(b(x1)) -> c#(x1) 42.38/11.05 c#(b(x1)) -> a#(c(x1)) -> a#(a(x1)) -> a#(b(c(x1))) 42.38/11.05 c#(b(x1)) -> a#(c(x1)) -> a#(a(x1)) -> b#(c(x1)) 42.38/11.05 c#(b(x1)) -> a#(c(x1)) -> a#(a(x1)) -> c#(x1) 42.38/11.05 a#(a(x1)) -> c#(x1) -> c#(b(x1)) -> b#(a(c(x1))) 42.38/11.05 a#(a(x1)) -> c#(x1) -> c#(b(x1)) -> a#(c(x1)) 42.38/11.05 a#(a(x1)) -> c#(x1) -> c#(b(x1)) -> c#(x1) 42.38/11.05 a#(a(x1)) -> a#(b(c(x1))) -> a#(a(x1)) -> a#(b(c(x1))) 42.38/11.05 a#(a(x1)) -> a#(b(c(x1))) -> a#(a(x1)) -> b#(c(x1)) 42.38/11.05 a#(a(x1)) -> a#(b(c(x1))) -> a#(a(x1)) -> c#(x1) 42.38/11.05 SCC Processor: 42.38/11.05 #sccs: 1 42.38/11.05 #rules: 4 42.38/11.05 #arcs: 12/36 42.38/11.05 DPs: 42.38/11.05 c#(b(x1)) -> c#(x1) 42.38/11.05 c#(b(x1)) -> a#(c(x1)) 42.38/11.05 a#(a(x1)) -> c#(x1) 42.38/11.05 a#(a(x1)) -> a#(b(c(x1))) 42.38/11.05 TRS: 42.38/11.05 a(x1) -> x1 42.38/11.05 a(a(x1)) -> a(b(c(x1))) 42.38/11.05 b(x1) -> x1 42.38/11.05 c(b(x1)) -> b(a(c(x1))) 42.38/11.05 Root-Labeling Processor: 42.38/11.05 DPs: 42.38/11.05 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.05 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.05 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.05 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.05 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) 42.38/11.05 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) 42.38/11.05 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) 42.38/11.05 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) 42.38/11.05 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.05 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.05 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.05 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.05 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.38/11.05 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.38/11.05 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.38/11.05 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.38/11.05 TRS: 42.38/11.05 f6(a)(a(f6)(x1)) -> f6(f6)(x1) 42.38/11.05 f6(a)(a(a)(x1)) -> f6(a)(x1) 42.38/11.05 f6(a)(a(b)(x1)) -> f6(b)(x1) 42.38/11.05 f6(a)(a(c)(x1)) -> f6(c)(x1) 42.38/11.05 a(a)(a(f6)(x1)) -> a(f6)(x1) 42.38/11.05 a(a)(a(a)(x1)) -> a(a)(x1) 42.38/11.05 a(a)(a(b)(x1)) -> a(b)(x1) 42.38/11.05 a(a)(a(c)(x1)) -> a(c)(x1) 42.38/11.05 b(a)(a(f6)(x1)) -> b(f6)(x1) 42.38/11.05 b(a)(a(a)(x1)) -> b(a)(x1) 42.38/11.05 b(a)(a(b)(x1)) -> b(b)(x1) 42.38/11.05 b(a)(a(c)(x1)) -> b(c)(x1) 42.38/11.05 c(a)(a(f6)(x1)) -> c(f6)(x1) 42.38/11.05 c(a)(a(a)(x1)) -> c(a)(x1) 42.38/11.05 c(a)(a(b)(x1)) -> c(b)(x1) 42.38/11.05 c(a)(a(c)(x1)) -> c(c)(x1) 42.38/11.05 a(a)(a(f6)(x1)) -> a(b)(b(c)(c(f6)(x1))) 42.38/11.05 a(a)(a(a)(x1)) -> a(b)(b(c)(c(a)(x1))) 42.38/11.05 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.38/11.05 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.38/11.05 f6(b)(b(f6)(x1)) -> f6(f6)(x1) 42.38/11.05 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.38/11.05 f6(b)(b(b)(x1)) -> f6(b)(x1) 42.38/11.05 f6(b)(b(c)(x1)) -> f6(c)(x1) 42.38/11.05 a(b)(b(f6)(x1)) -> a(f6)(x1) 42.38/11.05 a(b)(b(a)(x1)) -> a(a)(x1) 42.38/11.05 a(b)(b(b)(x1)) -> a(b)(x1) 42.38/11.05 a(b)(b(c)(x1)) -> a(c)(x1) 42.38/11.05 b(b)(b(f6)(x1)) -> b(f6)(x1) 42.38/11.05 b(b)(b(a)(x1)) -> b(a)(x1) 42.38/11.05 b(b)(b(b)(x1)) -> b(b)(x1) 42.38/11.05 b(b)(b(c)(x1)) -> b(c)(x1) 42.38/11.05 c(b)(b(f6)(x1)) -> c(f6)(x1) 42.38/11.05 c(b)(b(a)(x1)) -> c(a)(x1) 42.38/11.05 c(b)(b(b)(x1)) -> c(b)(x1) 42.38/11.05 c(b)(b(c)(x1)) -> c(c)(x1) 42.38/11.05 f6(c)(c(b)(b(f6)(x1))) -> f6(b)(b(a)(a(c)(c(f6)(x1)))) 42.38/11.05 f6(c)(c(b)(b(a)(x1))) -> f6(b)(b(a)(a(c)(c(a)(x1)))) 42.38/11.05 f6(c)(c(b)(b(b)(x1))) -> f6(b)(b(a)(a(c)(c(b)(x1)))) 42.38/11.05 f6(c)(c(b)(b(c)(x1))) -> f6(b)(b(a)(a(c)(c(c)(x1)))) 42.38/11.06 a(c)(c(b)(b(f6)(x1))) -> a(b)(b(a)(a(c)(c(f6)(x1)))) 42.38/11.06 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.38/11.06 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.38/11.06 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.38/11.06 b(c)(c(b)(b(f6)(x1))) -> b(b)(b(a)(a(c)(c(f6)(x1)))) 42.38/11.06 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.38/11.06 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.38/11.06 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.38/11.06 c(c)(c(b)(b(f6)(x1))) -> c(b)(b(a)(a(c)(c(f6)(x1)))) 42.38/11.06 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.38/11.06 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.38/11.06 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.38/11.06 TDG Processor: 42.38/11.06 DPs: 42.38/11.06 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.06 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.06 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.06 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.06 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) 42.38/11.06 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) 42.38/11.06 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) 42.38/11.06 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) 42.38/11.06 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.06 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.06 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.06 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.06 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.38/11.06 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.38/11.06 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.38/11.06 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.38/11.06 TRS: 42.38/11.06 f6(a)(a(f6)(x1)) -> f6(f6)(x1) 42.38/11.06 f6(a)(a(a)(x1)) -> f6(a)(x1) 42.38/11.06 