Input TRS:
    1: top(left(car(x,y),car(old(),z))) -> top(right(y,car(old(),z)))
    2: top(left(car(x,car(old(),y)),z)) -> top(right(car(old(),y),z))
    3: top(right(x,car(y,car(old(),z)))) -> top(left(x,car(old(),z)))
    4: top(right(car(old(),x),car(y,z))) -> top(left(car(old(),x),z))
    5: top(left(bot(),car(old(),x))) -> top(right(bot(),car(old(),x)))
    6: top(right(car(old(),x),bot())) -> top(left(car(old(),x),bot()))
   e1: top(left(car(x,y),z)) ->= top(left(y,z))	[relative]
   e2: top(right(x,car(y,z))) ->= top(right(x,z))	[relative]
   e3: bot() ->= car(new(),bot())	[relative]
Dependency Pairs:
   #1: # top(left(car(x,car(old(),y)),z)) -> # top(right(car(old(),y),z))
   #2: # top(right(car(old(),x),bot())) -> # top(left(car(old(),x),bot()))
   #3: # top(right(x,car(y,z))) -> # top(right(x,z))	[relative]
   #4: # top(left(bot(),car(old(),x))) -> # top(right(bot(),car(old(),x)))
   #5: # top(right(x,car(y,car(old(),z)))) -> # top(left(x,car(old(),z)))
   #6: # top(left(car(x,y),car(old(),z))) -> # top(right(y,car(old(),z)))
   #7: # top(left(car(x,y),z)) -> # top(left(y,z))	[relative]
   #8: # top(right(car(old(),x),car(y,z))) -> # top(left(car(old(),x),z))
Number of SCCs: 1
  SCC { #1..8 }
    POLO(Sum)... QLPOS... QWPOpS(mSum)... Mat2b... removes: #2 #8
	I(new) = [0;1]
	I(left) = [1,0;1,0] * x1 + [1,0;0,0] * x2 + [1;1]
	I(top) = [0;0]
	I(bot) = [1;0]
	I(# top) = [0,1;0,1] * x1
	I(old) = [1;1]
	I(right) = [1,0;1,1] * x1 + [1;1]
	I(car) = [1,0;1,0] * x1 + [1,1;0,0] * x2
Number of SCCs: 1
  SCC { #1 #3..7 }
    POLO(Sum)... QLPOS... QWPOpS(mSum)... Mat2b... removes: #1 #4 #5 #6
	I(new) = [0;1]
	I(left) = [1,0;1,0] * x1 + [0,1;0,0] * x2 + [3;1]
	I(top) = [0,1;0,0] * x1
	I(bot) = [0;1]
	I(# top) = [1,1;0,0] * x1
	I(old) = [2;1]
	I(right) = [1,0;1,0] * x1 + [0,1;0,0] * x2 + [2;1]
	I(car) = [1,0;1,0] * x1 + [1,0;1,1] * x2
Number of SCCs: 2
  SCC { #3 }
    POLO(Sum)... QLPOS... QWPOpS(mSum)... Mat2b... failed.