YES

Problem:
 a(c(x1)) -> c(b(c(c(a(x1)))))
 b(b(b(x1))) -> c(b(x1))
 d(d(x1)) -> d(b(d(b(d(x1)))))
 a(a(x1)) -> a(d(a(x1)))
 a(b(x1)) -> c(c(a(x1)))
 c(c(x1)) -> c(b(c(b(c(x1)))))
 c(c(c(x1))) -> c(b(b(x1)))

Proof:
 DP Processor:
  DPs:
   a#(c(x1)) -> a#(x1)
   a#(c(x1)) -> c#(a(x1))
   a#(c(x1)) -> c#(c(a(x1)))
   a#(c(x1)) -> b#(c(c(a(x1))))
   a#(c(x1)) -> c#(b(c(c(a(x1)))))
   b#(b(b(x1))) -> c#(b(x1))
   d#(d(x1)) -> b#(d(x1))
   d#(d(x1)) -> d#(b(d(x1)))
   d#(d(x1)) -> b#(d(b(d(x1))))
   d#(d(x1)) -> d#(b(d(b(d(x1)))))
   a#(a(x1)) -> d#(a(x1))
   a#(a(x1)) -> a#(d(a(x1)))
   a#(b(x1)) -> a#(x1)
   a#(b(x1)) -> c#(a(x1))
   a#(b(x1)) -> c#(c(a(x1)))
   c#(c(x1)) -> b#(c(x1))
   c#(c(x1)) -> c#(b(c(x1)))
   c#(c(x1)) -> b#(c(b(c(x1))))
   c#(c(x1)) -> c#(b(c(b(c(x1)))))
   c#(c(c(x1))) -> b#(x1)
   c#(c(c(x1))) -> b#(b(x1))
   c#(c(c(x1))) -> c#(b(b(x1)))
  TRS:
   a(c(x1)) -> c(b(c(c(a(x1)))))
   b(b(b(x1))) -> c(b(x1))
   d(d(x1)) -> d(b(d(b(d(x1)))))
   a(a(x1)) -> a(d(a(x1)))
   a(b(x1)) -> c(c(a(x1)))
   c(c(x1)) -> c(b(c(b(c(x1)))))
   c(c(c(x1))) -> c(b(b(x1)))
  TDG Processor:
   DPs:
    a#(c(x1)) -> a#(x1)
    a#(c(x1)) -> c#(a(x1))
    a#(c(x1)) -> c#(c(a(x1)))
    a#(c(x1)) -> b#(c(c(a(x1))))
    a#(c(x1)) -> c#(b(c(c(a(x1)))))
    b#(b(b(x1))) -> c#(b(x1))
    d#(d(x1)) -> b#(d(x1))
    d#(d(x1)) -> d#(b(d(x1)))
    d#(d(x1)) -> b#(d(b(d(x1))))
    d#(d(x1)) -> d#(b(d(b(d(x1)))))
    a#(a(x1)) -> d#(a(x1))
    a#(a(x1)) -> a#(d(a(x1)))
    a#(b(x1)) -> a#(x1)
    a#(b(x1)) -> c#(a(x1))
    a#(b(x1)) -> c#(c(a(x1)))
    c#(c(x1)) -> b#(c(x1))
    c#(c(x1)) -> c#(b(c(x1)))
    c#(c(x1)) -> b#(c(b(c(x1))))
    c#(c(x1)) -> c#(b(c(b(c(x1)))))
    c#(c(c(x1))) -> b#(x1)
    c#(c(c(x1))) -> b#(b(x1))
    c#(c(c(x1))) -> c#(b(b(x1)))
   TRS:
    a(c(x1)) -> c(b(c(c(a(x1)))))
    b(b(b(x1))) -> c(b(x1))
    d(d(x1)) -> d(b(d(b(d(x1)))))
    a(a(x1)) -> a(d(a(x1)))
    a(b(x1)) -> c(c(a(x1)))
    c(c(x1)) -> c(b(c(b(c(x1)))))
    c(c(c(x1))) -> c(b(b(x1)))
   graph:
    d#(d(x1)) -> d#(b(d(b(d(x1))))) ->
    d#(d(x1)) -> d#(b(d(b(d(x1)))))
    d#(d(x1)) -> d#(b(d(b(d(x1))))) -> d#(d(x1)) -> b#(d(b(d(x1))))
    d#(d(x1)) -> d#(b(d(b(d(x1))))) -> d#(d(x1)) -> d#(b(d(x1)))
    d#(d(x1)) -> d#(b(d(b(d(x1))))) -> d#(d(x1)) -> b#(d(x1))
    d#(d(x1)) -> d#(b(d(x1))) -> d#(d(x1)) -> d#(b(d(b(d(x1)))))
    d#(d(x1)) -> d#(b(d(x1))) -> d#(d(x1)) -> b#(d(b(d(x1))))
    d#(d(x1)) -> d#(b(d(x1))) -> d#(d(x1)) -> d#(b(d(x1)))
    d#(d(x1)) -> d#(b(d(x1))) -> d#(d(x1)) -> b#(d(x1))
    d#(d(x1)) -> b#(d(b(d(x1)))) -> b#(b(b(x1))) -> c#(b(x1))
    d#(d(x1)) -> b#(d(x1)) -> b#(b(b(x1))) -> c#(b(x1))
    b#(b(b(x1))) -> c#(b(x1)) -> c#(c(c(x1))) -> c#(b(b(x1)))
    b#(b(b(x1))) -> c#(b(x1)) -> c#(c(c(x1))) -> b#(b(x1))
    b#(b(b(x1))) -> c#(b(x1)) -> c#(c(c(x1))) -> b#(x1)
    b#(b(b(x1))) -> c#(b(x1)) -> c#(c(x1)) -> c#(b(c(b(c(x1)))))
    b#(b(b(x1))) -> c#(b(x1)) -> c#(c(x1)) -> b#(c(b(c(x1))))
    b#(b(b(x1))) -> c#(b(x1)) -> c#(c(x1)) -> c#(b(c(x1)))
    b#(b(b(x1))) -> c#(b(x1)) -> c#(c(x1)) -> b#(c(x1))
    c#(c(c(x1))) -> b#(b(x1)) -> b#(b(b(x1))) -> c#(b(x1))
    c#(c(c(x1))) -> b#(x1) -> b#(b(b(x1))) -> c#(b(x1))
    c#(c(c(x1))) -> c#(b(b(x1))) -> c#(c(c(x1))) -> c#(b(b(x1)))
    c#(c(c(x1))) -> c#(b(b(x1))) -> c#(c(c(x1))) -> b#(b(x1))
    c#(c(c(x1))) -> c#(b(b(x1))) -> c#(c(c(x1))) -> b#(x1)
    c#(c(c(x1))) -> c#(b(b(x1))) -> c#(c(x1)) -> c#(b(c(b(c(x1)))))
    c#(c(c(x1))) -> c#(b(b(x1))) -> c#(c(x1)) -> b#(c(b(c(x1))))
    c#(c(c(x1))) -> c#(b(b(x1))) -> c#(c(x1)) -> c#(b(c(x1)))
    c#(c(c(x1))) -> c#(b(b(x1))) -> c#(c(x1)) -> b#(c(x1))
    c#(c(x1)) -> b#(c(b(c(x1)))) -> b#(b(b(x1))) -> c#(b(x1))
    c#(c(x1)) -> b#(c(x1)) -> b#(b(b(x1))) -> c#(b(x1))
    c#(c(x1)) -> c#(b(c(b(c(x1))))) -> c#(c(c(x1))) -> c#(b(b(x1)))
    c#(c(x1)) -> c#(b(c(b(c(x1))))) -> c#(c(c(x1))) -> b#(b(x1))
    c#(c(x1)) -> c#(b(c(b(c(x1))))) -> c#(c(c(x1))) -> b#(x1)
    c#(c(x1)) -> c#(b(c(b(c(x1))))) ->
    c#(c(x1)) -> c#(b(c(b(c(x1)))))
    c#(c(x1)) -> c#(b(c(b(c(x1))))) -> c#(c(x1)) -> b#(c(b(c(x1))))
    c#(c(x1)) -> c#(b(c(b(c(x1))))) -> c#(c(x1)) -> c#(b(c(x1)))
    c#(c(x1)) -> c#(b(c(b(c(x1))))) -> c#(c(x1)) -> b#(c(x1))
    c#(c(x1)) -> c#(b(c(x1))) -> c#(c(c(x1))) -> c#(b(b(x1)))
    c#(c(x1)) -> c#(b(c(x1))) -> c#(c(c(x1))) -> b#(b(x1))
    c#(c(x1)) -> c#(b(c(x1))) -> c#(c(c(x1))) -> b#(x1)
    c#(c(x1)) -> c#(b(c(x1))) -> c#(c(x1)) -> c#(b(c(b(c(x1)))))
    c#(c(x1)) -> c#(b(c(x1))) -> c#(c(x1)) -> b#(c(b(c(x1))))
    c#(c(x1)) -> c#(b(c(x1))) -> c#(c(x1)) -> c#(b(c(x1)))