f6(a)(a(b)(x1)) -> f6(b)(x1) 42.38/11.06 f6(a)(a(c)(x1)) -> f6(c)(x1) 42.38/11.06 a(a)(a(f6)(x1)) -> a(f6)(x1) 42.38/11.06 a(a)(a(a)(x1)) -> a(a)(x1) 42.38/11.06 a(a)(a(b)(x1)) -> a(b)(x1) 42.38/11.06 a(a)(a(c)(x1)) -> a(c)(x1) 42.38/11.06 b(a)(a(f6)(x1)) -> b(f6)(x1) 42.38/11.06 b(a)(a(a)(x1)) -> b(a)(x1) 42.38/11.06 b(a)(a(b)(x1)) -> b(b)(x1) 42.38/11.06 b(a)(a(c)(x1)) -> b(c)(x1) 42.38/11.06 c(a)(a(f6)(x1)) -> c(f6)(x1) 42.38/11.06 c(a)(a(a)(x1)) -> c(a)(x1) 42.38/11.06 c(a)(a(b)(x1)) -> c(b)(x1) 42.38/11.06 c(a)(a(c)(x1)) -> c(c)(x1) 42.38/11.06 a(a)(a(f6)(x1)) -> a(b)(b(c)(c(f6)(x1))) 42.38/11.06 a(a)(a(a)(x1)) -> a(b)(b(c)(c(a)(x1))) 42.38/11.06 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.38/11.06 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.38/11.06 f6(b)(b(f6)(x1)) -> f6(f6)(x1) 42.38/11.06 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.38/11.06 f6(b)(b(b)(x1)) -> f6(b)(x1) 42.38/11.06 f6(b)(b(c)(x1)) -> f6(c)(x1) 42.38/11.06 a(b)(b(f6)(x1)) -> a(f6)(x1) 42.38/11.06 a(b)(b(a)(x1)) -> a(a)(x1) 42.38/11.06 a(b)(b(b)(x1)) -> a(b)(x1) 42.38/11.06 a(b)(b(c)(x1)) -> a(c)(x1) 42.38/11.06 b(b)(b(f6)(x1)) -> b(f6)(x1) 42.38/11.06 b(b)(b(a)(x1)) -> b(a)(x1) 42.38/11.06 b(b)(b(b)(x1)) -> b(b)(x1) 42.38/11.06 b(b)(b(c)(x1)) -> b(c)(x1) 42.38/11.06 c(b)(b(f6)(x1)) -> c(f6)(x1) 42.38/11.06 c(b)(b(a)(x1)) -> c(a)(x1) 42.38/11.06 c(b)(b(b)(x1)) -> c(b)(x1) 42.38/11.06 c(b)(b(c)(x1)) -> c(c)(x1) 42.38/11.06 f6(c)(c(b)(b(f6)(x1))) -> f6(b)(b(a)(a(c)(c(f6)(x1)))) 42.38/11.06 f6(c)(c(b)(b(a)(x1))) -> f6(b)(b(a)(a(c)(c(a)(x1)))) 42.38/11.06 f6(c)(c(b)(b(b)(x1))) -> f6(b)(b(a)(a(c)(c(b)(x1)))) 42.38/11.06 f6(c)(c(b)(b(c)(x1))) -> f6(b)(b(a)(a(c)(c(c)(x1)))) 42.38/11.06 a(c)(c(b)(b(f6)(x1))) -> a(b)(b(a)(a(c)(c(f6)(x1)))) 42.38/11.06 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.38/11.06 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.38/11.06 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.38/11.06 b(c)(c(b)(b(f6)(x1))) -> b(b)(b(a)(a(c)(c(f6)(x1)))) 42.38/11.06 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.38/11.06 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.38/11.06 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.38/11.06 c(c)(c(b)(b(f6)(x1))) -> c(b)(b(a)(a(c)(c(f6)(x1)))) 42.38/11.06 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.38/11.06 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.38/11.06 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.38/11.06 graph: 42.38/11.06 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) -> 42.38/11.06 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) -> 42.38/11.07 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.07 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.07 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) -> 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.08 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.08 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(a)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) -> 42.38/11.09 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> a{#,(f6)}(f6(c)(c(c)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> a{#,(f6)}(f6(c)(c(b)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> a{#,(f6)}(f6(c)(c(a)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> a{#,(f6)}(f6(c)(c(f6)(x1))) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(c)(x1))) -> c{#,(f6)}(f6(c)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(b)(x1))) -> c{#,(f6)}(f6(b)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) -> 42.38/11.09 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.49/11.11 Polynomial Interpretation Processor: 42.49/11.11 dimension: 1 42.49/11.11 interpretation: 42.49/11.11 [a(c)](x0) = x0, 42.49/11.11 42.49/11.11 [a(b)](x0) = x0, 42.49/11.11 42.49/11.11 [a(a)](x0) = x0 + 1, 42.49/11.11 42.49/11.11 [a(f6)](x0) = x0, 42.49/11.11 42.49/11.11 [c(c)](x0) = x0, 42.49/11.11 42.49/11.11 [c(b)](x0) = x0, 42.49/11.11 42.49/11.11 [c(a)](x0) = x0, 42.49/11.11 42.49/11.11 [c(f6)](x0) = x0, 42.49/11.11 42.49/11.11 [a{#,(f6)}](x0) = x0, 42.49/11.11 42.49/11.11 [f6(c)](x0) = x0, 42.49/11.11 42.49/11.11 [b(c)](x0) = x0 + 1, 42.49/11.11 42.49/11.11 [b(b)](x0) = x0 + 1, 42.49/11.11 42.49/11.11 [f6(a)](x0) = x0 + 1, 42.49/11.11 42.49/11.11 [b(a)](x0) = x0 + 1, 42.49/11.11 42.49/11.11 [f6(f6)](x0) = x0 + 1, 42.49/11.11 42.49/11.11 [b(f6)](x0) = x0 + 1, 42.49/11.11 42.49/11.11 [f6(b)](x0) = x0, 42.49/11.11 42.49/11.11 [c{#,(f6)}](x0) = x0 42.49/11.11 orientation: 42.49/11.11 c{#,(f6)}(f6(b)(b(f6)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f6)}(f6(f6)(x1)) 42.49/11.11 42.49/11.11 c{#,(f6)}(f6(b)(b(a)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f6)}(f6(a)(x1)) 42.49/11.11 42.49/11.11 c{#,(f6)}(f6(b)(b(b)(x1))) = x1 + 1 >= x1 = c{#,(f6)}(f6(b)(x1)) 42.49/11.11 42.49/11.11 c{#,(f6)}(f6(b)(b(c)(x1))) = x1 + 1 >= x1 = c{#,(f6)}(f6(c)(x1)) 42.49/11.11 42.49/11.11 c{#,(f6)}(f6(b)(b(f6)(x1))) = x1 + 1 >= x1 = a{#,(f6)}(f6(c)(c(f6)(x1))) 42.49/11.11 42.49/11.11 c{#,(f6)}(f6(b)(b(a)(x1))) = x1 + 1 >= x1 = a{#,(f6)}(f6(c)(c(a)(x1))) 42.49/11.11 42.49/11.11 c{#,(f6)}(f6(b)(b(b)(x1))) = x1 + 1 >= x1 = a{#,(f6)}(f6(c)(c(b)(x1))) 42.49/11.11 42.49/11.11 c{#,(f6)}(f6(b)(b(c)(x1))) = x1 + 1 >= x1 = a{#,(f6)}(f6(c)(c(c)(x1))) 42.49/11.11 42.49/11.11 a{#,(f6)}(f6(a)(a(f6)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f6)}(f6(f6)(x1)) 42.49/11.11 42.49/11.11 a{#,(f6)}(f6(a)(a(a)(x1))) = x1 + 2 >= x1 + 1 = c{#,(f6)}(f6(a)(x1)) 42.49/11.11 42.49/11.11 a{#,(f6)}(f6(a)(a(b)(x1))) = x1 + 1 >= x1 = c{#,(f6)}(f6(b)(x1)) 42.49/11.11 42.49/11.11 a{#,(f6)}(f6(a)(a(c)(x1))) = x1 + 1 >= x1 = c{#,(f6)}(f6(c)(x1)) 