/export/starexec/sandbox/solver/bin/starexec_run_ttt2 /export/starexec/sandbox/benchmark/theBenchmark.xml /export/starexec/sandbox/output/output_files


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failure 'Failure("No result of SMT solver - maybe due to some flag of the solver? or the solver was not found in PATH?")' in subprocess 4766
YES

Problem:
 f(x,y,z) -> g(x,y,z)
 g(0(),1(),x) -> f(x,x,x)
 a() -> b()
 a() -> c()

Proof:
 DP Processor:
  DPs:
   f#(x,y,z) -> g#(x,y,z)
   g#(0(),1(),x) -> f#(x,x,x)
  TRS:
   f(x,y,z) -> g(x,y,z)
   g(0(),1(),x) -> f(x,x,x)
   a() -> b()
   a() -> c()
  TDG Processor:
   DPs:
    f#(x,y,z) -> g#(x,y,z)
    g#(0(),1(),x) -> f#(x,x,x)
   TRS:
    f(x,y,z) -> g(x,y,z)
    g(0(),1(),x) -> f(x,x,x)
    a() -> b()
    a() -> c()
   graph:
    g#(0(),1(),x) -> f#(x,x,x) -> f#(x,y,z) -> g#(x,y,z)
    f#(x,y,z) -> g#(x,y,z) -> g#(0(),1(),x) -> f#(x,x,x)
   Bounds Processor:
    bound: 3
    enrichment: top-dp
    automaton:
     final states: {14,13}
     transitions:
      g{#,1}(12,12,11) -> 13*
      g{#,1}(11,11,11) -> 13*
      g{#,1}(11,12,10) -> 13*
      g{#,1}(11,12,12) -> 13*
      g{#,1}(12,11,12) -> 13*
      g{#,1}(12,11,11) -> 13*
      g{#,1}(12,11,10) -> 13*
      g{#,1}(11,10,10) -> 13*
      g{#,1}(10,10,11) -> 13*
      g{#,1}(11,12,11) -> 13*
      g{#,1}(10,11,11) -> 13*
      g{#,1}(10,12,10) -> 13*
      g{#,1}(12,10,12) -> 13*
      g{#,1}(11,10,12) -> 13*
      g{#,1}(10,11,12) -> 13*
      g{#,1}(11,11,12) -> 13*
      g{#,1}(11,10,11) -> 13*
      g{#,1}(10,10,10) -> 13*
      g{#,1}(11,11,10) -> 13*
      g{#,1}(10,10,12) -> 13*
      g{#,1}(12,12,10) -> 13*
      g{#,1}(10,12,12) -> 13*
      g{#,1}(12,12,12) -> 13*
      g{#,1}(12,10,10) -> 13*
      g{#,1}(10,12,11) -> 13*
      g{#,1}(12,10,11) -> 13*
      g{#,1}(10,11,10) -> 13*
      10() -> 12*
      00() -> 11*
      g{#,0}(12,10,11) -> 14*
      g{#,0}(12,11,10) -> 14*
      g{#,0}(10,12,12) -> 14*
      g{#,0}(12,12,11) -> 14*
      g{#,0}(11,10,10) -> 14*
      g{#,0}(10,12,10) -> 14*
      g{#,0}(10,10,10) -> 14*
      g{#,0}(12,12,12) -> 14*
      g{#,0}(12,11,11) -> 14*
      g{#,0}(11,12,11) -> 14*
      g{#,0}(10,10,12) -> 14*
      g{#,0}(12,10,10) -> 14*
      g{#,0}(10,11,11) -> 14*
      g{#,0}(11,11,12) -> 14*
      g{#,0}(12,11,12) -> 14*
      g{#,0}(11,10,11) -> 14*
      g{#,0}(10,11,10) -> 14*
      g{#,0}(10,12,11) -> 14*
      g{#,0}(11,11,11) -> 14*
      g{#,0}(11,12,12) -> 14*
      g{#,0}(11,10,12) -> 14*
      g{#,0}(10,11,12) -> 14*
      g{#,0}(11,12,10) -> 14*
      g{#,0}(12,10,12) -> 14*
      g{#,0}(10,10,11) -> 14*
      g{#,0}(11,11,10) -> 14*
      g{#,0}(12,12,10) -> 14*
      f{#,0}(12,10,11) -> 13*