    c#(c(x1)) -> c#(b(c(x1))) -> c#(c(x1)) -> b#(c(x1))
    a#(b(x1)) -> c#(a(x1)) -> c#(c(c(x1))) -> c#(b(b(x1)))
    a#(b(x1)) -> c#(a(x1)) -> c#(c(c(x1))) -> b#(b(x1))
    a#(b(x1)) -> c#(a(x1)) -> c#(c(c(x1))) -> b#(x1)
    a#(b(x1)) -> c#(a(x1)) -> c#(c(x1)) -> c#(b(c(b(c(x1)))))
    a#(b(x1)) -> c#(a(x1)) -> c#(c(x1)) -> b#(c(b(c(x1))))
    a#(b(x1)) -> c#(a(x1)) -> c#(c(x1)) -> c#(b(c(x1)))
    a#(b(x1)) -> c#(a(x1)) -> c#(c(x1)) -> b#(c(x1))
    a#(b(x1)) -> c#(c(a(x1))) -> c#(c(c(x1))) -> c#(b(b(x1)))
    a#(b(x1)) -> c#(c(a(x1))) -> c#(c(c(x1))) -> b#(b(x1))
    a#(b(x1)) -> c#(c(a(x1))) -> c#(c(c(x1))) -> b#(x1)
    a#(b(x1)) -> c#(c(a(x1))) -> c#(c(x1)) -> c#(b(c(b(c(x1)))))
    a#(b(x1)) -> c#(c(a(x1))) -> c#(c(x1)) -> b#(c(b(c(x1))))
    a#(b(x1)) -> c#(c(a(x1))) -> c#(c(x1)) -> c#(b(c(x1)))
    a#(b(x1)) -> c#(c(a(x1))) -> c#(c(x1)) -> b#(c(x1))
    a#(b(x1)) -> a#(x1) -> a#(b(x1)) -> c#(c(a(x1)))
    a#(b(x1)) -> a#(x1) -> a#(b(x1)) -> c#(a(x1))
    a#(b(x1)) -> a#(x1) -> a#(b(x1)) -> a#(x1)
    a#(b(x1)) -> a#(x1) -> a#(a(x1)) -> a#(d(a(x1)))
    a#(b(x1)) -> a#(x1) -> a#(a(x1)) -> d#(a(x1))
    a#(b(x1)) -> a#(x1) -> a#(c(x1)) -> c#(b(c(c(a(x1)))))
    a#(b(x1)) -> a#(x1) -> a#(c(x1)) -> b#(c(c(a(x1))))
    a#(b(x1)) -> a#(x1) -> a#(c(x1)) -> c#(c(a(x1)))
    a#(b(x1)) -> a#(x1) -> a#(c(x1)) -> c#(a(x1))
    a#(b(x1)) -> a#(x1) -> a#(c(x1)) -> a#(x1)
    a#(a(x1)) -> d#(a(x1)) -> d#(d(x1)) -> d#(b(d(b(d(x1)))))
    a#(a(x1)) -> d#(a(x1)) -> d#(d(x1)) -> b#(d(b(d(x1))))
    a#(a(x1)) -> d#(a(x1)) -> d#(d(x1)) -> d#(b(d(x1)))
    a#(a(x1)) -> d#(a(x1)) -> d#(d(x1)) -> b#(d(x1))
    a#(a(x1)) -> a#(d(a(x1))) -> a#(b(x1)) -> c#(c(a(x1)))
    a#(a(x1)) -> a#(d(a(x1))) -> a#(b(x1)) -> c#(a(x1))
    a#(a(x1)) -> a#(d(a(x1))) -> a#(b(x1)) -> a#(x1)
    a#(a(x1)) -> a#(d(a(x1))) -> a#(a(x1)) -> a#(d(a(x1)))
    a#(a(x1)) -> a#(d(a(x1))) -> a#(a(x1)) -> d#(a(x1))
    a#(a(x1)) -> a#(d(a(x1))) -> a#(c(x1)) -> c#(b(c(c(a(x1)))))
    a#(a(x1)) -> a#(d(a(x1))) -> a#(c(x1)) -> b#(c(c(a(x1))))
    a#(a(x1)) -> a#(d(a(x1))) -> a#(c(x1)) -> c#(c(a(x1)))
    a#(a(x1)) -> a#(d(a(x1))) -> a#(c(x1)) -> c#(a(x1))
    a#(a(x1)) -> a#(d(a(x1))) -> a#(c(x1)) -> a#(x1)
    a#(c(x1)) -> b#(c(c(a(x1)))) -> b#(b(b(x1))) -> c#(b(x1))
    a#(c(x1)) -> c#(b(c(c(a(x1))))) -> c#(c(c(x1))) -> c#(b(b(x1)))
    a#(c(x1)) -> c#(b(c(c(a(x1))))) -> c#(c(c(x1))) -> b#(b(x1))
    a#(c(x1)) -> c#(b(c(c(a(x1))))) -> c#(c(c(x1))) -> b#(x1)
    a#(c(x1)) -> c#(b(c(c(a(x1))))) ->
    c#(c(x1)) -> c#(b(c(b(c(x1)))))
    a#(c(x1)) -> c#(b(c(c(a(x1))))) -> c#(c(x1)) -> b#(c(b(c(x1))))
    a#(c(x1)) -> c#(b(c(c(a(x1))))) -> c#(c(x1)) -> c#(b(c(x1)))
    a#(c(x1)) -> c#(b(c(c(a(x1))))) -> c#(c(x1)) -> b#(c(x1))
    a#(c(x1)) -> c#(a(x1)) -> c#(c(c(x1))) -> c#(b(b(x1)))
    a#(c(x1)) -> c#(a(x1)) -> c#(c(c(x1))) -> b#(b(x1))
    a#(c(x1)) -> c#(a(x1)) -> c#(c(c(x1))) -> b#(x1)
    a#(c(x1)) -> c#(a(x1)) -> c#(c(x1)) -> c#(b(c(b(c(x1)))))
    a#(c(x1)) -> c#(a(x1)) -> c#(c(x1)) -> b#(c(b(c(x1))))
    a#(c(x1)) -> c#(a(x1)) -> c#(c(x1)) -> c#(b(c(x1)))
    a#(c(x1)) -> c#(a(x1)) -> c#(c(x1)) -> b#(c(x1))
    a#(c(x1)) -> c#(c(a(x1))) -> c#(c(c(x1))) -> c#(b(b(x1)))
    a#(c(x1)) -> c#(c(a(x1))) -> c#(c(c(x1))) -> b#(b(x1))
    a#(c(x1)) -> c#(c(a(x1))) -> c#(c(c(x1))) -> b#(x1)
    a#(c(x1)) -> c#(c(a(x1))) -> c#(c(x1)) -> c#(b(c(b(c(x1)))))
    a#(c(x1)) -> c#(c(a(x1))) -> c#(c(x1)) -> b#(c(b(c(x1))))
    a#(c(x1)) -> c#(c(a(x1))) -> c#(c(x1)) -> c#(b(c(x1)))
    a#(c(x1)) -> c#(c(a(x1))) -> c#(c(x1)) -> b#(c(x1))
    a#(c(x1)) -> a#(x1) -> a#(b(x1)) -> c#(c(a(x1)))
    a#(c(x1)) -> a#(x1) -> a#(b(x1)) -> c#(a(x1))
    a#(c(x1)) -> a#(x1) -> a#(b(x1)) -> a#(x1)
    a#(c(x1)) -> a#(x1) -> a#(a(x1)) -> a#(d(a(x1)))
    a#(c(x1)) -> a#(x1) -> a#(a(x1)) -> d#(a(x1))
    a#(c(x1)) -> a#(x1) -> a#(c(x1)) -> c#(b(c(c(a(x1)))))
    a#(c(x1)) -> a#(x1) -> a#(c(x1)) -> b#(c(c(a(x1))))
    a#(c(x1)) -> a#(x1) -> a#(c(x1)) -> c#(c(a(x1)))
    a#(c(x1)) -> a#(x1) -> a#(c(x1)) -> c#(a(x1))
    a#(c(x1)) -> a#(x1) -> a#(c(x1)) -> a#(x1)
   SCC Processor:
    #sccs: 3
    #rules: 13
    #arcs: 112/484
    DPs:
     a#(b(x1)) -> a#(x1)
     a#(c(x1)) -> a#(x1)
     a#(a(x1)) -> a#(d(a(x1)))
    TRS:
     a(c(x1)) -> c(b(c(c(a(x1)))))
     b(b(b(x1))) -> c(b(x1))
     d(d(x1)) -> d(b(d(b(d(x1)))))
     a(a(x1)) -> a(d(a(x1)))
     a(b(x1)) -> c(c(a(x1)))
     c(c(x1)) -> c(b(c(b(c(x1)))))
     c(c(c(x1))) -> c(b(b(x1)))
    Polynomial Interpretation Processor:
     dimension: 1
     usable rules:
      d(d(x1)) -> d(b(d(b(d(x1)))))
     interpretation:
      [a#](x0) = x0 + 1,
      