42.49/11.11 42.49/11.11 a{#,(f6)}(f6(a)(a(f6)(x1))) = x1 + 1 >= x1 + 1 = a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.49/11.11 42.49/11.11 a{#,(f6)}(f6(a)(a(a)(x1))) = x1 + 2 >= x1 + 1 = a{#,(f6)}(f6(b)(b(c)(c(a)(x1)))) 42.49/11.11 42.49/11.11 a{#,(f6)}(f6(a)(a(b)(x1))) = x1 + 1 >= x1 + 1 = a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.49/11.11 42.49/11.11 a{#,(f6)}(f6(a)(a(c)(x1))) = x1 + 1 >= x1 + 1 = a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.49/11.11 42.49/11.11 f6(a)(a(f6)(x1)) = x1 + 1 >= x1 + 1 = f6(f6)(x1) 42.49/11.11 42.49/11.11 f6(a)(a(a)(x1)) = x1 + 2 >= x1 + 1 = f6(a)(x1) 42.49/11.11 42.49/11.11 f6(a)(a(b)(x1)) = x1 + 1 >= x1 = f6(b)(x1) 42.49/11.11 42.49/11.11 f6(a)(a(c)(x1)) = x1 + 1 >= x1 = f6(c)(x1) 42.49/11.11 42.49/11.11 a(a)(a(f6)(x1)) = x1 + 1 >= x1 = a(f6)(x1) 42.49/11.11 42.49/11.11 a(a)(a(a)(x1)) = x1 + 2 >= x1 + 1 = a(a)(x1) 42.49/11.11 42.49/11.11 a(a)(a(b)(x1)) = x1 + 1 >= x1 = a(b)(x1) 42.49/11.11 42.49/11.11 a(a)(a(c)(x1)) = x1 + 1 >= x1 = a(c)(x1) 42.49/11.11 42.49/11.11 b(a)(a(f6)(x1)) = x1 + 1 >= x1 + 1 = b(f6)(x1) 42.49/11.11 42.49/11.11 b(a)(a(a)(x1)) = x1 + 2 >= x1 + 1 = b(a)(x1) 42.49/11.11 42.49/11.11 b(a)(a(b)(x1)) = x1 + 1 >= x1 + 1 = b(b)(x1) 42.49/11.11 42.49/11.11 b(a)(a(c)(x1)) = x1 + 1 >= x1 + 1 = b(c)(x1) 42.49/11.11 42.49/11.11 c(a)(a(f6)(x1)) = x1 >= x1 = c(f6)(x1) 42.49/11.11 42.49/11.11 c(a)(a(a)(x1)) = x1 + 1 >= x1 = c(a)(x1) 42.49/11.11 42.49/11.11 c(a)(a(b)(x1)) = x1 >= x1 = c(b)(x1) 42.49/11.11 42.49/11.11 c(a)(a(c)(x1)) = x1 >= x1 = c(c)(x1) 42.49/11.11 42.49/11.11 a(a)(a(f6)(x1)) = x1 + 1 >= x1 + 1 = a(b)(b(c)(c(f6)(x1))) 42.49/11.11 42.49/11.11 a(a)(a(a)(x1)) = x1 + 2 >= x1 + 1 = a(b)(b(c)(c(a)(x1))) 42.49/11.11 42.49/11.11 a(a)(a(b)(x1)) = x1 + 1 >= x1 + 1 = a(b)(b(c)(c(b)(x1))) 42.49/11.11 42.49/11.11 a(a)(a(c)(x1)) = x1 + 1 >= x1 + 1 = a(b)(b(c)(c(c)(x1))) 42.49/11.11 42.49/11.11 f6(b)(b(f6)(x1)) = x1 + 1 >= x1 + 1 = f6(f6)(x1) 42.49/11.11 42.49/11.11 f6(b)(b(a)(x1)) = x1 + 1 >= x1 + 1 = f6(a)(x1) 42.49/11.11 42.49/11.11 f6(b)(b(b)(x1)) = x1 + 1 >= x1 = f6(b)(x1) 42.49/11.11 42.49/11.11 f6(b)(b(c)(x1)) = x1 + 1 >= x1 = f6(c)(x1) 42.49/11.11 42.49/11.11 a(b)(b(f6)(x1)) = x1 + 1 >= x1 = a(f6)(x1) 42.49/11.11 42.49/11.11 a(b)(b(a)(x1)) = x1 + 1 >= x1 + 1 = a(a)(x1) 42.49/11.11 42.49/11.11 a(b)(b(b)(x1)) = x1 + 1 >= x1 = a(b)(x1) 42.49/11.11 42.49/11.11 a(b)(b(c)(x1)) = x1 + 1 >= x1 = a(c)(x1) 42.49/11.11 42.49/11.11 b(b)(b(f6)(x1)) = x1 + 2 >= x1 + 1 = b(f6)(x1) 42.49/11.11 42.49/11.11 b(b)(b(a)(x1)) = x1 + 2 >= x1 + 1 = b(a)(x1) 42.49/11.11 42.49/11.15 b(b)(b(b)(x1)) = x1 + 2 >= x1 + 1 = b(b)(x1) 42.49/11.15 42.49/11.15 b(b)(b(c)(x1)) = x1 + 2 >= x1 + 1 = b(c)(x1) 42.49/11.15 42.49/11.15 c(b)(b(f6)(x1)) = x1 + 1 >= x1 = c(f6)(x1) 42.49/11.15 42.49/11.15 c(b)(b(a)(x1)) = x1 + 1 >= x1 = c(a)(x1) 42.49/11.15 42.49/11.15 c(b)(b(b)(x1)) = x1 + 1 >= x1 = c(b)(x1) 42.49/11.15 42.49/11.15 c(b)(b(c)(x1)) = x1 + 1 >= x1 = c(c)(x1) 42.49/11.15 42.49/11.15 f6(c)(c(b)(b(f6)(x1))) = x1 + 1 >= x1 + 1 = f6(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.15 42.49/11.15 f6(c)(c(b)(b(a)(x1))) = x1 + 1 >= x1 + 1 = f6(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.15 42.49/11.15 f6(c)(c(b)(b(b)(x1))) = x1 + 1 >= x1 + 1 = f6(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.15 42.49/11.15 f6(c)(c(b)(b(c)(x1))) = x1 + 1 >= x1 + 1 = f6(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.15 42.49/11.15 a(c)(c(b)(b(f6)(x1))) = x1 + 1 >= x1 + 1 = a(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.15 42.49/11.15 a(c)(c(b)(b(a)(x1))) = x1 + 1 >= x1 + 1 = a(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.15 42.49/11.15 a(c)(c(b)(b(b)(x1))) = x1 + 1 >= x1 + 1 = a(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.15 42.49/11.15 a(c)(c(b)(b(c)(x1))) = x1 + 1 >= x1 + 1 = a(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.15 42.49/11.15 b(c)(c(b)(b(f6)(x1))) = x1 + 2 >= x1 + 2 = b(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.15 42.49/11.15 b(c)(c(b)(b(a)(x1))) = x1 + 2 >= x1 + 2 = b(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.15 42.49/11.15 b(c)(c(b)(b(b)(x1))) = x1 + 2 >= x1 + 2 = b(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.15 42.49/11.15 b(c)(c(b)(b(c)(x1))) = x1 + 2 >= x1 + 2 = b(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.15 42.49/11.15 c(c)(c(b)(b(f6)(x1))) = x1 + 1 >= x1 + 1 = c(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.15 42.49/11.15 c(c)(c(b)(b(a)(x1))) = x1 + 1 >= x1 + 1 = c(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.15 42.49/11.15 c(c)(c(b)(b(b)(x1))) = x1 + 1 >= x1 + 1 = c(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.15 42.49/11.15 c(c)(c(b)(b(c)(x1))) = x1 + 1 >= x1 + 1 = c(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.15 problem: 42.49/11.15 DPs: 42.49/11.15 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.49/11.15 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.49/11.15 a{#,(f6)}(f6(a)(a(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.49/11.15 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.49/11.15 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.49/11.15 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.49/11.15 TRS: 42.49/11.15 f6(a)(a(f6)(x1)) -> f6(f6)(x1) 42.49/11.15 b(a)(a(f6)(x1)) -> b(f6)(x1) 42.49/11.15 b(a)(a(b)(x1)) -> b(b)(x1) 42.49/11.15 b(a)(a(c)(x1)) -> b(c)(x1) 42.49/11.15 c(a)(a(f6)(x1)) -> c(f6)(x1) 42.49/11.15 c(a)(a(b)(x1)) -> c(b)(x1) 42.49/11.15 c(a)(a(c)(x1)) -> c(c)(x1) 42.49/11.15 a(a)(a(f6)(x1)) -> a(b)(b(c)(c(f6)(x1))) 42.49/11.15 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.49/11.15 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.49/11.15 