      f{#,0}(11,12,12) -> 13*
      f{#,0}(11,12,10) -> 13*
      f{#,0}(10,11,12) -> 13*
      f{#,0}(10,10,12) -> 13*
      f{#,0}(11,11,10) -> 13*
      f{#,0}(11,10,12) -> 13*
      f{#,0}(10,12,11) -> 13*
      f{#,0}(12,11,11) -> 13*
      f{#,0}(12,12,11) -> 13*
      f{#,0}(11,12,11) -> 13*
      f{#,0}(10,12,12) -> 13*
      f{#,0}(10,11,11) -> 13*
      f{#,0}(12,12,10) -> 13*
      f{#,0}(12,10,10) -> 13*
      f{#,0}(11,11,12) -> 13*
      f{#,0}(10,10,10) -> 13*
      f{#,0}(12,11,12) -> 13*
      f{#,0}(12,11,10) -> 13*
      f{#,0}(11,11,11) -> 13*
      f{#,0}(11,10,11) -> 13*
      f{#,0}(10,10,11) -> 13*
      f{#,0}(11,10,10) -> 13*
      f{#,0}(12,12,12) -> 13*
      f{#,0}(10,12,10) -> 13*
      f{#,0}(12,10,12) -> 13*
      f{#,0}(10,11,10) -> 13*
      g0(11,11,12) -> 10*
      g0(10,10,12) -> 10*
      g0(10,10,10) -> 10*
      g0(11,12,12) -> 10*
      g0(10,11,12) -> 10*
      g0(11,11,11) -> 10*
      g0(12,12,11) -> 10*
      g0(10,12,10) -> 10*
      g0(11,12,11) -> 10*
      g0(10,12,12) -> 10*
      g0(11,11,10) -> 10*
      g0(12,10,11) -> 10*
      g0(12,11,12) -> 10*
      g0(12,10,10) -> 10*
      g0(12,12,12) -> 10*
      g0(12,11,10) -> 10*
      g0(10,10,11) -> 10*
      g0(11,10,11) -> 10*
      g0(11,12,10) -> 10*
      g0(12,11,11) -> 10*
      g0(10,12,11) -> 10*
      g0(12,12,10) -> 10*
      g0(12,10,12) -> 10*
      g0(11,10,12) -> 10*
      g0(10,11,10) -> 10*
      g0(11,10,10) -> 10*
      g0(10,11,11) -> 10*
      f{#,2}(11,11,11) -> 13*
      f{#,2}(10,10,10) -> 13*
      f{#,2}(12,12,12) -> 13*
      f0(10,10,12) -> 10*
      f0(11,12,12) -> 10*
      f0(10,11,12) -> 10*
      f0(11,12,10) -> 10*
      f0(12,10,12) -> 10*
      f0(12,12,12) -> 10*
      f0(10,11,10) -> 10*
      f0(12,10,10) -> 10*
      f0(10,11,11) -> 10*
      f0(10,12,11) -> 10*
      f0(11,11,10) -> 10*
      f0(11,10,10) -> 10*
      f0(11,11,12) -> 10*
      f0(12,11,11) -> 10*
      f0(12,11,12) -> 10*
      f0(12,12,11) -> 10*
      f0(12,10,11) -> 10*
      f0(11,10,11) -> 10*
      f0(10,10,11) -> 10*
      f0(12,11,10) -> 10*
      f0(10,10,10) -> 10*
      f0(11,11,11) -> 10*
      f0(11,12,11) -> 10*
      f0(10,12,12) -> 10*
      f0(12,12,10) -> 10*
      f0(11,10,12) -> 10*
      f0(10,12,10) -> 10*
      a0() -> 10*
      g{#,3}(10,10,10) -> 13*
      g{#,3}(12,12,12) -> 13*
      g{#,3}(11,11,11) -> 13*
      b0() -> 10*
      f{#,1}(11,11,11) -> 14*
      f{#,1}(12,12,12) -> 14*
      f{#,1}(10,10,10) -> 14*
      c0() -> 10*
      g{#,2}(10,10,10) -> 14*
      g{#,2}(12,12,12) -> 14*
      g{#,2}(11,11,11) -> 14*
    problem:
     DPs:
      
     TRS:
      f(x,y,z) -> g(x,y,z)
      g(0(),1(),x) -> f(x,x,x)
      a() -> b()
      a() -> c()
    Qed