      [a](x0) = 0,
      
      [d](x0) = 0,
      
      [c](x0) = x0 + 1,
      
      [b](x0) = x0 + 1
     orientation:
      a#(b(x1)) = x1 + 2 >= x1 + 1 = a#(x1)
      
      a#(c(x1)) = x1 + 2 >= x1 + 1 = a#(x1)
      
      a#(a(x1)) = 1 >= 1 = a#(d(a(x1)))
      
      a(c(x1)) = 0 >= 4 = c(b(c(c(a(x1)))))
      
      b(b(b(x1))) = x1 + 3 >= x1 + 2 = c(b(x1))
      
      d(d(x1)) = 0 >= 0 = d(b(d(b(d(x1)))))
      
      a(a(x1)) = 0 >= 0 = a(d(a(x1)))
      
      a(b(x1)) = 0 >= 2 = c(c(a(x1)))
      
      c(c(x1)) = x1 + 2 >= x1 + 5 = c(b(c(b(c(x1)))))
      
      c(c(c(x1))) = x1 + 3 >= x1 + 3 = c(b(b(x1)))
     problem:
      DPs:
       a#(a(x1)) -> a#(d(a(x1)))
      TRS:
       a(c(x1)) -> c(b(c(c(a(x1)))))
       b(b(b(x1))) -> c(b(x1))
       d(d(x1)) -> d(b(d(b(d(x1)))))
       a(a(x1)) -> a(d(a(x1)))
       a(b(x1)) -> c(c(a(x1)))
       c(c(x1)) -> c(b(c(b(c(x1)))))
       c(c(c(x1))) -> c(b(b(x1)))
     Polynomial Interpretation Processor:
      dimension: 1
      usable rules:
       d(d(x1)) -> d(b(d(b(d(x1)))))
      interpretation:
       [a#](x0) = x0,
       
       [a](x0) = 1,
       
       [d](x0) = 0,
       
       [c](x0) = 0,
       
       [b](x0) = 0
      orientation:
       a#(a(x1)) = 1 >= 0 = a#(d(a(x1)))
       
       a(c(x1)) = 1 >= 0 = c(b(c(c(a(x1)))))
       
       b(b(b(x1))) = 0 >= 0 = c(b(x1))
       
       d(d(x1)) = 0 >= 0 = d(b(d(b(d(x1)))))
       
       a(a(x1)) = 1 >= 1 = a(d(a(x1)))
       
       a(b(x1)) = 1 >= 0 = c(c(a(x1)))
       
       c(c(x1)) = 0 >= 0 = c(b(c(b(c(x1)))))
       
       c(c(c(x1))) = 0 >= 0 = c(b(b(x1)))
      problem:
       DPs:
        
       TRS:
        a(c(x1)) -> c(b(c(c(a(x1)))))
        b(b(b(x1))) -> c(b(x1))
        d(d(x1)) -> d(b(d(b(d(x1)))))
        a(a(x1)) -> a(d(a(x1)))
        a(b(x1)) -> c(c(a(x1)))
        c(c(x1)) -> c(b(c(b(c(x1)))))
        c(c(c(x1))) -> c(b(b(x1)))
      Qed
    
    DPs:
     d#(d(x1)) -> d#(b(d(b(d(x1)))))
     d#(d(x1)) -> d#(b(d(x1)))
    TRS:
     a(c(x1)) -> c(b(c(c(a(x1)))))
     b(b(b(x1))) -> c(b(x1))
     d(d(x1)) -> d(b(d(b(d(x1)))))
     a(a(x1)) -> a(d(a(x1)))
     a(b(x1)) -> c(c(a(x1)))
     c(c(x1)) -> c(b(c(b(c(x1)))))
     c(c(c(x1))) -> c(b(b(x1)))
    Usable Rule Processor:
     DPs:
      d#(d(x1)) -> d#(b(d(b(d(x1)))))
      d#(d(x1)) -> d#(b(d(x1)))
     TRS:
      d(d(x1)) -> d(b(d(b(d(x1)))))
      b(b(b(x1))) -> c(b(x1))
      c(c(x1)) -> c(b(c(b(c(x1)))))
      c(c(c(x1))) -> c(b(b(x1)))
     Polynomial Interpretation Processor:
      dimension: 1
      usable rules:
       b(b(b(x1))) -> c(b(x1))
       c(c(x1)) -> c(b(c(b(c(x1)))))
       c(c(c(x1))) -> c(b(b(x1)))
      interpretation:
       [d](x0) = 1,
       