f6(b)(b(f6)(x1)) -> f6(f6)(x1) 42.49/11.15 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.49/11.15 a(b)(b(a)(x1)) -> a(a)(x1) 42.49/11.15 f6(c)(c(b)(b(f6)(x1))) -> f6(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.15 f6(c)(c(b)(b(a)(x1))) -> f6(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.15 f6(c)(c(b)(b(b)(x1))) -> f6(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.15 f6(c)(c(b)(b(c)(x1))) -> f6(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.15 a(c)(c(b)(b(f6)(x1))) -> a(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.15 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.15 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.15 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.15 b(c)(c(b)(b(f6)(x1))) -> b(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.15 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.15 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.15 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.15 c(c)(c(b)(b(f6)(x1))) -> c(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.15 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.15 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.15 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.15 SCC Processor: 42.49/11.15 #sccs: 2 42.49/11.15 #rules: 5 42.49/11.15 #arcs: 128/36 42.49/11.15 DPs: 42.49/11.15 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.49/11.15 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.49/11.15 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.49/11.15 TRS: 42.49/11.15 f6(a)(a(f6)(x1)) -> f6(f6)(x1) 42.49/11.15 b(a)(a(f6)(x1)) -> b(f6)(x1) 42.49/11.15 b(a)(a(b)(x1)) -> b(b)(x1) 42.49/11.16 b(a)(a(c)(x1)) -> b(c)(x1) 42.49/11.16 c(a)(a(f6)(x1)) -> c(f6)(x1) 42.49/11.16 c(a)(a(b)(x1)) -> c(b)(x1) 42.49/11.16 c(a)(a(c)(x1)) -> c(c)(x1) 42.49/11.16 a(a)(a(f6)(x1)) -> a(b)(b(c)(c(f6)(x1))) 42.49/11.16 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.49/11.16 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.49/11.16 f6(b)(b(f6)(x1)) -> f6(f6)(x1) 42.49/11.16 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.49/11.16 a(b)(b(a)(x1)) -> a(a)(x1) 42.49/11.16 f6(c)(c(b)(b(f6)(x1))) -> f6(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.16 f6(c)(c(b)(b(a)(x1))) -> f6(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.16 f6(c)(c(b)(b(b)(x1))) -> f6(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.16 f6(c)(c(b)(b(c)(x1))) -> f6(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.16 a(c)(c(b)(b(f6)(x1))) -> a(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.16 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.16 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.16 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.16 b(c)(c(b)(b(f6)(x1))) -> b(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.16 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.16 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.16 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.16 c(c)(c(b)(b(f6)(x1))) -> c(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.16 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.16 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.16 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.16 Usable Rule Processor: 42.49/11.16 DPs: 42.49/11.16 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.49/11.16 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.49/11.16 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.49/11.16 TRS: 42.49/11.16 c(c)(c(b)(b(f6)(x1))) -> c(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.16 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.16 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.16 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.16 b(a)(a(c)(x1)) -> b(c)(x1) 42.49/11.16 b(c)(c(b)(b(f6)(x1))) -> b(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.16 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.16 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.16 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.16 c(a)(a(f6)(x1)) -> c(f6)(x1) 42.49/11.16 c(a)(a(b)(x1)) -> c(b)(x1) 42.49/11.16 c(a)(a(c)(x1)) -> c(c)(x1) 42.49/11.16 a(c)(c(b)(b(f6)(x1))) -> a(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.16 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.16 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.16 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.16 a(b)(b(a)(x1)) -> a(a)(x1) 42.49/11.16 a(a)(a(f6)(x1)) -> a(b)(b(c)(c(f6)(x1))) 42.49/11.16 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.49/11.16 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.49/11.16 b(a)(a(f6)(x1)) -> b(f6)(x1) 42.49/11.16 b(a)(a(b)(x1)) -> b(b)(x1) 42.49/11.16 f6(b)(b(f6)(x1)) -> f6(f6)(x1) 42.49/11.16 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.49/11.16 f6(a)(a(f6)(x1)) -> f6(f6)(x1) 42.49/11.16 Polynomial Interpretation Processor: 42.49/11.16 dimension: 1 42.49/11.16 interpretation: 42.49/11.16 [a(c)](x0) = x0, 42.49/11.16 42.49/11.16 [a(b)](x0) = x0, 42.49/11.16 42.49/11.16 [a(a)](x0) = x0 + 1, 42.49/11.16 42.49/11.16 [a(f6)](x0) = x0, 42.49/11.16 42.49/11.16 [c(c)](x0) = x0, 42.49/11.16 42.49/11.16 [c(b)](x0) = x0, 42.49/11.16 42.49/11.16 [c(a)](x0) = x0, 42.49/11.16 42.49/11.16 [c(f6)](x0) = x0, 42.49/11.16 42.49/11.16 [a{#,(f6)}](x0) = x0 + 1, 42.49/11.16 42.49/11.16 [b(c)](x0) = x0 + 1, 42.49/11.16 42.49/11.16 [b(b)](x0) = x0 + 1, 42.49/11.16 42.49/11.16 [f6(a)](x0) = x0 + 1, 42.49/11.16 42.49/11.16 [b(a)](x0) = x0 + 1, 42.49/11.16 42.49/11.16 [f6(f6)](x0) = x0, 42.49/11.16 42.49/11.16 [b(f6)](x0) = x0 + 1, 42.49/11.16 42.49/11.16 [f6(b)](x0) = x0 