       [c](x0) = 0,
       
       [d#](x0) = x0,
       
       [b](x0) = 0
      orientation:
       d#(d(x1)) = 1 >= 0 = d#(b(d(b(d(x1)))))
       
       d#(d(x1)) = 1 >= 0 = d#(b(d(x1)))
       
       d(d(x1)) = 1 >= 1 = d(b(d(b(d(x1)))))
       
       b(b(b(x1))) = 0 >= 0 = c(b(x1))
       
       c(c(x1)) = 0 >= 0 = c(b(c(b(c(x1)))))
       
       c(c(c(x1))) = 0 >= 0 = c(b(b(x1)))
      problem:
       DPs:
        
       TRS:
        d(d(x1)) -> d(b(d(b(d(x1)))))
        b(b(b(x1))) -> c(b(x1))
        c(c(x1)) -> c(b(c(b(c(x1)))))
        c(c(c(x1))) -> c(b(b(x1)))
      Qed
    
    DPs:
     b#(b(b(x1))) -> c#(b(x1))
     c#(c(x1)) -> b#(c(x1))
     c#(c(x1)) -> c#(b(c(x1)))
     c#(c(x1)) -> b#(c(b(c(x1))))
     c#(c(x1)) -> c#(b(c(b(c(x1)))))
     c#(c(c(x1))) -> b#(x1)
     c#(c(c(x1))) -> b#(b(x1))
     c#(c(c(x1))) -> c#(b(b(x1)))
    TRS:
     a(c(x1)) -> c(b(c(c(a(x1)))))
     b(b(b(x1))) -> c(b(x1))
     d(d(x1)) -> d(b(d(b(d(x1)))))
     a(a(x1)) -> a(d(a(x1)))
     a(b(x1)) -> c(c(a(x1)))
     c(c(x1)) -> c(b(c(b(c(x1)))))
     c(c(c(x1))) -> c(b(b(x1)))
    Usable Rule Processor:
     DPs:
      b#(b(b(x1))) -> c#(b(x1))
      c#(c(x1)) -> b#(c(x1))
      c#(c(x1)) -> c#(b(c(x1)))
      c#(c(x1)) -> b#(c(b(c(x1))))
      c#(c(x1)) -> c#(b(c(b(c(x1)))))
      c#(c(c(x1))) -> b#(x1)
      c#(c(c(x1))) -> b#(b(x1))
      c#(c(c(x1))) -> c#(b(b(x1)))
     TRS:
      b(b(b(x1))) -> c(b(x1))
      c(c(x1)) -> c(b(c(b(c(x1)))))
      c(c(c(x1))) -> c(b(b(x1)))
     Root-Labeling Processor:
      DPs:
       b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
       b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
       b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
       c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
       c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
       c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
       c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
       c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
       c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
       c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
       c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
       c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
       c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
       c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
       c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
       c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
       c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
       c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
       c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
       c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
       c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
       c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
       c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
       c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
      TRS:
       f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
       f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
       f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
       b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
       b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
       b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
       c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
       c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
       c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
       c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
       c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
       c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
       c(c)(c(c)(c(f8)(x1))) -> c(b)(b(b)(b(f8)(x1)))
       c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
       c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
      TDG Processor:
       DPs:
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
       TRS:
        f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
        f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
        f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
        b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
        b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
        b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
        c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
        c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
        c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
        c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
        c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
        c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
        c(c)(c(c)(c(f8)(x1))) -> c(b)(b(b)(b(f8)(x1)))
        c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
        c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
       graph:
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1)) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1)) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1)) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1)) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1)) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1)) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1)) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1)) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1)) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1))))) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1))))) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1))))) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1))))) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1))))) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1))))) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1)))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1))))) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1))))) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1))))) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1))) ->
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(b)(b(f8)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
        b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1))) ->
        c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
       Polynomial Interpretation Processor:
        dimension: 1
        interpretation:
         [c(c)](x0) = x0,
         
         [f8(c)](x0) = x0,
         
         [c(f8)](x0) = x0 + 1,
         
         [f8(f8)](x0) = x0 + 1,
         
         [c(b)](x0) = x0,
         
         [f8(b)](x0) = x0,
         
         [b(c)](x0) = x0,
         
         [b(f8)](x0) = x0,
         
         [b(b)](x0) = x0,
         
         [b{#,(f8)}](x0) = x0,
         
         [c{#,(f8)}](x0) = x0
        orientation:
         b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) = x1 >= x1 = c{#,(f8)}(f8(b)(b(f8)(x1)))
         
         b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) = x1 >= x1 = c{#,(f8)}(f8(b)(b(b)(x1)))
         
         b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) = x1 >= x1 = c{#,(f8)}(f8(b)(b(c)(x1)))
         
         c{#,(f8)}(f8(c)(c(f8)(x1))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(c)(c(f8)(x1)))
         
         c{#,(f8)}(f8(c)(c(b)(x1))) = x1 >= x1 = b{#,(f8)}(f8(c)(c(b)(x1)))
         
         c{#,(f8)}(f8(c)(c(c)(x1))) = x1 >= x1 = b{#,(f8)}(f8(c)(c(c)(x1)))
         
         c{#,(f8)}(f8(c)(c(f8)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
         
         c{#,(f8)}(f8(c)(c(b)(x1))) = x1 >= x1 = c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
         
         c{#,(f8)}(f8(c)(c(c)(x1))) = x1 >= x1 = c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
         
         c{#,(f8)}(f8(c)(c(f8)(x1))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
         
         c{#,(f8)}(f8(c)(c(b)(x1))) = x1 >= x1 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
         
         c{#,(f8)}(f8(c)(c(c)(x1))) = x1 >= x1 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
         
         c{#,(f8)}(f8(c)(c(f8)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
         
         c{#,(f8)}(f8(c)(c(b)(x1))) = x1 >= x1 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
         
         c{#,(f8)}(f8(c)(c(c)(x1))) = x1 >= x1 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
         
         c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(f8)(x1))
         
         c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = x1 >= x1 = b{#,(f8)}(f8(b)(x1))
         
         c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 >= x1 = b{#,(f8)}(f8(c)(x1))
         
         c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) = x1 + 1 >= x1 = b{#,(f8)}(f8(b)(b(f8)(x1)))
         
         c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = x1 >= x1 = b{#,(f8)}(f8(b)(b(b)(x1)))
         
         c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 >= x1 = b{#,(f8)}(f8(b)(b(c)(x1)))
         
         c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) = x1 + 1 >= x1 = c{#,(f8)}(f8(b)(b(b)(b(f8)(x1))))
         
         c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = x1 >= x1 = c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
         
         c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 >= x1 = c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
         
         f8(b)(b(b)(b(b)(b(f8)(x1)))) = x1 >= x1 = f8(c)(c(b)(b(f8)(x1)))
         
         f8(b)(b(b)(b(b)(b(b)(x1)))) = x1 >= x1 = f8(c)(c(b)(b(b)(x1)))
         
         f8(b)(b(b)(b(b)(b(c)(x1)))) = x1 >= x1 = f8(c)(c(b)(b(c)(x1)))
         
         b(b)(b(b)(b(b)(b(f8)(x1)))) = x1 >= x1 = b(c)(c(b)(b(f8)(x1)))
         
         b(b)(b(b)(b(b)(b(b)(x1)))) = x1 >= x1 = b(c)(c(b)(b(b)(x1)))
         
         b(b)(b(b)(b(b)(b(c)(x1)))) = x1 >= x1 = b(c)(c(b)(b(c)(x1)))
         
         c(b)(b(b)(b(b)(b(f8)(x1)))) = x1 >= x1 = c(c)(c(b)(b(f8)(x1)))
         
         c(b)(b(b)(b(b)(b(b)(x1)))) = x1 >= x1 = c(c)(c(b)(b(b)(x1)))
         
         c(b)(b(b)(b(b)(b(c)(x1)))) = x1 >= x1 = c(c)(c(b)(b(c)(x1)))
         
         c(c)(c(f8)(x1)) = x1 + 1 >= x1 + 1 = c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
         
         c(c)(c(b)(x1)) = x1 >= x1 = c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
         
         c(c)(c(c)(x1)) = x1 >= x1 = c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
         
         c(c)(c(c)(c(f8)(x1))) = x1 + 1 >= x1 = c(b)(b(b)(b(f8)(x1)))
         
         c(c)(c(c)(c(b)(x1))) = x1 >= x1 = c(b)(b(b)(b(b)(x1)))
         
         c(c)(c(c)(c(c)(x1))) = x1 >= x1 = c(b)(b(b)(b(c)(x1)))
        problem:
         DPs:
          b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
          b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
          b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
          c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
          c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
          c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
          c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
          c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
          c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
          c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
          c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
          c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
          c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
          c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
          c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
          c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) -> b{#,(f8)}(f8(f8)(x1))
          c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
          c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
          c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
          c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
          c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
          c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
         TRS:
          f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
          f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
          f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
          b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
          b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
          b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
          c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
          c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
          c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
          c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
          c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
          c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
          c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
          c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
        Polynomial Interpretation Processor:
         dimension: 1
         interpretation:
          [c(c)](x0) = x0,
          
          [f8(c)](x0) = x0,
          
          [c(f8)](x0) = x0 + 1,
          
          [f8(f8)](x0) = x0,
          
          [c(b)](x0) = x0,
          
          [f8(b)](x0) = x0,
          
          [b(c)](x0) = x0,
          
          [b(f8)](x0) = x0 + 1,
          
          [b(b)](x0) = x0,
          
          [b{#,(f8)}](x0) = x0 + 1,
          
          [c{#,(f8)}](x0) = x0 + 1
         orientation:
          b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) = x1 + 2 >= x1 + 2 = c{#,(f8)}(f8(b)(b(f8)(x1)))
          
          b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) = x1 + 1 >= x1 + 1 = c{#,(f8)}(f8(b)(b(b)(x1)))
          
          b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) = x1 + 1 >= x1 + 1 = c{#,(f8)}(f8(b)(b(c)(x1)))
          
          c{#,(f8)}(f8(c)(c(f8)(x1))) = x1 + 2 >= x1 + 2 = b{#,(f8)}(f8(c)(c(f8)(x1)))
          
          c{#,(f8)}(f8(c)(c(b)(x1))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(c)(c(b)(x1)))
          
          c{#,(f8)}(f8(c)(c(c)(x1))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(c)(c(c)(x1)))
          
          c{#,(f8)}(f8(c)(c(f8)(x1))) = x1 + 2 >= x1 + 2 = c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
          
          c{#,(f8)}(f8(c)(c(b)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
          
          c{#,(f8)}(f8(c)(c(c)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
          
          c{#,(f8)}(f8(c)(c(f8)(x1))) = x1 + 2 >= x1 + 2 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
          
          c{#,(f8)}(f8(c)(c(b)(x1))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
          
          c{#,(f8)}(f8(c)(c(c)(x1))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
          
          c{#,(f8)}(f8(c)(c(f8)(x1))) = x1 + 2 >= x1 + 2 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
          
          c{#,(f8)}(f8(c)(c(b)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
          
          c{#,(f8)}(f8(c)(c(c)(x1))) = x1 + 1 >= x1 + 1 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
          
          c{#,(f8)}(f8(c)(c(c)(c(f8)(x1)))) = x1 + 2 >= x1 + 1 = b{#,(f8)}(f8(f8)(x1))
          
          c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(b)(x1))
          
          c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(c)(x1))
          
          c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(b)(b(b)(x1)))
          
          c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(b)(b(c)(x1)))
          
          c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = x1 + 1 >= x1 + 1 = c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
          
          c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 + 1 >= x1 + 1 = c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
          
          f8(b)(b(b)(b(b)(b(f8)(x1)))) = x1 + 1 >= x1 + 1 = f8(c)(c(b)(b(f8)(x1)))
          
          f8(b)(b(b)(b(b)(b(b)(x1)))) = x1 >= x1 = f8(c)(c(b)(b(b)(x1)))
          
          f8(b)(b(b)(b(b)(b(c)(x1)))) = x1 >= x1 = f8(c)(c(b)(b(c)(x1)))
          
          b(b)(b(b)(b(b)(b(f8)(x1)))) = x1 + 1 >= x1 + 1 = b(c)(c(b)(b(f8)(x1)))
          
          b(b)(b(b)(b(b)(b(b)(x1)))) = x1 >= x1 = b(c)(c(b)(b(b)(x1)))
          
          b(b)(b(b)(b(b)(b(c)(x1)))) = x1 >= x1 = b(c)(c(b)(b(c)(x1)))
          
          c(b)(b(b)(b(b)(b(f8)(x1)))) = x1 + 1 >= x1 + 1 = c(c)(c(b)(b(f8)(x1)))
          
          c(b)(b(b)(b(b)(b(b)(x1)))) = x1 >= x1 = c(c)(c(b)(b(b)(x1)))
          
          c(b)(b(b)(b(b)(b(c)(x1)))) = x1 >= x1 = c(c)(c(b)(b(c)(x1)))
          
          c(c)(c(f8)(x1)) = x1 + 1 >= x1 + 1 = c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
          
          c(c)(c(b)(x1)) = x1 >= x1 = c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
          
          c(c)(c(c)(x1)) = x1 >= x1 = c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
          
          c(c)(c(c)(c(b)(x1))) = x1 >= x1 = c(b)(b(b)(b(b)(x1)))
          
          c(c)(c(c)(c(c)(x1))) = x1 >= x1 = c(b)(b(b)(b(c)(x1)))
         problem:
          DPs:
           b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
           b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
           b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
           c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
           c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
           c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
           c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
           c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
           c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
           c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
           c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
           c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
           c{#,(f8)}(f8(c)(c(f8)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
           c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
           c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
           c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
           c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
           c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
           c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
           c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
           c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
          TRS:
           f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
           f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
           f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
           b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
           b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
           b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
           c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
           c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
           c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
           c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
           c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
           c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
           c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
           c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
         Polynomial Interpretation Processor:
          dimension: 1
          usable rules:
           f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
           f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
           f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
           c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
           c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
           c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
           c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
           c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
           c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
           c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
           c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
          interpretation:
           [c(c)](x0) = x0,
           