42.49/11.16 orientation: 42.49/11.16 a{#,(f6)}(f6(a)(a(c)(x1))) = x1 + 2 >= x1 + 2 = a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.49/11.16 42.49/11.16 a{#,(f6)}(f6(a)(a(f6)(x1))) = x1 + 2 >= x1 + 2 = a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.49/11.16 42.49/11.16 a{#,(f6)}(f6(a)(a(b)(x1))) = x1 + 2 >= x1 + 2 = a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.49/11.16 42.49/11.16 c(c)(c(b)(b(f6)(x1))) = x1 + 1 >= x1 + 1 = c(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.19 42.49/11.19 c(c)(c(b)(b(a)(x1))) = x1 + 1 >= x1 + 1 = c(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.19 42.49/11.19 c(c)(c(b)(b(b)(x1))) = x1 + 1 >= x1 + 1 = c(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.19 42.49/11.19 c(c)(c(b)(b(c)(x1))) = x1 + 1 >= x1 + 1 = c(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.19 42.49/11.19 b(a)(a(c)(x1)) = x1 + 1 >= x1 + 1 = b(c)(x1) 42.49/11.19 42.49/11.19 b(c)(c(b)(b(f6)(x1))) = x1 + 2 >= x1 + 2 = b(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.19 42.49/11.19 b(c)(c(b)(b(a)(x1))) = x1 + 2 >= x1 + 2 = b(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.19 42.49/11.19 b(c)(c(b)(b(b)(x1))) = x1 + 2 >= x1 + 2 = b(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.19 42.49/11.19 b(c)(c(b)(b(c)(x1))) = x1 + 2 >= x1 + 2 = b(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.19 42.49/11.19 c(a)(a(f6)(x1)) = x1 >= x1 = c(f6)(x1) 42.49/11.19 42.49/11.19 c(a)(a(b)(x1)) = x1 >= x1 = c(b)(x1) 42.49/11.19 42.49/11.19 c(a)(a(c)(x1)) = x1 >= x1 = c(c)(x1) 42.49/11.19 42.49/11.19 a(c)(c(b)(b(f6)(x1))) = x1 + 1 >= x1 + 1 = a(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.19 42.49/11.19 a(c)(c(b)(b(a)(x1))) = x1 + 1 >= x1 + 1 = a(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.19 42.49/11.19 a(c)(c(b)(b(b)(x1))) = x1 + 1 >= x1 + 1 = a(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.19 42.49/11.19 a(c)(c(b)(b(c)(x1))) = x1 + 1 >= x1 + 1 = a(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.19 42.49/11.19 a(b)(b(a)(x1)) = x1 + 1 >= x1 + 1 = a(a)(x1) 42.49/11.19 42.49/11.19 a(a)(a(f6)(x1)) = x1 + 1 >= x1 + 1 = a(b)(b(c)(c(f6)(x1))) 42.49/11.19 42.49/11.19 a(a)(a(b)(x1)) = x1 + 1 >= x1 + 1 = a(b)(b(c)(c(b)(x1))) 42.49/11.19 42.49/11.19 a(a)(a(c)(x1)) = x1 + 1 >= x1 + 1 = a(b)(b(c)(c(c)(x1))) 42.49/11.19 42.49/11.19 b(a)(a(f6)(x1)) = x1 + 1 >= x1 + 1 = b(f6)(x1) 42.49/11.19 42.49/11.19 b(a)(a(b)(x1)) = x1 + 1 >= x1 + 1 = b(b)(x1) 42.49/11.19 42.49/11.19 f6(b)(b(f6)(x1)) = x1 + 1 >= x1 = f6(f6)(x1) 42.49/11.19 42.49/11.19 f6(b)(b(a)(x1)) = x1 + 1 >= x1 + 1 = f6(a)(x1) 42.49/11.19 42.49/11.19 f6(a)(a(f6)(x1)) = x1 + 1 >= x1 = f6(f6)(x1) 42.49/11.19 problem: 42.49/11.19 DPs: 42.49/11.19 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.49/11.19 a{#,(f6)}(f6(a)(a(f6)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.49/11.19 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.49/11.19 TRS: 42.49/11.19 c(c)(c(b)(b(f6)(x1))) -> c(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.19 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.19 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.19 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.19 b(a)(a(c)(x1)) -> b(c)(x1) 42.49/11.19 b(c)(c(b)(b(f6)(x1))) -> b(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.19 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.19 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.19 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.19 c(a)(a(f6)(x1)) -> c(f6)(x1) 42.49/11.19 c(a)(a(b)(x1)) -> c(b)(x1) 42.49/11.19 c(a)(a(c)(x1)) -> c(c)(x1) 42.49/11.19 a(c)(c(b)(b(f6)(x1))) -> a(b)(b(a)(a(c)(c(f6)(x1)))) 42.49/11.19 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.49/11.19 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.49/11.19 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.49/11.19 a(b)(b(a)(x1)) -> a(a)(x1) 42.49/11.19 a(a)(a(f6)(x1)) -> a(b)(b(c)(c(f6)(x1))) 42.49/11.19 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.49/11.19 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.49/11.19 b(a)(a(f6)(x1)) -> b(f6)(x1) 42.49/11.19 b(a)(a(b)(x1)) -> b(b)(x1) 42.49/11.19 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.49/11.19 Polynomial Interpretation Processor: 42.49/11.19 dimension: 1 42.49/11.19 interpretation: 42.49/11.19 [a(c)](x0) = x0, 42.49/11.19 42.49/11.19 [a(b)](x0) = x0, 42.49/11.19 42.49/11.19 [a(a)](x0) = x0, 42.49/11.19 42.49/11.19 [a(f6)](x0) = x0 + 1, 42.49/11.19 42.49/11.19 [c(c)](x0) = x0, 42.49/11.19 42.49/11.19 [c(b)](x0) = x0, 42.49/11.19 42.49/11.19 [c(a)](x0) = x0, 42.49/11.19 42.49/11.19 [c(f6)](x0) = x0, 42.49/11.19 42.49/11.19 [a{#,(f6)}](x0) = x0, 42.49/11.19 42.49/11.19 [b(c)](x0) = x0, 42.49/11.19 42.49/11.19 [b(b)](x0) = x0, 42.49/11.19 42.49/11.19 [f6(a)](x0) = x0, 42.49/11.19 42.49/11.19 [b(a)](x0) = x0, 42.58/11.22 42.58/11.22 [b(f6)](x0) = x0 + 1, 42.58/11.22 42.58/11.22 [f6(b)](x0) = x0 42.58/11.22 orientation: 42.58/11.22 a{#,(f6)}(f6(a)(a(c)(x1))) = x1 >= x1 = a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.58/11.22 42.58/11.22 a{#,(f6)}(f6(a)(a(f6)(x1))) = x1 + 1 >= x1 = a{#,(f6)}(f6(b)(b(c)(c(f6)(x1)))) 42.58/11.22 42.58/11.22 a{#,(f6)}(f6(a)(a(b)(x1))) = x1 >= x1 = a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.58/11.22 42.58/11.22 c(c)(c(b)(b(f6)(x1))) = x1 + 1 >= x1 = c(b)(b(a)(a(c)(c(f6)(x1)))) 42.58/11.22 42.58/11.22 c(c)(c(b)(b(a)(x1))) = x1 >= x1 = c(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.22 42.58/11.22 c(c)(c(b)(b(b)(x1))) = x1 >= x1 = c(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.22 42.58/11.22 c(c)(c(b)(b(c)(x1))) = x1 >= x1 = c(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.22 42.58/11.22 b(a)(a(c)(x1)) = x1 >= x1 = b(c)(x1) 42.58/11.22 42.58/11.22 b(c)(c(b)(b(f6)(x1))) = x1 + 1 >= x1 = b(b)(b(a)(a(c)(c(f6)(x1)))) 42.58/11.22 42.58/11.22 b(c)(c(b)(b(a)(x1))) = x1 >= x1 = b(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.22 42.58/11.22 b(c)(c(b)(b(b)(x1))) = x1 >= x1 = b(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.22 42.58/11.22 b(c)(c(b)(b(c)(x1))) = x1 >= x1 = b(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.22 42.58/11.22 c(a)(a(f6)(x1)) = x1 + 1 >= x1 = c(f6)(x1) 42.58/11.22 42.58/11.22 c(a)(a(b)(x1)) = x1 >= x1 = c(b)(x1) 42.58/11.22 42.58/11.22 c(a)(a(c)(x1)) = x1 >= x1 = c(c)(x1) 42.58/11.22 42.58/11.22 a(c)(c(b)(b(f6)(x1))) = x1 + 1 >= x1 = a(b)(b(a)(a(c)(c(f6)(x1)))) 42.58/11.22 42.58/11.22 a(c)(c(b)(b(a)(x1))) = x1 >= x1 = a(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.22 42.58/11.22 a(c)(c(b)(b(b)(x1))) = x1 >= x1 = a(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.22 42.58/11.22 a(c)(c(b)(b(c)(x1))) = x1 >= x1 = a(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.22 42.58/11.22 a(b)(b(a)(x1)) = x1 >= x1 = a(a)(x1) 42.58/11.22 42.58/11.22 a(a)(a(f6)(x1)) = x1 + 1 >= x1 = a(b)(b(c)(c(f6)(x1))) 42.58/11.22 42.58/11.22 a(a)(a(b)(x1)) = x1 >= x1 = a(b)(b(c)(c(b)(x1))) 42.58/11.22 42.58/11.22 a(a)(a(c)(x1)) = x1 >= x1 = a(b)(b(c)(c(c)(x1))) 42.58/11.22 42.58/11.22 b(a)(a(f6)(x1)) = x1 + 1 >= x1 + 1 = b(f6)(x1) 42.58/11.22 42.58/11.22 b(a)(a(b)(x1)) = x1 >= x1 = b(b)(x1) 42.58/11.22 42.58/11.22 f6(b)(b(a)(x1)) = x1 >= x1 = f6(a)(x1) 42.58/11.22 problem: 42.58/11.22 DPs: 42.58/11.22 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.58/11.22 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.58/11.22 TRS: 42.58/11.22 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.22 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.22 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.22 b(a)(a(c)(x1)) -> b(c)(x1) 42.58/11.22 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.22 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.22 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.22 c(a)(a(b)(x1)) -> c(b)(x1) 42.58/11.22 c(a)(a(c)(x1)) -> c(c)(x1) 42.58/11.22 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.22 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.22 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.22 a(b)(b(a)(x1)) -> a(a)(x1) 42.58/11.22 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.58/11.22 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.58/11.22 b(a)(a(f6)(x1)) -> b(f6)(x1) 42.58/11.22 b(a)(a(b)(x1)) -> b(b)(x1) 42.58/11.22 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.58/11.22 Polynomial Interpretation Processor: 42.58/11.22 dimension: 1 42.58/11.22 interpretation: 42.58/11.22 [a(c)](x0) = x0, 42.58/11.22 42.58/11.22 [a(b)](x0) = x0, 42.58/11.22 42.58/11.22 [a(a)](x0) = x0, 42.58/11.22 42.58/11.22 [a(f6)](x0) = x0 + 1, 42.58/11.22 42.58/11.22 [c(c)](x0) = x0, 42.58/11.22 42.58/11.22 [c(b)](x0) = x0, 42.58/11.22 42.58/11.22 [c(a)](x0) = x0, 42.58/11.22 42.58/11.22 [a{#,(f6)}](x0) = x0, 42.58/11.22 42.58/11.22 [b(c)](x0) = x0, 42.58/11.22 42.58/11.22 [b(b)](x0) = x0, 42.58/11.22 42.58/11.22 [f6(a)](x0) = x0, 42.58/11.22 42.58/11.22 [b(a)](x0) = x0, 42.58/11.22 42.58/11.22 [b(f6)](x0) = x0, 42.58/11.22 42.58/11.22 [f6(b)](x0) = x0 42.58/11.25 orientation: 42.58/11.25 a{#,(f6)}(f6(a)(a(c)(x1))) = x1 >= x1 = a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.58/11.25 42.58/11.25 a{#,(f6)}(f6(a)(a(b)(x1))) = x1 >= x1 = a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.58/11.25 42.58/11.25 c(c)(c(b)(b(a)(x1))) = x1 >= x1 = c(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.25 42.58/11.25 c(c)(c(b)(b(b)(x1))) = x1 >= x1 = c(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.25 42.58/11.25 c(c)(c(b)(b(c)(x1))) = x1 >= x1 = c(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.25 42.58/11.25 b(a)(a(c)(x1)) = x1 >= x1 = b(c)(x1) 42.58/11.25 42.58/11.25 b(c)(c(b)(b(a)(x1))) = x1 >= x1 = b(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.25 42.58/11.25 b(c)(c(b)(b(b)(x1))) = x1 >= x1 = b(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.25 42.58/11.25 b(c)(c(b)(b(c)(x1))) = x1 >= x1 = b(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.25 42.58/11.25 c(a)(a(b)(x1)) = x1 >= x1 = c(b)(x1) 42.58/11.25 42.58/11.25 c(a)(a(c)(x1)) = x1 >= x1 = c(c)(x1) 42.58/11.25 42.58/11.25 a(c)(c(b)(b(a)(x1))) = x1 >= x1 = a(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.25 42.58/11.25 a(c)(c(b)(b(b)(x1))) = x1 >= x1 = a(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.25 42.58/11.25 a(c)(c(b)(b(c)(x1))) = x1 >= x1 = a(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.25 42.58/11.25 a(b)(b(a)(x1)) = x1 >= x1 = a(a)(x1) 42.58/11.25 42.58/11.25 a(a)(a(b)(x1)) = x1 >= x1 = a(b)(b(c)(c(b)(x1))) 42.58/11.25 42.58/11.25 a(a)(a(c)(x1)) = x1 >= x1 = a(b)(b(c)(c(c)(x1))) 42.58/11.25 42.58/11.25 b(a)(a(f6)(x1)) = x1 + 1 >= x1 = b(f6)(x1) 42.58/11.25 42.58/11.25 b(a)(a(b)(x1)) = x1 >= x1 = b(b)(x1) 42.58/11.25 42.58/11.25 f6(b)(b(a)(x1)) = x1 >= x1 = f6(a)(x1) 42.58/11.25 problem: 42.58/11.25 DPs: 42.58/11.25 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.58/11.25 a{#,(f6)}(f6(a)(a(b)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.58/11.25 TRS: 42.58/11.25 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.25 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.25 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.25 b(a)(a(c)(x1)) -> b(c)(x1) 42.58/11.25 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.25 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.25 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.25 