           [f8(c)](x0) = x0,
           
           [c(f8)](x0) = 1,
           
           [c(b)](x0) = 0,
           
           [f8(b)](x0) = 0,
           
           [b(c)](x0) = 0,
           
           [b(f8)](x0) = 0,
           
           [b(b)](x0) = 0,
           
           [b{#,(f8)}](x0) = x0,
           
           [c{#,(f8)}](x0) = x0
          orientation:
           b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(f8)(x1)))
           
           b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(b)(x1)))
           
           b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(c)(x1)))
           
           c{#,(f8)}(f8(c)(c(f8)(x1))) = 1 >= 1 = b{#,(f8)}(f8(c)(c(f8)(x1)))
           
           c{#,(f8)}(f8(c)(c(b)(x1))) = 0 >= 0 = b{#,(f8)}(f8(c)(c(b)(x1)))
           
           c{#,(f8)}(f8(c)(c(c)(x1))) = x1 >= x1 = b{#,(f8)}(f8(c)(c(c)(x1)))
           
           c{#,(f8)}(f8(c)(c(f8)(x1))) = 1 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(f8)(x1))))
           
           c{#,(f8)}(f8(c)(c(b)(x1))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
           
           c{#,(f8)}(f8(c)(c(c)(x1))) = x1 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
           
           c{#,(f8)}(f8(c)(c(f8)(x1))) = 1 >= 0 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(f8)(x1)))))
           
           c{#,(f8)}(f8(c)(c(b)(x1))) = 0 >= 0 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
           
           c{#,(f8)}(f8(c)(c(c)(x1))) = x1 >= 0 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
           
           c{#,(f8)}(f8(c)(c(f8)(x1))) = 1 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(f8)(x1))))))
           
           c{#,(f8)}(f8(c)(c(b)(x1))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
           
           c{#,(f8)}(f8(c)(c(c)(x1))) = x1 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
           
           c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = 0 >= 0 = b{#,(f8)}(f8(b)(x1))
           
           c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 >= x1 = b{#,(f8)}(f8(c)(x1))
           
           c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = 0 >= 0 = b{#,(f8)}(f8(b)(b(b)(x1)))
           
           c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 >= 0 = b{#,(f8)}(f8(b)(b(c)(x1)))
           
           c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
           
           c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 >= 0 = c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
           
           f8(b)(b(b)(b(b)(b(f8)(x1)))) = 0 >= 0 = f8(c)(c(b)(b(f8)(x1)))
           
           f8(b)(b(b)(b(b)(b(b)(x1)))) = 0 >= 0 = f8(c)(c(b)(b(b)(x1)))
           
           f8(b)(b(b)(b(b)(b(c)(x1)))) = 0 >= 0 = f8(c)(c(b)(b(c)(x1)))
           
           b(b)(b(b)(b(b)(b(f8)(x1)))) = 0 >= 0 = b(c)(c(b)(b(f8)(x1)))
           
           b(b)(b(b)(b(b)(b(b)(x1)))) = 0 >= 0 = b(c)(c(b)(b(b)(x1)))
           
           b(b)(b(b)(b(b)(b(c)(x1)))) = 0 >= 0 = b(c)(c(b)(b(c)(x1)))
           
           c(b)(b(b)(b(b)(b(f8)(x1)))) = 0 >= 0 = c(c)(c(b)(b(f8)(x1)))
           
           c(b)(b(b)(b(b)(b(b)(x1)))) = 0 >= 0 = c(c)(c(b)(b(b)(x1)))
           
           c(b)(b(b)(b(b)(b(c)(x1)))) = 0 >= 0 = c(c)(c(b)(b(c)(x1)))
           
           c(c)(c(f8)(x1)) = 1 >= 0 = c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
           
           c(c)(c(b)(x1)) = 0 >= 0 = c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
           
           c(c)(c(c)(x1)) = x1 >= 0 = c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
           
           c(c)(c(c)(c(b)(x1))) = 0 >= 0 = c(b)(b(b)(b(b)(x1)))
           
           c(c)(c(c)(c(c)(x1))) = x1 >= 0 = c(b)(b(b)(b(c)(x1)))
          problem:
           DPs:
            b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
            b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
            b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
            c{#,(f8)}(f8(c)(c(f8)(x1))) -> b{#,(f8)}(f8(c)(c(f8)(x1)))
            c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
            c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
            c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
            c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
            c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
            c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
            c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
            c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
            c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
            c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
            c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
            c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
            c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
            c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
           TRS:
            f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
            f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
            f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
            b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
            b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
            b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
            c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
            c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
            c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
            c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
            c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
            c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
            c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
            c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
          Polynomial Interpretation Processor:
           dimension: 1
           usable rules:
            f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
            f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
            f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
            c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
            c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
            c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
            c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
            c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
            c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
            c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
            c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
           interpretation:
            [c(c)](x0) = 0,
            
            [f8(c)](x0) = x0,
            
            [c(f8)](x0) = 1,
            
            [c(b)](x0) = 0,
            
            [f8(b)](x0) = 0,
            
            [b(c)](x0) = 0,
            
            [b(f8)](x0) = 0,
            
            [b(b)](x0) = 0,
            
            [b{#,(f8)}](x0) = 0,
            
            [c{#,(f8)}](x0) = x0
           orientation:
            b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(f8)(x1)))
            
            b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(b)(x1)))
            
            b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(c)(x1)))
            
            c{#,(f8)}(f8(c)(c(f8)(x1))) = 1 >= 0 = b{#,(f8)}(f8(c)(c(f8)(x1)))
            
            c{#,(f8)}(f8(c)(c(b)(x1))) = 0 >= 0 = b{#,(f8)}(f8(c)(c(b)(x1)))
            
            c{#,(f8)}(f8(c)(c(c)(x1))) = 0 >= 0 = b{#,(f8)}(f8(c)(c(c)(x1)))
            
            c{#,(f8)}(f8(c)(c(b)(x1))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
            
            c{#,(f8)}(f8(c)(c(c)(x1))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
            
            c{#,(f8)}(f8(c)(c(b)(x1))) = 0 >= 0 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
            
            c{#,(f8)}(f8(c)(c(c)(x1))) = 0 >= 0 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
            
            c{#,(f8)}(f8(c)(c(b)(x1))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
            
            c{#,(f8)}(f8(c)(c(c)(x1))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
            
            c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = 0 >= 0 = b{#,(f8)}(f8(b)(x1))
            
            c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = 0 >= 0 = b{#,(f8)}(f8(c)(x1))
            
            c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = 0 >= 0 = b{#,(f8)}(f8(b)(b(b)(x1)))
            
            c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = 0 >= 0 = b{#,(f8)}(f8(b)(b(c)(x1)))
            
            c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
            
            c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = 0 >= 0 = c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
            
            f8(b)(b(b)(b(b)(b(f8)(x1)))) = 0 >= 0 = f8(c)(c(b)(b(f8)(x1)))
            
            f8(b)(b(b)(b(b)(b(b)(x1)))) = 0 >= 0 = f8(c)(c(b)(b(b)(x1)))
            
            f8(b)(b(b)(b(b)(b(c)(x1)))) = 0 >= 0 = f8(c)(c(b)(b(c)(x1)))
            
            b(b)(b(b)(b(b)(b(f8)(x1)))) = 0 >= 0 = b(c)(c(b)(b(f8)(x1)))
            
            b(b)(b(b)(b(b)(b(b)(x1)))) = 0 >= 0 = b(c)(c(b)(b(b)(x1)))
            
            b(b)(b(b)(b(b)(b(c)(x1)))) = 0 >= 0 = b(c)(c(b)(b(c)(x1)))
            
            c(b)(b(b)(b(b)(b(f8)(x1)))) = 0 >= 0 = c(c)(c(b)(b(f8)(x1)))
            
            c(b)(b(b)(b(b)(b(b)(x1)))) = 0 >= 0 = c(c)(c(b)(b(b)(x1)))
            
            c(b)(b(b)(b(b)(b(c)(x1)))) = 0 >= 0 = c(c)(c(b)(b(c)(x1)))
            
            c(c)(c(f8)(x1)) = 0 >= 0 = c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
            