c(a)(a(b)(x1)) -> c(b)(x1) 42.58/11.25 c(a)(a(c)(x1)) -> c(c)(x1) 42.58/11.25 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.25 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.25 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.25 a(b)(b(a)(x1)) -> a(a)(x1) 42.58/11.25 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.58/11.25 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.58/11.25 b(a)(a(b)(x1)) -> b(b)(x1) 42.58/11.25 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.58/11.25 Polynomial Interpretation Processor: 42.58/11.25 dimension: 1 42.58/11.25 usable rules: 42.58/11.25 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.25 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.25 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.25 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.58/11.25 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.58/11.25 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.58/11.25 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.58/11.25 interpretation: 42.58/11.25 [a(c)](x0) = 0, 42.58/11.25 42.58/11.25 [a(b)](x0) = 0, 42.58/11.25 42.58/11.25 [a(a)](x0) = 0, 42.58/11.25 42.58/11.25 [c(c)](x0) = 1, 42.58/11.25 42.58/11.25 [c(b)](x0) = 0, 42.58/11.25 42.58/11.25 [c(a)](x0) = 0, 42.58/11.25 42.58/11.25 [a{#,(f6)}](x0) = x0, 42.58/11.25 42.58/11.25 [b(c)](x0) = x0, 42.58/11.25 42.58/11.25 [b(b)](x0) = 0, 42.58/11.25 42.58/11.25 [f6(a)](x0) = 1, 42.58/11.25 42.58/11.25 [b(a)](x0) = x0 + 1, 42.58/11.25 42.58/11.25 [f6(b)](x0) = x0 42.58/11.25 orientation: 42.58/11.25 a{#,(f6)}(f6(a)(a(c)(x1))) = 1 >= 1 = a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.58/11.25 42.58/11.25 a{#,(f6)}(f6(a)(a(b)(x1))) = 1 >= 0 = a{#,(f6)}(f6(b)(b(c)(c(b)(x1)))) 42.58/11.25 42.66/11.28 c(c)(c(b)(b(a)(x1))) = 1 >= 0 = c(b)(b(a)(a(c)(c(a)(x1)))) 42.66/11.28 42.66/11.28 c(c)(c(b)(b(b)(x1))) = 1 >= 0 = c(b)(b(a)(a(c)(c(b)(x1)))) 42.66/11.28 42.66/11.28 c(c)(c(b)(b(c)(x1))) = 1 >= 0 = c(b)(b(a)(a(c)(c(c)(x1)))) 42.66/11.28 42.66/11.28 b(a)(a(c)(x1)) = 1 >= x1 = b(c)(x1) 42.66/11.28 42.66/11.28 b(c)(c(b)(b(a)(x1))) = 0 >= 0 = b(b)(b(a)(a(c)(c(a)(x1)))) 42.66/11.28 42.66/11.28 b(c)(c(b)(b(b)(x1))) = 0 >= 0 = b(b)(b(a)(a(c)(c(b)(x1)))) 42.66/11.28 42.66/11.28 b(c)(c(b)(b(c)(x1))) = 0 >= 0 = b(b)(b(a)(a(c)(c(c)(x1)))) 42.66/11.28 42.66/11.28 c(a)(a(b)(x1)) = 0 >= 0 = c(b)(x1) 42.66/11.28 42.66/11.28 c(a)(a(c)(x1)) = 0 >= 1 = c(c)(x1) 42.66/11.28 42.66/11.28 a(c)(c(b)(b(a)(x1))) = 0 >= 0 = a(b)(b(a)(a(c)(c(a)(x1)))) 42.66/11.28 42.66/11.28 a(c)(c(b)(b(b)(x1))) = 0 >= 0 = a(b)(b(a)(a(c)(c(b)(x1)))) 42.66/11.28 42.66/11.28 a(c)(c(b)(b(c)(x1))) = 0 >= 0 = a(b)(b(a)(a(c)(c(c)(x1)))) 42.66/11.28 42.66/11.28 a(b)(b(a)(x1)) = 0 >= 0 = a(a)(x1) 42.66/11.28 42.66/11.28 a(a)(a(b)(x1)) = 0 >= 0 = a(b)(b(c)(c(b)(x1))) 42.66/11.28 42.66/11.28 a(a)(a(c)(x1)) = 0 >= 0 = a(b)(b(c)(c(c)(x1))) 42.66/11.28 42.66/11.28 b(a)(a(b)(x1)) = 1 >= 0 = b(b)(x1) 42.66/11.28 42.66/11.28 f6(b)(b(a)(x1)) = x1 + 1 >= 1 = f6(a)(x1) 42.66/11.28 problem: 42.66/11.28 DPs: 42.66/11.28 a{#,(f6)}(f6(a)(a(c)(x1))) -> a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.66/11.28 TRS: 42.66/11.28 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.66/11.28 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.66/11.28 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.66/11.28 b(a)(a(c)(x1)) -> b(c)(x1) 42.66/11.28 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.66/11.28 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.66/11.28 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.66/11.28 c(a)(a(b)(x1)) -> c(b)(x1) 42.66/11.28 c(a)(a(c)(x1)) -> c(c)(x1) 42.66/11.28 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.66/11.28 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.66/11.28 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.66/11.28 a(b)(b(a)(x1)) -> a(a)(x1) 42.66/11.28 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.66/11.28 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.66/11.28 b(a)(a(b)(x1)) -> b(b)(x1) 42.66/11.28 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.66/11.28 Polynomial Interpretation Processor: 42.66/11.28 dimension: 1 42.66/11.28 usable rules: 42.66/11.28 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.66/11.28 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.66/11.28 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.66/11.28 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.66/11.28 interpretation: 42.66/11.28 [a(c)](x0) = 0, 42.66/11.28 42.66/11.28 [a(b)](x0) = 0, 42.66/11.28 42.66/11.28 [a(a)](x0) = 0, 42.66/11.28 42.66/11.28 [c(c)](x0) = x0 + 1, 42.66/11.28 42.66/11.28 [c(b)](x0) = x0 + 1, 42.66/11.28 42.66/11.28 [c(a)](x0) = 0, 42.66/11.28 42.66/11.28 [a{#,(f6)}](x0) = x0, 42.66/11.28 42.66/11.28 [b(c)](x0) = 0, 42.66/11.28 42.66/11.28 [b(b)](x0) = 0, 42.66/11.28 42.66/11.28 [f6(a)](x0) = 1, 42.66/11.28 42.66/11.28 [b(a)](x0) = 1, 42.66/11.28 42.66/11.28 [f6(b)](x0) = x0 42.66/11.28 orientation: 42.66/11.28 a{#,(f6)}(f6(a)(a(c)(x1))) = 1 >= 0 = a{#,(f6)}(f6(b)(b(c)(c(c)(x1)))) 42.66/11.28 42.66/11.28 c(c)(c(b)(b(a)(x1))) = 3 >= 2 = c(b)(b(a)(a(c)(c(a)(x1)))) 42.66/11.28 42.66/11.28 c(c)(c(b)(b(b)(x1))) = 2 >= 2 = c(b)(b(a)(a(c)(c(b)(x1)))) 42.66/11.28 42.66/11.28 c(c)(c(b)(b(c)(x1))) = 2 >= 2 = c(b)(b(a)(a(c)(c(c)(x1)))) 42.66/11.28 42.66/11.28 b(a)(a(c)(x1)) = 1 >= 0 = b(c)(x1) 42.66/11.28 42.66/11.28 b(c)(c(b)(b(a)(x1))) = 0 >= 0 = b(b)(b(a)(a(c)(c(a)(x1)))) 42.66/11.28 42.66/11.28 b(c)(c(b)(b(b)(x1))) = 0 >= 0 = b(b)(b(a)(a(c)(c(b)(x1)))) 42.66/11.28 42.66/11.28 b(c)(c(b)(b(c)(x1))) = 0 >= 0 = b(b)(b(a)(a(c)(c(c)(x1)))) 42.66/11.28 42.66/11.28 c(a)(a(b)(x1)) = 0 >= x1 + 1 = c(b)(x1) 42.67/11.29 42.67/11.29 c(a)(a(c)(x1)) = 0 >= x1 + 1 = c(c)(x1) 42.67/11.29 42.67/11.29 a(c)(c(b)(b(a)(x1))) = 0 >= 0 = a(b)(b(a)(a(c)(c(a)(x1)))) 42.67/11.29 42.67/11.29 a(c)(c(b)(b(b)(x1))) = 0 >= 0 = a(b)(b(a)(a(c)(c(b)(x1)))) 42.67/11.29 42.67/11.29 a(c)(c(b)(b(c)(x1))) = 0 >= 0 = a(b)(b(a)(a(c)(c(c)(x1)))) 42.67/11.29 42.67/11.29 a(b)(b(a)(x1)) = 0 >= 0 = a(a)(x1) 42.67/11.29 42.67/11.29 a(a)(a(b)(x1)) = 0 >= 0 = a(b)(b(c)(c(b)(x1))) 42.67/11.29 42.67/11.29 a(a)(a(c)(x1)) = 0 >= 0 = a(b)(b(c)(c(c)(x1))) 42.67/11.29 42.67/11.29 b(a)(a(b)(x1)) = 1 >= 0 = b(b)(x1) 42.67/11.29 42.67/11.29 f6(b)(b(a)(x1)) = 1 >= 1 = f6(a)(x1) 42.67/11.29 problem: 42.67/11.29 DPs: 42.67/11.29 42.67/11.29 TRS: 42.67/11.29 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.67/11.29 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.67/11.29 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.67/11.29 b(a)(a(c)(x1)) -> b(c)(x1) 42.67/11.29 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.67/11.29 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.67/11.29 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.67/11.29 c(a)(a(b)(x1)) -> c(b)(x1) 42.67/11.29 c(a)(a(c)(x1)) -> c(c)(x1) 42.67/11.29 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.67/11.29 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.67/11.29 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.67/11.29 a(b)(b(a)(x1)) -> a(a)(x1) 42.67/11.29 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.67/11.29 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.67/11.29 b(a)(a(b)(x1)) -> b(b)(x1) 42.67/11.29 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.67/11.29 Qed 42.67/11.29 42.67/11.29 DPs: 42.67/11.29 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.67/11.29 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.67/11.29 TRS: 42.67/11.29 f6(a)(a(f6)(x1)) -> f6(f6)(x1) 42.67/11.29 b(a)(a(f6)(x1)) -> b(f6)(x1) 42.67/11.29 b(a)(a(b)(x1)) -> b(b)(x1) 42.67/11.29 b(a)(a(c)(x1)) -> b(c)(x1) 42.67/11.29 c(a)(a(f6)(x1)) -> c(f6)(x1) 42.67/11.29 c(a)(a(b)(x1)) -> c(b)(x1) 42.67/11.29 c(a)(a(c)(x1)) -> c(c)(x1) 42.67/11.29 a(a)(a(f6)(x1)) -> a(b)(b(c)(c(f6)(x1))) 42.67/11.29 a(a)(a(b)(x1)) -> a(b)(b(c)(c(b)(x1))) 42.67/11.29 a(a)(a(c)(x1)) -> a(b)(b(c)(c(c)(x1))) 42.67/11.29 f6(b)(b(f6)(x1)) -> f6(f6)(x1) 42.67/11.29 f6(b)(b(a)(x1)) -> f6(a)(x1) 42.67/11.29 a(b)(b(a)(x1)) -> a(a)(x1) 42.67/11.29 f6(c)(c(b)(b(f6)(x1))) -> f6(b)(b(a)(a(c)(c(f6)(x1)))) 42.67/11.29 f6(c)(c(b)(b(a)(x1))) -> f6(b)(b(a)(a(c)(c(a)(x1)))) 42.67/11.29 f6(c)(c(b)(b(b)(x1))) -> f6(b)(b(a)(a(c)(c(b)(x1)))) 42.67/11.29 f6(c)(c(b)(b(c)(x1))) -> f6(b)(b(a)(a(c)(c(c)(x1)))) 42.67/11.29 a(c)(c(b)(b(f6)(x1))) -> a(b)(b(a)(a(c)(c(f6)(x1)))) 42.67/11.29 a(c)(c(b)(b(a)(x1))) -> a(b)(b(a)(a(c)(c(a)(x1)))) 42.67/11.29 a(c)(c(b)(b(b)(x1))) -> a(b)(b(a)(a(c)(c(b)(x1)))) 42.67/11.29 a(c)(c(b)(b(c)(x1))) -> a(b)(b(a)(a(c)(c(c)(x1)))) 42.67/11.29 b(c)(c(b)(b(f6)(x1))) -> b(b)(b(a)(a(c)(c(f6)(x1)))) 42.67/11.29 b(c)(c(b)(b(a)(x1))) -> b(b)(b(a)(a(c)(c(a)(x1)))) 42.67/11.29 b(c)(c(b)(b(b)(x1))) -> b(b)(b(a)(a(c)(c(b)(x1)))) 42.67/11.29 b(c)(c(b)(b(c)(x1))) -> b(b)(b(a)(a(c)(c(c)(x1)))) 42.67/11.29 c(c)(c(b)(b(f6)(x1))) -> c(b)(b(a)(a(c)(c(f6)(x1)))) 42.67/11.29 c(c)(c(b)(b(a)(x1))) -> c(b)(b(a)(a(c)(c(a)(x1)))) 42.67/11.29 c(c)(c(b)(b(b)(x1))) -> c(b)(b(a)(a(c)(c(b)(x1)))) 42.67/11.29 c(c)(c(b)(b(c)(x1))) -> c(b)(b(a)(a(c)(c(c)(x1)))) 42.67/11.29 Usable Rule Processor: 42.67/11.29 DPs: 42.67/11.29 c{#,(f6)}(f6(b)(b(f6)(x1))) -> c{#,(f6)}(f6(f6)(x1)) 42.67/11.29 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.67/11.29 TRS: 42.67/11.29 f6(a)(a(f6)(x1)) -> f6(f6)(x1) 42.67/11.29 Polynomial Interpretation Processor: 42.67/11.29 dimension: 1 42.67/11.29 interpretation: 42.67/11.29 [a(f6)](x0) = x0, 42.67/11.29 42.67/11.29 [f6(a)](x0) = x0 + 1, 42.67/11.29 42.67/11.29 [b(a)](x0) = x0, 42.67/11.29 42.67/11.29 [f6(f6)](x0) = x0 + 1, 42.67/11.29 42.67/11.29 [b(f6)](x0) = x0 + 1, 42.67/11.29 42.67/11.29 [f6(b)](x0) = x0 + 1, 42.67/11.29 42.67/11.29 [c{#,(f6)}](x0) = x0 42.67/11.29 orientation: 42.67/11.30 c{#,(f6)}(f6(b)(b(f6)(x1))) = x1 + 2 >= x1 + 1 = c{#,(f6)}(f6(f6)(x1)) 42.67/11.30 42.67/11.30 c{#,(f6)}(f6(b)(b(a)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f6)}(f6(a)(x1)) 42.67/11.30 42.67/11.30 f6(a)(a(f6)(x1)) = x1 + 1 >= x1 + 1 = f6(f6)(x1) 42.67/11.30 problem: 42.67/11.30 DPs: 42.67/11.30 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.67/11.30 TRS: 42.67/11.30 f6(a)(a(f6)(x1)) -> f6(f6)(x1) 42.67/11.30 Polynomial Interpretation Processor: 42.67/11.30 dimension: 1 42.67/11.30 interpretation: 42.67/11.30 [a(f6)](x0) = x0 + 1, 42.67/11.30 42.67/11.30 [f6(a)](x0) = x0 + 1, 42.67/11.30 42.67/11.30 [b(a)](x0) = x0, 42.67/11.30 42.67/11.30 [f6(f6)](x0) = x0, 42.67/11.30 42.67/11.30 [f6(b)](x0) = x0 + 1, 42.67/11.30 42.67/11.30 [c{#,(f6)}](x0) = x0 42.67/11.30 orientation: 42.67/11.30 c{#,(f6)}(f6(b)(b(a)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f6)}(f6(a)(x1)) 42.67/11.30 42.67/11.30 f6(a)(a(f6)(x1)) = x1 + 2 >= x1 = f6(f6)(x1) 42.67/11.30 problem: 42.67/11.30 DPs: 42.67/11.30 c{#,(f6)}(f6(b)(b(a)(x1))) -> c{#,(f6)}(f6(a)(x1)) 42.67/11.30 TRS: 42.67/11.30 42.67/11.30 Polynomial Interpretation Processor: 42.67/11.30 dimension: 1 42.67/11.30 interpretation: 42.67/11.30 [f6(a)](x0) = x0, 42.67/11.30 42.67/11.30 [b(a)](x0) = x0, 42.67/11.30 42.67/11.30 [f6(b)](x0) = x0 + 1, 42.67/11.30 42.67/11.30 [c{#,(f6)}](x0) = x0 42.67/11.30 orientation: 42.67/11.30 c{#,(f6)}(f6(b)(b(a)(x1))) = x1 + 1 >= x1 = c{#,(f6)}(f6(a)(x1)) 42.67/11.30 problem: 42.67/11.30 DPs: 42.67/11.30 42.67/11.30 TRS: 42.67/11.30 42.67/11.30 Qed 42.67/11.30 EOF