            c(c)(c(b)(x1)) = 0 >= 0 = c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
            
            c(c)(c(c)(x1)) = 0 >= 0 = c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
            
            c(c)(c(c)(c(b)(x1))) = 0 >= 0 = c(b)(b(b)(b(b)(x1)))
            
            c(c)(c(c)(c(c)(x1))) = 0 >= 0 = c(b)(b(b)(b(c)(x1)))
           problem:
            DPs:
             b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) -> c{#,(f8)}(f8(b)(b(f8)(x1)))
             b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
             b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) -> c{#,(f8)}(f8(b)(b(c)(x1)))
             c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
             c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
             c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
             c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
             c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
             c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
             c{#,(f8)}(f8(c)(c(b)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
             c{#,(f8)}(f8(c)(c(c)(x1))) -> c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
             c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
             c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
             c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
             c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
             c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
             c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
            TRS:
             f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
             f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
             f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
             b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
             b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
             b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
             c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
             c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
             c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
             c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
             c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
             c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
             c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
             c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
           Polynomial Interpretation Processor:
            dimension: 1
            usable rules:
             f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
             f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
             f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
             b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
             b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
             b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
             c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
             c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
             c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
             c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
             c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
             c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
             c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
             c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
            interpretation:
             [c(c)](x0) = 1,
             
             [f8(c)](x0) = x0,
             
             [c(f8)](x0) = 0,
             
             [c(b)](x0) = 1,
             
             [f8(b)](x0) = x0,
             
             [b(c)](x0) = 0,
             
             [b(f8)](x0) = 0,
             
             [b(b)](x0) = 1,
             
             [b{#,(f8)}](x0) = 1,
             
             [c{#,(f8)}](x0) = x0
            orientation:
             b{#,(f8)}(f8(b)(b(b)(b(f8)(x1)))) = 1 >= 0 = c{#,(f8)}(f8(b)(b(f8)(x1)))
             
             b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) = 1 >= 1 = c{#,(f8)}(f8(b)(b(b)(x1)))
             
             b{#,(f8)}(f8(b)(b(b)(b(c)(x1)))) = 1 >= 0 = c{#,(f8)}(f8(b)(b(c)(x1)))
             
             c{#,(f8)}(f8(c)(c(b)(x1))) = 1 >= 1 = b{#,(f8)}(f8(c)(c(b)(x1)))
             
             c{#,(f8)}(f8(c)(c(c)(x1))) = 1 >= 1 = b{#,(f8)}(f8(c)(c(c)(x1)))
             
             c{#,(f8)}(f8(c)(c(b)(x1))) = 1 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(b)(x1))))
             
             c{#,(f8)}(f8(c)(c(c)(x1))) = 1 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(c)(x1))))
             
             c{#,(f8)}(f8(c)(c(b)(x1))) = 1 >= 1 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
             
             c{#,(f8)}(f8(c)(c(c)(x1))) = 1 >= 1 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
             
             c{#,(f8)}(f8(c)(c(b)(x1))) = 1 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(b)(x1))))))
             
             c{#,(f8)}(f8(c)(c(c)(x1))) = 1 >= 0 = c{#,(f8)}(f8(b)(b(c)(c(b)(b(c)(c(c)(x1))))))
             
             c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = 1 >= 1 = b{#,(f8)}(f8(b)(x1))
             
             c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = 1 >= 1 = b{#,(f8)}(f8(c)(x1))
             
             c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = 1 >= 1 = b{#,(f8)}(f8(b)(b(b)(x1)))
             
             c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = 1 >= 1 = b{#,(f8)}(f8(b)(b(c)(x1)))
             
             c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = 1 >= 1 = c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
             
             c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = 1 >= 1 = c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
             
             f8(b)(b(b)(b(b)(b(f8)(x1)))) = 1 >= 1 = f8(c)(c(b)(b(f8)(x1)))
             
             f8(b)(b(b)(b(b)(b(b)(x1)))) = 1 >= 1 = f8(c)(c(b)(b(b)(x1)))
             
             f8(b)(b(b)(b(b)(b(c)(x1)))) = 1 >= 1 = f8(c)(c(b)(b(c)(x1)))
             
             b(b)(b(b)(b(b)(b(f8)(x1)))) = 1 >= 0 = b(c)(c(b)(b(f8)(x1)))
             
             b(b)(b(b)(b(b)(b(b)(x1)))) = 1 >= 0 = b(c)(c(b)(b(b)(x1)))
             
             b(b)(b(b)(b(b)(b(c)(x1)))) = 1 >= 0 = b(c)(c(b)(b(c)(x1)))
             
             c(b)(b(b)(b(b)(b(f8)(x1)))) = 1 >= 1 = c(c)(c(b)(b(f8)(x1)))
             
             c(b)(b(b)(b(b)(b(b)(x1)))) = 1 >= 1 = c(c)(c(b)(b(b)(x1)))
             
             c(b)(b(b)(b(b)(b(c)(x1)))) = 1 >= 1 = c(c)(c(b)(b(c)(x1)))
             
             c(c)(c(f8)(x1)) = 1 >= 1 = c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
             
             c(c)(c(b)(x1)) = 1 >= 1 = c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
             
             c(c)(c(c)(x1)) = 1 >= 1 = c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
             
             c(c)(c(c)(c(b)(x1))) = 1 >= 1 = c(b)(b(b)(b(b)(x1)))
             
             c(c)(c(c)(c(c)(x1))) = 1 >= 1 = c(b)(b(b)(b(c)(x1)))
            problem:
             DPs:
              b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(x1)))
              c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
              c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
              c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
              c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
              c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(x1))
              c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(c)(x1))
              c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> b{#,(f8)}(f8(b)(b(b)(x1)))
              c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> b{#,(f8)}(f8(b)(b(c)(x1)))
              c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
              c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
             TRS:
              f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
              f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
              f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
              b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
              b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
              b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
              c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
              c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
              c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
              c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
              c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
              c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
              c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
              c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
            Polynomial Interpretation Processor:
             dimension: 1
             usable rules:
              f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
              f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
              f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
              b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
              b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
              b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
              c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
              c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
              c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
              c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
              c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
              c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
              c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
              c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
             interpretation:
              [c(c)](x0) = x0 + 1,
              
              [f8(c)](x0) = x0,
              
              [c(f8)](x0) = 0,
              
              [c(b)](x0) = x0 + 1,
              
              [f8(b)](x0) = x0,
              
              [b(c)](x0) = 0,
              
              [b(f8)](x0) = 0,
              
              [b(b)](x0) = x0 + 1,
              
              [b{#,(f8)}](x0) = x0,
              
              [c{#,(f8)}](x0) = x0
             orientation:
              b{#,(f8)}(f8(b)(b(b)(b(b)(x1)))) = x1 + 2 >= x1 + 1 = c{#,(f8)}(f8(b)(b(b)(x1)))
              
              c{#,(f8)}(f8(c)(c(b)(x1))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(c)(c(b)(x1)))
              
              c{#,(f8)}(f8(c)(c(c)(x1))) = x1 + 1 >= x1 + 1 = b{#,(f8)}(f8(c)(c(c)(x1)))
              
              c{#,(f8)}(f8(c)(c(b)(x1))) = x1 + 1 >= 1 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
              
              c{#,(f8)}(f8(c)(c(c)(x1))) = x1 + 1 >= 1 = b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
              
              c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = x1 + 2 >= x1 = b{#,(f8)}(f8(b)(x1))
              
              c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 + 2 >= x1 = b{#,(f8)}(f8(c)(x1))
              
              c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = x1 + 2 >= x1 + 1 = b{#,(f8)}(f8(b)(b(b)(x1)))
              
              c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 + 2 >= 0 = b{#,(f8)}(f8(b)(b(c)(x1)))
              
              c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = x1 + 2 >= x1 + 2 = c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
              
              c{#,(f8)}(f8(c)(c(c)(c(c)(x1)))) = x1 + 2 >= 1 = c{#,(f8)}(f8(b)(b(b)(b(c)(x1))))
              
              f8(b)(b(b)(b(b)(b(f8)(x1)))) = 2 >= 1 = f8(c)(c(b)(b(f8)(x1)))
              
              f8(b)(b(b)(b(b)(b(b)(x1)))) = x1 + 3 >= x1 + 2 = f8(c)(c(b)(b(b)(x1)))
              
              f8(b)(b(b)(b(b)(b(c)(x1)))) = 2 >= 1 = f8(c)(c(b)(b(c)(x1)))
              
              b(b)(b(b)(b(b)(b(f8)(x1)))) = 3 >= 0 = b(c)(c(b)(b(f8)(x1)))
              
              b(b)(b(b)(b(b)(b(b)(x1)))) = x1 + 4 >= 0 = b(c)(c(b)(b(b)(x1)))
              
              b(b)(b(b)(b(b)(b(c)(x1)))) = 3 >= 0 = b(c)(c(b)(b(c)(x1)))
              
              c(b)(b(b)(b(b)(b(f8)(x1)))) = 3 >= 2 = c(c)(c(b)(b(f8)(x1)))
              
              c(b)(b(b)(b(b)(b(b)(x1)))) = x1 + 4 >= x1 + 3 = c(c)(c(b)(b(b)(x1)))
              
              c(b)(b(b)(b(b)(b(c)(x1)))) = 3 >= 2 = c(c)(c(b)(b(c)(x1)))
              
              c(c)(c(f8)(x1)) = 1 >= 1 = c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
              
              c(c)(c(b)(x1)) = x1 + 2 >= 1 = c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
              
              c(c)(c(c)(x1)) = x1 + 2 >= 1 = c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
              
              c(c)(c(c)(c(b)(x1))) = x1 + 3 >= x1 + 3 = c(b)(b(b)(b(b)(x1)))
              
              c(c)(c(c)(c(c)(x1))) = x1 + 3 >= 2 = c(b)(b(b)(b(c)(x1)))
             problem:
              DPs:
               c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(x1)))
               c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(c)(x1)))
               c{#,(f8)}(f8(c)(c(b)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(b)(x1)))))
               c{#,(f8)}(f8(c)(c(c)(x1))) -> b{#,(f8)}(f8(c)(c(b)(b(c)(c(c)(x1)))))
               c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
              TRS:
               f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
               f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
               f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
               b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
               b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
               b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
               c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
               c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
               c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
               c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
               c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
               c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
               c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
               c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
             SCC Processor:
              #sccs: 1
              #rules: 1
              #arcs: 288/25
              DPs:
               c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) -> c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
              TRS:
               f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
               f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
               f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
               b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
               b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
               b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
               c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
               c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
               c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
               c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
               c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
               c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
               c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
               c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
              Polynomial Interpretation Processor:
               dimension: 1
               usable rules:
                f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
                f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
                f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
                b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
                b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
                b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
                c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
                c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
                c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
                c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
                c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
                c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
                c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
                c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
               interpretation:
                [c(c)](x0) = x0 + 1,
                
                [f8(c)](x0) = x0 + 1,
                
                [c(f8)](x0) = 0,
                
                [c(b)](x0) = x0 + 1,
                
                [f8(b)](x0) = x0,
                
                [b(c)](x0) = 0,
                
                [b(f8)](x0) = 1,
                
                [b(b)](x0) = x0 + 1,
                
                [c{#,(f8)}](x0) = x0
               orientation:
                c{#,(f8)}(f8(c)(c(c)(c(b)(x1)))) = x1 + 3 >= x1 + 2 = c{#,(f8)}(f8(b)(b(b)(b(b)(x1))))
                
                f8(b)(b(b)(b(b)(b(f8)(x1)))) = 3 >= 3 = f8(c)(c(b)(b(f8)(x1)))
                
                f8(b)(b(b)(b(b)(b(b)(x1)))) = x1 + 3 >= x1 + 3 = f8(c)(c(b)(b(b)(x1)))
                
                f8(b)(b(b)(b(b)(b(c)(x1)))) = 2 >= 2 = f8(c)(c(b)(b(c)(x1)))
                
                b(b)(b(b)(b(b)(b(f8)(x1)))) = 4 >= 0 = b(c)(c(b)(b(f8)(x1)))
                
                b(b)(b(b)(b(b)(b(b)(x1)))) = x1 + 4 >= 0 = b(c)(c(b)(b(b)(x1)))
                
                b(b)(b(b)(b(b)(b(c)(x1)))) = 3 >= 0 = b(c)(c(b)(b(c)(x1)))
                
                c(b)(b(b)(b(b)(b(f8)(x1)))) = 4 >= 3 = c(c)(c(b)(b(f8)(x1)))
                
                c(b)(b(b)(b(b)(b(b)(x1)))) = x1 + 4 >= x1 + 3 = c(c)(c(b)(b(b)(x1)))
                
                c(b)(b(b)(b(b)(b(c)(x1)))) = 3 >= 2 = c(c)(c(b)(b(c)(x1)))
                
                c(c)(c(f8)(x1)) = 1 >= 1 = c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
                
                c(c)(c(b)(x1)) = x1 + 2 >= 1 = c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
                
                c(c)(c(c)(x1)) = x1 + 2 >= 1 = c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
                
                c(c)(c(c)(c(b)(x1))) = x1 + 3 >= x1 + 3 = c(b)(b(b)(b(b)(x1)))
                
                c(c)(c(c)(c(c)(x1))) = x1 + 3 >= 2 = c(b)(b(b)(b(c)(x1)))
               problem:
                DPs:
                 
                TRS:
                 f8(b)(b(b)(b(b)(b(f8)(x1)))) -> f8(c)(c(b)(b(f8)(x1)))
                 f8(b)(b(b)(b(b)(b(b)(x1)))) -> f8(c)(c(b)(b(b)(x1)))
                 f8(b)(b(b)(b(b)(b(c)(x1)))) -> f8(c)(c(b)(b(c)(x1)))
                 b(b)(b(b)(b(b)(b(f8)(x1)))) -> b(c)(c(b)(b(f8)(x1)))
                 b(b)(b(b)(b(b)(b(b)(x1)))) -> b(c)(c(b)(b(b)(x1)))
                 b(b)(b(b)(b(b)(b(c)(x1)))) -> b(c)(c(b)(b(c)(x1)))
                 c(b)(b(b)(b(b)(b(f8)(x1)))) -> c(c)(c(b)(b(f8)(x1)))
                 c(b)(b(b)(b(b)(b(b)(x1)))) -> c(c)(c(b)(b(b)(x1)))
                 c(b)(b(b)(b(b)(b(c)(x1)))) -> c(c)(c(b)(b(c)(x1)))
                 c(c)(c(f8)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(f8)(x1)))))
                 c(c)(c(b)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(b)(x1)))))
                 c(c)(c(c)(x1)) -> c(b)(b(c)(c(b)(b(c)(c(c)(x1)))))
                 c(c)(c(c)(c(b)(x1))) -> c(b)(b(b)(b(b)(x1)))
                 c(c)(c(c)(c(c)(x1))) -> c(b)(b(b)(b(c)(x1)))
               Qed